[
  {
    "t": "000AYPA9AJ",
    "n": "Vector space",
    "a": [
      "linear-space"
    ],
    "k": "concept",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/vector-space/"
  },
  {
    "t": "000JFQGDXG",
    "n": "The integers are a Euclidean domain",
    "k": "statement",
    "m": [
      "11A05"
    ],
    "u": "/math2/wiki/the-integers-are-a-euclidean-domain/"
  },
  {
    "t": "000MXHEY22",
    "n": "Sequential characterization of limits",
    "a": [
      "heine-definition-of-limit"
    ],
    "k": "statement",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/sequential-characterization-of-limits/"
  },
  {
    "t": "000NPTMX6J",
    "n": "Singular value decomposition",
    "k": "statement",
    "m": [
      "15A18",
      "15A23"
    ],
    "u": "/math2/wiki/singular-value-decomposition/"
  },
  {
    "t": "0011MTQMR6",
    "n": "Quotient set",
    "a": [
      "quotient-by-an-equivalence-relation"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/quotient-set/"
  },
  {
    "t": "001B78R0DJ",
    "n": "Mutual independence of events",
    "a": [
      "mutually-independent-events"
    ],
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/mutual-independence-of-events/"
  },
  {
    "t": "001CX45SWQ",
    "n": "Partition function",
    "k": "definition",
    "m": [
      "11P81"
    ],
    "u": "/math2/wiki/partition-function-definition/"
  },
  {
    "t": "001T5FJDC1",
    "n": "Block diagonal matrix",
    "k": "concept",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/block-diagonal-matrix/"
  },
  {
    "t": "002X7EK91H",
    "n": "Power series are differentiable inside the radius of convergence",
    "k": "statement",
    "m": [
      "30B10",
      "26A24"
    ],
    "u": "/math2/wiki/power-series-are-differentiable-inside-the-radius-of-convergence/"
  },
  {
    "t": "003QDZ4T16",
    "n": "A function with zero derivative is constant",
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/a-function-with-zero-derivative-is-constant/"
  },
  {
    "t": "003QP7A8HG",
    "n": "Closure is the set of limits of sequences",
    "k": "statement",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/closure-is-the-set-of-limits-of-sequences/"
  },
  {
    "t": "003R0V5M7V",
    "n": "Differential equation",
    "k": "concept",
    "m": [
      "34A99"
    ],
    "u": "/math2/wiki/differential-equation/"
  },
  {
    "t": "0044CPHJBV",
    "n": "Natural logarithm",
    "a": [
      "logarithm"
    ],
    "k": "definition",
    "m": [
      "33B10",
      "26A09"
    ],
    "u": "/math2/wiki/natural-logarithm-definition/"
  },
  {
    "t": "004FH91BN5",
    "n": "Jump discontinuity",
    "k": "concept",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/jump-discontinuity/"
  },
  {
    "t": "004FRCXH6M",
    "n": "Exterior derivative",
    "k": "definition",
    "m": [
      "58A10"
    ],
    "u": "/math2/wiki/exterior-derivative-definition/"
  },
  {
    "t": "004J7ZEFAT",
    "n": "Power set Boolean algebra",
    "k": "example",
    "m": [
      "06E05"
    ],
    "u": "/math2/wiki/power-set-boolean-algebra/"
  },
  {
    "t": "004JW7A2N5",
    "n": "Square-free integer",
    "a": [
      "squarefree"
    ],
    "k": "definition",
    "m": [
      "11A51"
    ],
    "u": "/math2/wiki/square-free-integer-definition/"
  },
  {
    "t": "0053CQE9Y2",
    "n": "Sylow p-subgroup",
    "k": "concept",
    "m": [
      "20D20"
    ],
    "u": "/math2/wiki/sylow-p-subgroup/"
  },
  {
    "t": "005JT76HCK",
    "n": "A differentiable function is convex iff its derivative is increasing",
    "k": "statement",
    "m": [
      "26A51"
    ],
    "u": "/math2/wiki/a-differentiable-function-is-convex-iff-its-derivative-is-increasing/"
  },
  {
    "t": "005Q84BMAD",
    "n": "Taylor's theorem with the Cauchy remainder",
    "k": "statement",
    "m": [
      "41A80"
    ],
    "u": "/math2/wiki/taylors-theorem-with-the-cauchy-remainder/"
  },
  {
    "t": "006BHFWMAP",
    "n": "Row equivalence",
    "k": "concept",
    "m": [
      "15A06"
    ],
    "u": "/math2/wiki/row-equivalence/"
  },
  {
    "t": "00758QM6JJ",
    "n": "The characteristic of an integral domain is zero or prime",
    "k": "statement",
    "m": [
      "13G05"
    ],
    "u": "/math2/wiki/the-characteristic-of-an-integral-domain-is-zero-or-prime/"
  },
  {
    "t": "0076HWHGHQ",
    "n": "Quotient ring",
    "a": [
      "factor-ring"
    ],
    "k": "concept",
    "m": [
      "16D25"
    ],
    "u": "/math2/wiki/quotient-ring/"
  },
  {
    "t": "007NPQX34K",
    "n": "Least common multiple",
    "k": "concept",
    "m": [
      "11A05"
    ],
    "u": "/math2/wiki/least-common-multiple/"
  },
  {
    "t": "007QED3E0Y",
    "n": "Variance",
    "k": "definition",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/variance-definition/"
  },
  {
    "t": "00889YD15K",
    "n": "Dimension of the dual space",
    "k": "statement",
    "m": [
      "15A03",
      "15A04"
    ],
    "u": "/math2/wiki/dimension-of-the-dual-space/"
  },
  {
    "t": "008BH74D7R",
    "n": "Composite number",
    "k": "concept",
    "m": [
      "11A41"
    ],
    "u": "/math2/wiki/composite-number/"
  },
  {
    "t": "008TBCYDPX",
    "n": "Zero ring",
    "a": [
      "trivial-ring"
    ],
    "k": "example",
    "m": [
      "16B99"
    ],
    "u": "/math2/wiki/zero-ring/"
  },
  {
    "t": "009892PZ30",
    "n": "Linear map of a matrix",
    "k": "definition",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/linear-map-of-a-matrix-definition/"
  },
  {
    "t": "00999TYPXB",
    "n": "Local maximum",
    "a": [
      "relative-maximum"
    ],
    "k": "definition",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/local-maximum-definition/"
  },
  {
    "t": "009CY8JXFX",
    "n": "Scaling a row scales the determinant",
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/scaling-a-row-scales-the-determinant/"
  },
  {
    "t": "009QCP5T3Z",
    "n": "Sum of divisors",
    "a": [
      "sum-of-divisors-function"
    ],
    "k": "definition",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/sum-of-divisors-definition/"
  },
  {
    "t": "009TEMTQKH",
    "n": "Stars and bars",
    "k": "statement",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/stars-and-bars/"
  },
  {
    "t": "00A0RPAQ8A",
    "n": "Normed vector space",
    "k": "definition",
    "m": [
      "46B20"
    ],
    "u": "/math2/wiki/normed-vector-space-definition/"
  },
  {
    "t": "00A2EDFT9Q",
    "n": "Principal ideal",
    "k": "definition",
    "m": [
      "13A15"
    ],
    "u": "/math2/wiki/principal-ideal-definition/"
  },
  {
    "t": "00BE2J8H05",
    "n": "One-sided limit",
    "k": "concept",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/one-sided-limit/"
  },
  {
    "t": "00BETAJNZ4",
    "n": "Platonic solid",
    "k": "definition",
    "m": [
      "51M20"
    ],
    "u": "/math2/wiki/platonic-solid-definition/"
  },
  {
    "t": "00BKRZKMSS",
    "n": "Composition of linear maps",
    "k": "concept",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/composition-of-linear-maps/"
  },
  {
    "t": "00BT70ND50",
    "n": "Picard–Lindelöf theorem in integral form",
    "k": "statement",
    "m": [
      "34A12"
    ],
    "u": "/math2/wiki/picard-lindelof-theorem-in-integral-form/"
  },
  {
    "t": "00BWV5CKCF",
    "n": "Finite intersection property",
    "a": [
      "compactness-via-the-finite-intersection-property"
    ],
    "k": "statement",
    "m": [
      "54D30"
    ],
    "u": "/math2/wiki/finite-intersection-property/"
  },
  {
    "t": "00C0BR7D7H",
    "n": "Graph",
    "k": "concept",
    "m": [
      "05C99"
    ],
    "u": "/math2/wiki/graph/"
  },
  {
    "t": "00C2WN1H21",
    "n": "Polyhedron",
    "k": "definition",
    "m": [
      "52B10"
    ],
    "u": "/math2/wiki/polyhedron-definition/"
  },
  {
    "t": "00C5P9JZBK",
    "n": "Euler–Mascheroni constant",
    "a": [
      "euler-constant"
    ],
    "k": "object",
    "m": [
      "11Y60"
    ],
    "u": "/math2/wiki/euler-mascheroni-constant/"
  },
  {
    "t": "00CN2F997Q",
    "n": "Addition formula for Fibonacci numbers",
    "k": "statement",
    "m": [
      "11B39"
    ],
    "u": "/math2/wiki/addition-formula-for-fibonacci-numbers/"
  },
  {
    "t": "00CR00C9DN",
    "n": "Countably infinite set",
    "a": [
      "denumerable",
      "enumerable"
    ],
    "k": "concept",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/countably-infinite-set/"
  },
  {
    "t": "00CT0PTH74",
    "n": "Graph isomorphism",
    "k": "definition",
    "m": [
      "05C60"
    ],
    "u": "/math2/wiki/graph-isomorphism-definition/"
  },
  {
    "t": "00DGYY10FV",
    "n": "The logarithm grows slower than any power",
    "k": "statement",
    "m": [
      "26A12",
      "33B10"
    ],
    "u": "/math2/wiki/the-logarithm-grows-slower-than-any-power/"
  },
  {
    "t": "00DRK90Z6K",
    "n": "Laws of exponents in a group",
    "a": [
      "power-laws-in-a-group"
    ],
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/laws-of-exponents-in-a-group/"
  },
  {
    "t": "00DW862T78",
    "n": "−1 is a square modulo p if and only if p is not 3 modulo 4",
    "k": "statement",
    "m": [
      "11A15"
    ],
    "u": "/math2/wiki/1-is-a-square-modulo-p-if-and-only-if-p-is-not-3-modulo-4/"
  },
  {
    "t": "00E0YZCERH",
    "n": "Power set",
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/power-set/"
  },
  {
    "t": "00EBGSR5NY",
    "n": "Euclidean vector",
    "k": "definition",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/euclidean-vector-definition/"
  },
  {
    "t": "00EHX6FWC0",
    "n": "Root of a polynomial",
    "k": "definition",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/root-of-a-polynomial-definition/"
  },
  {
    "t": "00EYM7MDKS",
    "n": "Hasse diagram",
    "a": [
      "order-diagram"
    ],
    "k": "concept",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/hasse-diagram/"
  },
  {
    "t": "00F2JFA41J",
    "n": "Orbit",
    "k": "definition",
    "m": [
      "20B05"
    ],
    "u": "/math2/wiki/orbit-definition/"
  },
  {
    "t": "00FSJTXPJM",
    "n": "Closed map",
    "a": [
      "closed-mapping"
    ],
    "k": "concept",
    "m": [
      "54C10"
    ],
    "u": "/math2/wiki/closed-map/"
  },
  {
    "t": "00FWBN7F0Y",
    "n": "Congruence is compatible with addition",
    "k": "statement",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/congruence-is-compatible-with-addition/"
  },
  {
    "t": "00FWNP9TXY",
    "n": "Contour integral",
    "a": [
      "curve-integral"
    ],
    "k": "definition",
    "m": [
      "30E20"
    ],
    "u": "/math2/wiki/contour-integral-definition/"
  },
  {
    "t": "00GC8ZQP4Q",
    "n": "Zero of a holomorphic function",
    "a": [
      "zero",
      "root-of-a-function"
    ],
    "k": "concept",
    "m": [
      "30C15"
    ],
    "u": "/math2/wiki/zero-of-a-holomorphic-function/"
  },
  {
    "t": "00GXTQMY8Z",
    "n": "Modular multiplicative inverse",
    "a": [
      "modular-inverse",
      "inverse-modulo-n"
    ],
    "k": "definition",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/modular-multiplicative-inverse-definition/"
  },
  {
    "t": "00HF4RJ5QN",
    "n": "Direct product of groups",
    "k": "concept",
    "m": [
      "20E34"
    ],
    "u": "/math2/wiki/direct-product-of-groups/"
  },
  {
    "t": "00HJCMC2CD",
    "n": "Conic section",
    "a": [
      "conic",
      "quadratic-curve"
    ],
    "k": "concept",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/conic-section/"
  },
  {
    "t": "00HPT88ZX0",
    "n": "Norm of a Gaussian integer",
    "k": "definition",
    "m": [
      "11R11"
    ],
    "u": "/math2/wiki/norm-of-a-gaussian-integer-definition/"
  },
  {
    "t": "00J3DCCEK5",
    "n": "Trisecting the angle",
    "a": [
      "angle-trisection"
    ],
    "k": "problem",
    "m": [
      "51M15"
    ],
    "u": "/math2/wiki/trisecting-the-angle/"
  },
  {
    "t": "00J3KZP8Y0",
    "n": "Lower triangular matrix",
    "k": "concept",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/lower-triangular-matrix/"
  },
  {
    "t": "00J8E3HX0M",
    "n": "Divisibility rule",
    "a": [
      "divisibility-test"
    ],
    "k": "concept",
    "m": [
      "11A63"
    ],
    "u": "/math2/wiki/divisibility-rule/"
  },
  {
    "t": "00K0RF9BFY",
    "n": "Multinomial coefficient",
    "k": "definition",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/multinomial-coefficient-definition/"
  },
  {
    "t": "00K4FK4NBH",
    "n": "Nullity",
    "k": "definition",
    "m": [
      "15A03",
      "15A04"
    ],
    "u": "/math2/wiki/nullity-definition/"
  },
  {
    "t": "00K7ASZ1PR",
    "n": "Non-uniqueness for a non-Lipschitz equation",
    "k": "counterexample",
    "m": [
      "34A12"
    ],
    "u": "/math2/wiki/non-uniqueness-for-a-non-lipschitz-equation/"
  },
  {
    "t": "00KAFBR32E",
    "n": "Intermediate value theorem",
    "a": [
      "bolzano-theorem"
    ],
    "k": "statement",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/intermediate-value-theorem/"
  },
  {
    "t": "00KDZRW4C0",
    "n": "Determinant",
    "k": "concept",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/determinant/"
  },
  {
    "t": "00KRCVE7CK",
    "n": "Modulus of the conjugate",
    "k": "statement",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/modulus-of-the-conjugate/"
  },
  {
    "t": "00MHHZ9SNE",
    "n": "Prime ideal",
    "k": "concept",
    "m": [
      "13A15"
    ],
    "u": "/math2/wiki/prime-ideal/"
  },
  {
    "t": "00MRN0FARV",
    "n": "Independent and identically distributed random variables",
    "a": [
      "iid",
      "i-i-d",
      "independent-identically-distributed"
    ],
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/independent-and-identically-distributed-random-variables/"
  },
  {
    "t": "00MS9VMQ9Z",
    "n": "Every vector space has a basis",
    "k": "statement",
    "m": [
      "15A03",
      "03E25"
    ],
    "u": "/math2/wiki/every-vector-space-has-a-basis/"
  },
  {
    "t": "00N3T18QNA",
    "n": "Saddle point",
    "k": "definition",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/saddle-point-definition/"
  },
  {
    "t": "00N5FHP1CV",
    "n": "Change of variables in multiple integrals",
    "a": [
      "substitution-rule-several-variables",
      "jacobian-change-of-variables"
    ],
    "k": "statement",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/change-of-variables-in-multiple-integrals/"
  },
  {
    "t": "00NBBSXRQS",
    "n": "Prior probability",
    "a": [
      "prior",
      "prior-distribution"
    ],
    "k": "concept",
    "m": [
      "62F15"
    ],
    "u": "/math2/wiki/prior-probability/"
  },
  {
    "t": "00NZKRSWNX",
    "n": "Complex sine and cosine",
    "a": [
      "complex-sine",
      "complex-cosine"
    ],
    "k": "concept",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/complex-sine-and-cosine/"
  },
  {
    "t": "00PPY3RPNB",
    "n": "Power of a point",
    "k": "definition",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/power-of-a-point-definition/"
  },
  {
    "t": "00QN1N6MNT",
    "n": "Positive definite quadratic form",
    "k": "definition",
    "m": [
      "15A63",
      "11E04"
    ],
    "u": "/math2/wiki/positive-definite-quadratic-form-definition/"
  },
  {
    "t": "00QSK85Y2X",
    "n": "Primitive element of a finite field",
    "k": "concept",
    "m": [
      "12E20"
    ],
    "u": "/math2/wiki/primitive-element-of-a-finite-field/"
  },
  {
    "t": "00R0X1WGPX",
    "n": "Compact set",
    "k": "definition",
    "m": [
      "54D30"
    ],
    "u": "/math2/wiki/compact-set-definition/"
  },
  {
    "t": "00R1JDDV5X",
    "n": "Arc length parametrisation",
    "k": "definition",
    "m": [
      "53A04"
    ],
    "u": "/math2/wiki/arc-length-parametrisation-definition/"
  },
  {
    "t": "00R4MWW532",
    "n": "Derivative of sine",
    "k": "statement",
    "m": [
      "33B10",
      "26A24"
    ],
    "u": "/math2/wiki/derivative-of-sine/"
  },
  {
    "t": "00RA98X2CP",
    "n": "Divergence of the sum of the reciprocals of the primes",
    "k": "statement",
    "m": [
      "11N05"
    ],
    "u": "/math2/wiki/divergence-of-the-sum-of-the-reciprocals-of-the-primes/"
  },
  {
    "t": "00RE1R4W7N",
    "n": "Second-countable space",
    "k": "definition",
    "m": [
      "54D70"
    ],
    "u": "/math2/wiki/second-countable-space-definition/"
  },
  {
    "t": "00S7C68D51",
    "n": "Absolute value",
    "k": "definition",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/absolute-value-definition/"
  },
  {
    "t": "00SB5EA3VW",
    "n": "Asymptotic equivalence",
    "k": "definition",
    "m": [
      "41A60"
    ],
    "u": "/math2/wiki/asymptotic-equivalence-definition/"
  },
  {
    "t": "00SPJSDT3Z",
    "n": "Gram matrix",
    "k": "concept",
    "m": [
      "15A63",
      "15B57"
    ],
    "u": "/math2/wiki/gram-matrix/"
  },
  {
    "t": "00SQGJNRTB",
    "n": "Event",
    "k": "definition",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/event-definition/"
  },
  {
    "t": "00SVP6W3CB",
    "n": "Exponential growth and decay",
    "k": "example",
    "m": [
      "34A05"
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    "u": "/math2/wiki/exponential-growth-and-decay/"
  },
  {
    "t": "00SW8B91E7",
    "n": "Transcendental element",
    "k": "definition",
    "m": [
      "12F20"
    ],
    "u": "/math2/wiki/transcendental-element-definition/"
  },
  {
    "t": "00T5EPFQB9",
    "n": "Little o notation",
    "k": "concept",
    "m": [
      "41A60"
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    "u": "/math2/wiki/little-o-notation/"
  },
  {
    "t": "00TQV3F5S4",
    "n": "Ramsey's theorem",
    "k": "statement",
    "m": [
      "05D10",
      "05C55"
    ],
    "u": "/math2/wiki/ramseys-theorem/"
  },
  {
    "t": "00WAVB68F9",
    "n": "Picard operator",
    "k": "definition",
    "m": [
      "34A12",
      "47H10"
    ],
    "u": "/math2/wiki/picard-operator-definition/"
  },
  {
    "t": "00X2A9G9W3",
    "n": "Irreducible polynomial",
    "k": "definition",
    "m": [
      "12E05"
    ],
    "u": "/math2/wiki/irreducible-polynomial-definition/"
  },
  {
    "t": "00Y5QZ82AA",
    "n": "Lotka–Volterra equations",
    "a": [
      "predator-prey-equations",
      "lotka-volterra-predator-prey-model"
    ],
    "k": "example",
    "m": [
      "92D25",
      "34C25"
    ],
    "u": "/math2/wiki/lotka-volterra-equations/"
  },
  {
    "t": "00Y9N80VSS",
    "n": "A finite group is nilpotent iff it is the product of its Sylow subgroups",
    "k": "statement",
    "m": [
      "20F18",
      "20D15"
    ],
    "u": "/math2/wiki/a-finite-group-is-nilpotent-iff-it-is-the-product-of-its-sylow-subgroups/"
  },
  {
    "t": "00YC1D652K",
    "n": "Linear subspace",
    "a": [
      "vector-subspace"
    ],
    "k": "concept",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/linear-subspace/"
  },
  {
    "t": "00YH28R457",
    "n": "Volume of a ball in R^n",
    "a": [
      "volume-of-an-n-ball"
    ],
    "k": "statement",
    "m": [
      "28A75"
    ],
    "u": "/math2/wiki/volume-of-a-ball-in-r-n/"
  },
  {
    "t": "00Z1YBJJW8",
    "n": "Arcsine",
    "k": "concept",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/arcsine/"
  },
  {
    "t": "00ZEBSMNNV",
    "n": "Additivity of line integrals under concatenation",
    "a": [
      "line-integral-over-a-sum-of-paths"
    ],
    "k": "statement",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/additivity-of-line-integrals-under-concatenation/"
  },
  {
    "t": "00ZG9Y9TR4",
    "n": "Topological embedding",
    "a": [
      "embedding"
    ],
    "k": "concept",
    "m": [
      "54C25"
    ],
    "u": "/math2/wiki/topological-embedding/"
  },
  {
    "t": "010JCV9J4E",
    "n": "Ordered field",
    "k": "definition",
    "m": [
      "12J15"
    ],
    "u": "/math2/wiki/ordered-field-definition/"
  },
  {
    "t": "010PKCQPXP",
    "n": "Uniqueness of finite fields of a given order",
    "k": "statement",
    "m": [
      "12E20"
    ],
    "u": "/math2/wiki/uniqueness-of-finite-fields-of-a-given-order/"
  },
  {
    "t": "010QVB71T2",
    "n": "Hensel's lemma",
    "k": "statement",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/hensels-lemma/"
  },
  {
    "t": "0110GBHPPB",
    "n": "Recurrence for Bell numbers",
    "k": "statement",
    "m": [
      "11B73"
    ],
    "u": "/math2/wiki/recurrence-for-bell-numbers/"
  },
  {
    "t": "0112DTS464",
    "n": "Image of a homomorphism",
    "k": "definition",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/image-of-a-homomorphism-definition/"
  },
  {
    "t": "011C29Q1S1",
    "n": "Partial order",
    "k": "definition",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/partial-order-definition/"
  },
  {
    "t": "011EJQWWJS",
    "n": "Strictly monotone function",
    "k": "concept",
    "m": [
      "26A48"
    ],
    "u": "/math2/wiki/strictly-monotone-function/"
  },
  {
    "t": "011HV2GAWF",
    "n": "A convex function on an open interval is continuous",
    "k": "statement",
    "m": [
      "26A51"
    ],
    "u": "/math2/wiki/a-convex-function-on-an-open-interval-is-continuous/"
  },
  {
    "t": "011K11VPJN",
    "n": "Jordan–Chevalley decomposition",
    "k": "statement",
    "m": [
      "15A21",
      "15A20"
    ],
    "u": "/math2/wiki/jordan-chevalley-decomposition/"
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  {
    "t": "0125QVNCFQ",
    "n": "Evaluation homomorphism",
    "k": "definition",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/evaluation-homomorphism-definition/"
  },
  {
    "t": "012C7GFF20",
    "n": "1 + x is at most exp x",
    "k": "statement",
    "m": [
      "33B10",
      "26D15"
    ],
    "u": "/math2/wiki/1-x-is-at-most-exp-x/"
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  {
    "t": "012PBA0FMD",
    "n": "Hölder continuity",
    "a": [
      "holder-condition",
      "holder-continuous-map"
    ],
    "k": "concept",
    "m": [
      "26A16"
    ],
    "u": "/math2/wiki/holder-continuity/"
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  {
    "t": "012RYET5E2",
    "n": "Reduction formula",
    "k": "concept",
    "m": [
      "26A36"
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    "u": "/math2/wiki/reduction-formula/"
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  {
    "t": "0135XZZQ8M",
    "n": "Differentiable function of several variables",
    "k": "definition",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/differentiable-function-of-several-variables-definition/"
  },
  {
    "t": "013AHC4DRT",
    "n": "exp z = 1 iff z is an integer multiple of 2πi",
    "a": [
      "kernel-of-the-exponential"
    ],
    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/exp-z-1-iff-z-is-an-integer-multiple-of-2-i/"
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  {
    "t": "01441KDGBY",
    "n": "Existence of splitting fields",
    "k": "statement",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/existence-of-splitting-fields/"
  },
  {
    "t": "0146MBQNNE",
    "n": "Strict differentiability",
    "k": "definition",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/strict-differentiability-definition/"
  },
  {
    "t": "014E1DZQE8",
    "n": "Semidirect product",
    "k": "definition",
    "m": [
      "20E22"
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    "u": "/math2/wiki/semidirect-product-definition/"
  },
  {
    "t": "014PEBGDYF",
    "n": "Chernoff bound",
    "k": "statement",
    "m": [
      "60E15"
    ],
    "u": "/math2/wiki/chernoff-bound/"
  },
  {
    "t": "0151VYVX27",
    "n": "Cayley's theorem",
    "k": "statement",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/cayleys-theorem/"
  },
  {
    "t": "015KK993C5",
    "n": "Integral equation form of an initial value problem",
    "k": "statement",
    "m": [
      "34A12"
    ],
    "u": "/math2/wiki/integral-equation-form-of-an-initial-value-problem/"
  },
  {
    "t": "0167F9B344",
    "n": "Glide reflection",
    "a": [
      "transflection"
    ],
    "k": "concept",
    "m": [
      "51F20"
    ],
    "u": "/math2/wiki/glide-reflection/"
  },
  {
    "t": "016PE4VZ8Q",
    "n": "Leibniz formula for determinants",
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/leibniz-formula-for-determinants/"
  },
  {
    "t": "017BPGVEE8",
    "n": "Principal branch",
    "a": [
      "principal-value"
    ],
    "k": "concept",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/principal-branch/"
  },
  {
    "t": "017BR1M98J",
    "n": "Alternating series",
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/alternating-series-definition/"
  },
  {
    "t": "017DH8WXTE",
    "n": "Riemann's criterion for integrability",
    "k": "statement",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/riemanns-criterion-for-integrability/"
  },
  {
    "t": "017E5PRS1Q",
    "n": "Platonic solid",
    "a": [
      "regular-polyhedron"
    ],
    "k": "concept",
    "m": [
      "51M20"
    ],
    "u": "/math2/wiki/platonic-solid/"
  },
  {
    "t": "017SRZ7NE9",
    "n": "Dyck words are counted by Catalan numbers",
    "k": "statement",
    "m": [
      "05A15"
    ],
    "u": "/math2/wiki/dyck-words-are-counted-by-catalan-numbers/"
  },
  {
    "t": "01826KMG2H",
    "n": "Prime number",
    "k": "concept",
    "m": [
      "11A41"
    ],
    "u": "/math2/wiki/prime-number/"
  },
  {
    "t": "018GTRS7A4",
    "n": "Vector-valued function",
    "a": [
      "vector-function"
    ],
    "k": "concept",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/vector-valued-function/"
  },
  {
    "t": "018W3V3TCT",
    "n": "Finite-dimensional vector space",
    "k": "definition",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/finite-dimensional-vector-space-definition/"
  },
  {
    "t": "0194DY35BG",
    "n": "Rolle's theorem",
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/rolles-theorem/"
  },
  {
    "t": "01991NCP7H",
    "n": "Residue at a simple pole",
    "a": [
      "residue-formula-for-simple-poles"
    ],
    "k": "statement",
    "m": [
      "30E20"
    ],
    "u": "/math2/wiki/residue-at-a-simple-pole/"
  },
  {
    "t": "019H1Z6419",
    "n": "Derivative of the complex exponential",
    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/derivative-of-the-complex-exponential/"
  },
  {
    "t": "019MA1VTR2",
    "n": "Root of a polynomial",
    "a": [
      "zero-of-a-polynomial"
    ],
    "k": "concept",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/root-of-a-polynomial/"
  },
  {
    "t": "019NFGFPR5",
    "n": "Unit of a ring",
    "k": "definition",
    "m": [
      "16U60"
    ],
    "u": "/math2/wiki/unit-of-a-ring-definition/"
  },
  {
    "t": "019QZ6RRVH",
    "n": "Integral test",
    "a": [
      "integral-test-for-convergence"
    ],
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/integral-test/"
  },
  {
    "t": "019VSXSFMQ",
    "n": "Maximal solution",
    "a": [
      "maximal-interval-of-existence"
    ],
    "k": "definition",
    "m": [
      "34A12"
    ],
    "u": "/math2/wiki/maximal-solution-definition/"
  },
  {
    "t": "01A0MK1730",
    "n": "Weierstrass function",
    "k": "counterexample",
    "m": [
      "26A27"
    ],
    "u": "/math2/wiki/weierstrass-function/"
  },
  {
    "t": "01A2EGXJEM",
    "n": "First derivative test",
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/first-derivative-test/"
  },
  {
    "t": "01A8JGR4JM",
    "n": "cos pi = -1",
    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/cos-pi-1/"
  },
  {
    "t": "01AAYNSBN6",
    "n": "Distance from a point to a line",
    "k": "statement",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/distance-from-a-point-to-a-line/"
  },
  {
    "t": "01AHG4G9RT",
    "n": "Preimage of a set",
    "a": [
      "inverse-image"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/preimage-of-a-set/"
  },
  {
    "t": "01APZ8GDQH",
    "n": "Chapman–Kolmogorov equation",
    "a": [
      "chapman-kolmogorov-equations"
    ],
    "k": "statement",
    "m": [
      "60J10"
    ],
    "u": "/math2/wiki/chapman-kolmogorov-equation/"
  },
  {
    "t": "01AXG9KZQF",
    "n": "Block matrix",
    "k": "definition",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/block-matrix-definition/"
  },
  {
    "t": "01BD2TFFP4",
    "n": "Bias of an estimator",
    "k": "definition",
    "m": [
      "62F10"
    ],
    "u": "/math2/wiki/bias-of-an-estimator-definition/"
  },
  {
    "t": "01BX15HSRR",
    "n": "Well-ordering principle",
    "k": "statement",
    "m": [
      "03F30"
    ],
    "u": "/math2/wiki/well-ordering-principle/"
  },
  {
    "t": "01CGSJ0GNQ",
    "n": "Well-order",
    "a": [
      "well-ordering",
      "well-ordered-set"
    ],
    "k": "concept",
    "m": [
      "06A05"
    ],
    "u": "/math2/wiki/well-order/"
  },
  {
    "t": "01CJRJKDAA",
    "n": "The complex numbers cannot be ordered",
    "k": "statement",
    "m": [
      "12J15"
    ],
    "u": "/math2/wiki/the-complex-numbers-cannot-be-ordered/"
  },
  {
    "t": "01CS8Q2APC",
    "n": "Characteristic subgroup",
    "k": "definition",
    "m": [
      "20F28"
    ],
    "u": "/math2/wiki/characteristic-subgroup-definition/"
  },
  {
    "t": "01CYW8S04D",
    "n": "Totally disconnected space",
    "k": "definition",
    "m": [
      "54D05"
    ],
    "u": "/math2/wiki/totally-disconnected-space-definition/"
  },
  {
    "t": "01DSNP0B4R",
    "n": "Periodic orbit",
    "a": [
      "closed-orbit",
      "cycle"
    ],
    "k": "definition",
    "m": [
      "34C25",
      "37C27"
    ],
    "u": "/math2/wiki/periodic-orbit-definition/"
  },
  {
    "t": "01DSVCRF6X",
    "n": "Ramsey number",
    "k": "definition",
    "m": [
      "05C55",
      "05D10"
    ],
    "u": "/math2/wiki/ramsey-number-definition/"
  },
  {
    "t": "01E7SWYJX3",
    "n": "Normality via left and right cosets",
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/normality-via-left-and-right-cosets/"
  },
  {
    "t": "01E9MNJYEX",
    "n": "Public-key cryptography",
    "a": [
      "asymmetric-cryptography"
    ],
    "k": "concept",
    "m": [
      "94A60"
    ],
    "u": "/math2/wiki/public-key-cryptography/"
  },
  {
    "t": "01EK923SKP",
    "n": "Inner product space",
    "k": "definition",
    "m": [
      "15A63",
      "46C05"
    ],
    "u": "/math2/wiki/inner-product-space-definition/"
  },
  {
    "t": "01EQPZ6RYZ",
    "n": "Law of a random variable",
    "a": [
      "distribution-of-a-random-variable",
      "pushforward-distribution"
    ],
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/law-of-a-random-variable/"
  },
  {
    "t": "01EXSMK864",
    "n": "Determinant of a scalar multiple",
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/determinant-of-a-scalar-multiple/"
  },
  {
    "t": "01EY0EM7RP",
    "n": "Extensions of solvable groups are solvable",
    "k": "statement",
    "m": [
      "20F16"
    ],
    "u": "/math2/wiki/extensions-of-solvable-groups-are-solvable/"
  },
  {
    "t": "01EY3VR7ZD",
    "n": "Urysohn's lemma",
    "a": [
      "urysohn-lemma"
    ],
    "k": "statement",
    "m": [
      "54D15"
    ],
    "u": "/math2/wiki/urysohns-lemma/"
  },
  {
    "t": "01FPXMTBX1",
    "n": "Composition of injections is injective",
    "a": [
      "injective-comp"
    ],
    "k": "statement",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/composition-of-injections-is-injective/"
  },
  {
    "t": "01G1WY1GVX",
    "n": "Pythagorean triple",
    "k": "definition",
    "m": [
      "11D09"
    ],
    "u": "/math2/wiki/pythagorean-triple-definition/"
  },
  {
    "t": "01GBHQ5ABF",
    "n": "Periodic continued fraction",
    "k": "concept",
    "m": [
      "11A55"
    ],
    "u": "/math2/wiki/periodic-continued-fraction/"
  },
  {
    "t": "01GTP8M5RG",
    "n": "Order of cardinals",
    "k": "definition",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/order-of-cardinals-definition/"
  },
  {
    "t": "01H6QKWGDH",
    "n": "Generalised eigenvector",
    "k": "concept",
    "m": [
      "15A18"
    ],
    "u": "/math2/wiki/generalised-eigenvector/"
  },
  {
    "t": "01HR2AH0BX",
    "n": "Divergent sequence",
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/divergent-sequence-definition/"
  },
  {
    "t": "01HT2CH8BH",
    "n": "Equivalence classes form a partition",
    "k": "statement",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/equivalence-classes-form-a-partition/"
  },
  {
    "t": "01J7FZ65J0",
    "n": "Maximal solution",
    "k": "concept",
    "m": [
      "34A12"
    ],
    "u": "/math2/wiki/maximal-solution/"
  },
  {
    "t": "01J8AMV9RS",
    "n": "Legendre symbol",
    "k": "definition",
    "m": [
      "11A15"
    ],
    "u": "/math2/wiki/legendre-symbol-definition/"
  },
  {
    "t": "01JADB9VW5",
    "n": "Vandermonde's identity",
    "k": "statement",
    "m": [
      "05A19"
    ],
    "u": "/math2/wiki/vandermondes-identity/"
  },
  {
    "t": "01KJJ9A400",
    "n": "Regular polygon",
    "k": "concept",
    "m": [
      "51M20"
    ],
    "u": "/math2/wiki/regular-polygon/"
  },
  {
    "t": "01M5T0KDG7",
    "n": "Multigraph",
    "k": "definition",
    "m": [
      "05C99"
    ],
    "u": "/math2/wiki/multigraph-definition/"
  },
  {
    "t": "01M6CW9VM6",
    "n": "Triangle inequality for a metric",
    "a": [
      "triangle-inequality-for-a-metric"
    ],
    "k": "statement",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/triangle-inequality-for-a-metric/"
  },
  {
    "t": "01MGYYBB9R",
    "n": "Antisymmetric relation",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/antisymmetric-relation-definition/"
  },
  {
    "t": "01MKW4R283",
    "n": "Infinite set",
    "k": "definition",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/infinite-set-definition/"
  },
  {
    "t": "01MMVW8CKC",
    "n": "Positive semidefinite matrix",
    "k": "concept",
    "m": [
      "15B57",
      "15A63"
    ],
    "u": "/math2/wiki/positive-semidefinite-matrix/"
  },
  {
    "t": "01MPZXYVYF",
    "n": "Cauchy's integral theorem",
    "a": [
      "cauchy-goursat-theorem",
      "cauchy-integral-theorem"
    ],
    "k": "statement",
    "m": [
      "30E20"
    ],
    "u": "/math2/wiki/cauchys-integral-theorem/"
  },
  {
    "t": "01N3AYAA6N",
    "n": "Integers modulo n",
    "a": [
      "ring-of-integers-modulo-n",
      "residue-class-ring"
    ],
    "k": "definition",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/integers-modulo-n-definition/"
  },
  {
    "t": "01NHFZF2SK",
    "n": "Nondegenerate bilinear form",
    "k": "concept",
    "m": [
      "15A63"
    ],
    "u": "/math2/wiki/nondegenerate-bilinear-form/"
  },
  {
    "t": "01NN8NY497",
    "n": "Function with unequal mixed partial derivatives",
    "k": "counterexample",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/function-with-unequal-mixed-partial-derivatives/"
  },
  {
    "t": "01PKQYTTMT",
    "n": "Isolated point",
    "k": "definition",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/isolated-point-definition/"
  },
  {
    "t": "01PNAVFMYZ",
    "n": "Similar triangles",
    "k": "definition",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/similar-triangles-definition/"
  },
  {
    "t": "01PPDSDP2N",
    "n": "Hyperbolic functions",
    "k": "concept",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/hyperbolic-functions/"
  },
  {
    "t": "01QFQAQ2PA",
    "n": "Spherical coordinates",
    "a": [
      "spherical-coordinate-system",
      "spherical-polar-coordinates"
    ],
    "k": "concept",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/spherical-coordinates/"
  },
  {
    "t": "01QSSKS5C1",
    "n": "sin x / x tends to 1",
    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/sin-x-x-tends-to-1/"
  },
  {
    "t": "01QZNHQWYD",
    "n": "Sum of the first n natural numbers",
    "k": "statement",
    "m": [
      "05A19"
    ],
    "u": "/math2/wiki/sum-of-the-first-n-natural-numbers/"
  },
  {
    "t": "01R1HPEK6S",
    "n": "A graph is bipartite iff it has no odd cycle",
    "k": "statement",
    "m": [
      "05C75"
    ],
    "u": "/math2/wiki/a-graph-is-bipartite-iff-it-has-no-odd-cycle/"
  },
  {
    "t": "01R1HW3Y42",
    "n": "Tangent line",
    "k": "concept",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/tangent-line/"
  },
  {
    "t": "01RBSSGMY5",
    "n": "Definite and indefinite quadratic forms",
    "a": [
      "definite-quadratic-form",
      "positive-definite-quadratic-form"
    ],
    "k": "concept",
    "m": [
      "15A63"
    ],
    "u": "/math2/wiki/definite-and-indefinite-quadratic-forms/"
  },
  {
    "t": "01REXW3WWE",
    "n": "Elementary matrix",
    "k": "concept",
    "m": [
      "15A23"
    ],
    "u": "/math2/wiki/elementary-matrix/"
  },
  {
    "t": "01REYCJ371",
    "n": "Lyapunov function",
    "k": "concept",
    "m": [
      "34D20"
    ],
    "u": "/math2/wiki/lyapunov-function/"
  },
  {
    "t": "01RSTGNTXG",
    "n": "Residue class",
    "k": "concept",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/residue-class/"
  },
  {
    "t": "01RVCMSN5N",
    "n": "Surjective function",
    "a": [
      "surjection",
      "onto-function"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/surjective-function/"
  },
  {
    "t": "01SWBKDAWA",
    "n": "Composition of relations",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/composition-of-relations-definition/"
  },
  {
    "t": "01T3TMGTTE",
    "n": "Neighbourhood",
    "k": "definition",
    "m": [
      "05C07"
    ],
    "u": "/math2/wiki/neighbourhood-definition/"
  },
  {
    "t": "01THH3Y3YP",
    "n": "Integrating factor",
    "k": "definition",
    "m": [
      "34A05"
    ],
    "u": "/math2/wiki/integrating-factor-definition/"
  },
  {
    "t": "01TKKESHSB",
    "n": "Diffie–Hellman key exchange",
    "k": "example",
    "m": [
      "94A60"
    ],
    "u": "/math2/wiki/diffie-hellman-key-exchange/"
  },
  {
    "t": "01TPMXM6NM",
    "n": "Hyperbolic equilibrium point",
    "k": "concept",
    "m": [
      "37C75"
    ],
    "u": "/math2/wiki/hyperbolic-equilibrium-point/"
  },
  {
    "t": "01TQB88H4C",
    "n": "Countable set",
    "a": [
      "at-most-countable",
      "denumerable-or-finite"
    ],
    "k": "concept",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/countable-set/"
  },
  {
    "t": "01TXN7ETH2",
    "n": "Orthogonal family for a bilinear form",
    "k": "concept",
    "m": [
      "15A63"
    ],
    "u": "/math2/wiki/orthogonal-family-for-a-bilinear-form/"
  },
  {
    "t": "01V9FPBBVK",
    "n": "Symmetry of second derivatives",
    "a": [
      "equality-of-mixed-partials"
    ],
    "k": "statement",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/symmetry-of-second-derivatives/"
  },
  {
    "t": "01VG2A0BHW",
    "n": "Bijective iff it has a two-sided inverse",
    "k": "statement",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/bijective-iff-it-has-a-two-sided-inverse/"
  },
  {
    "t": "01VH21EV6F",
    "n": "Prime element",
    "k": "concept",
    "m": [
      "13A05"
    ],
    "u": "/math2/wiki/prime-element/"
  },
  {
    "t": "01VN79T2PR",
    "n": "Quadratic integer",
    "k": "definition",
    "m": [
      "11R11"
    ],
    "u": "/math2/wiki/quadratic-integer-definition/"
  },
  {
    "t": "01VQ7C4FTB",
    "n": "Uniqueness of the algebraic closure",
    "k": "statement",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/uniqueness-of-the-algebraic-closure/"
  },
  {
    "t": "01VT24J1SD",
    "n": "Cantor set is closed",
    "k": "statement",
    "m": [
      "54F65"
    ],
    "u": "/math2/wiki/cantor-set-is-closed/"
  },
  {
    "t": "01VVP10MWJ",
    "n": "Connected component",
    "k": "definition",
    "m": [
      "05C40"
    ],
    "u": "/math2/wiki/connected-component-definition/"
  },
  {
    "t": "01W6RKJP01",
    "n": "Arguments add under multiplication",
    "k": "statement",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/arguments-add-under-multiplication/"
  },
  {
    "t": "01WHD9T0V6",
    "n": "Central binomial coefficient",
    "k": "definition",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/central-binomial-coefficient-definition/"
  },
  {
    "t": "01WPV9PHN7",
    "n": "Legendre's formula",
    "a": [
      "de-polignac-formula"
    ],
    "k": "statement",
    "m": [
      "11A51"
    ],
    "u": "/math2/wiki/legendres-formula/"
  },
  {
    "t": "01WQZK97Z5",
    "n": "Cassini's identity",
    "k": "statement",
    "m": [
      "11B39"
    ],
    "u": "/math2/wiki/cassinis-identity/"
  },
  {
    "t": "01X5CVV1Q5",
    "n": "Geometric series",
    "k": "example",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/geometric-series/"
  },
  {
    "t": "01X8YSDTBW",
    "n": "Identically distributed random variables",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/identically-distributed-random-variables-definition/"
  },
  {
    "t": "01XAHPADBA",
    "n": "Moment",
    "a": [
      "moment-of-random-variable",
      "raw-moment"
    ],
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/moment/"
  },
  {
    "t": "01XAY17QA3",
    "n": "Uniformly Cauchy sequence of functions",
    "k": "definition",
    "m": [
      "40A30"
    ],
    "u": "/math2/wiki/uniformly-cauchy-sequence-of-functions-definition/"
  },
  {
    "t": "01XM7JEKHY",
    "n": "Constructive proof",
    "k": "concept",
    "m": [
      "03F65"
    ],
    "u": "/math2/wiki/constructive-proof/"
  },
  {
    "t": "01YYRV7S9Z",
    "n": "Limit at infinity",
    "k": "concept",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/limit-at-infinity/"
  },
  {
    "t": "01ZQQDCERP",
    "n": "Open set",
    "k": "definition",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/open-set-definition/"
  },
  {
    "t": "01ZTQBK64Q",
    "n": "Adding a multiple of one row to another preserves the determinant",
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/adding-a-multiple-of-one-row-to-another-preserves-the-determinant/"
  },
  {
    "t": "01ZWX875AT",
    "n": "Law of the unconscious statistician",
    "a": [
      "lotus",
      "change-of-variables-formula-for-expectation"
    ],
    "k": "statement",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/law-of-the-unconscious-statistician/"
  },
  {
    "t": "0201Q4P2B5",
    "n": "Carathéodory's theorem",
    "k": "statement",
    "m": [
      "52A35"
    ],
    "u": "/math2/wiki/caratheodorys-theorem/"
  },
  {
    "t": "020422MDQF",
    "n": "Euler's theorem on Eulerian circuits",
    "k": "statement",
    "m": [
      "05C45"
    ],
    "u": "/math2/wiki/eulers-theorem-on-eulerian-circuits/"
  },
  {
    "t": "020K0X7HVR",
    "n": "Existence of prime factorization",
    "k": "statement",
    "m": [
      "11A51"
    ],
    "u": "/math2/wiki/existence-of-prime-factorization/"
  },
  {
    "t": "020M04FN1H",
    "n": "Matrix exponential",
    "k": "concept",
    "m": [
      "15A16"
    ],
    "u": "/math2/wiki/matrix-exponential/"
  },
  {
    "t": "020Q06TYYH",
    "n": "Totally bounded set",
    "a": [
      "totally-bounded-space",
      "precompact-set"
    ],
    "k": "concept",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/totally-bounded-set/"
  },
  {
    "t": "020Z5SEN27",
    "n": "Free group",
    "k": "definition",
    "m": [
      "20E05"
    ],
    "u": "/math2/wiki/free-group-definition/"
  },
  {
    "t": "021WEM680W",
    "n": "Definite integral",
    "k": "definition",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/definite-integral-definition/"
  },
  {
    "t": "021XJAQVDC",
    "n": "Darboux and Riemann integrals agree",
    "k": "statement",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/darboux-and-riemann-integrals-agree/"
  },
  {
    "t": "0225QPWRRE",
    "n": "Taylor series",
    "k": "definition",
    "m": [
      "41A58"
    ],
    "u": "/math2/wiki/taylor-series-definition/"
  },
  {
    "t": "022RSX714V",
    "n": "Order of cardinals",
    "a": [
      "cardinal-comparison",
      "cardinal-order"
    ],
    "k": "concept",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/order-of-cardinals/"
  },
  {
    "t": "0230ECX1Q5",
    "n": "Well-founded relation",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/well-founded-relation-definition/"
  },
  {
    "t": "023VY493K0",
    "n": "Euclidean algorithm in a Euclidean domain",
    "k": "concept",
    "m": [
      "13F07"
    ],
    "u": "/math2/wiki/euclidean-algorithm-in-a-euclidean-domain/"
  },
  {
    "t": "02486SD328",
    "n": "Left inverse",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/left-inverse-definition/"
  },
  {
    "t": "025158VEYZ",
    "n": "Reflection",
    "k": "definition",
    "m": [
      "15A04",
      "51F15"
    ],
    "u": "/math2/wiki/reflection-definition/"
  },
  {
    "t": "025PKW8AMR",
    "n": "Uniqueness of solutions for Lipschitz vector fields",
    "k": "statement",
    "m": [
      "34A12"
    ],
    "u": "/math2/wiki/uniqueness-of-solutions-for-lipschitz-vector-fields/"
  },
  {
    "t": "025YZN3VJW",
    "n": "Conjunction",
    "a": [
      "logical-and"
    ],
    "k": "concept",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/conjunction/"
  },
  {
    "t": "0262JP0NV9",
    "n": "First integral",
    "a": [
      "constant-of-motion",
      "conserved-quantity"
    ],
    "k": "concept",
    "m": [
      "34C14"
    ],
    "u": "/math2/wiki/first-integral/"
  },
  {
    "t": "026BJBQNGJ",
    "n": "A function with nonnegative derivative is increasing",
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/a-function-with-nonnegative-derivative-is-increasing/"
  },
  {
    "t": "026FDZFRXS",
    "n": "Uniformly continuous functions map Cauchy sequences to Cauchy sequences",
    "k": "statement",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/uniformly-continuous-functions-map-cauchy-sequences-to-cauchy-sequences/"
  },
  {
    "t": "026HPGYGS4",
    "n": "Parallelogram law",
    "k": "statement",
    "m": [
      "46C05"
    ],
    "u": "/math2/wiki/parallelogram-law/"
  },
  {
    "t": "026J1MG2NW",
    "n": "Flux through a surface",
    "a": [
      "flux-integral"
    ],
    "k": "concept",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/flux-through-a-surface/"
  },
  {
    "t": "027JF1FBB0",
    "n": "Density of the normal distribution",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/density-of-the-normal-distribution-definition/"
  },
  {
    "t": "027K9RMZ43",
    "n": "Derivative function",
    "k": "definition",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/derivative-function-definition/"
  },
  {
    "t": "027KDW2K72",
    "n": "Similar matrices",
    "k": "definition",
    "m": [
      "15A21"
    ],
    "u": "/math2/wiki/similar-matrices-definition/"
  },
  {
    "t": "027MBSVPY3",
    "n": "Reflection in a line or plane",
    "a": [
      "reflection",
      "mirror-isometry"
    ],
    "k": "definition",
    "m": [
      "51F15"
    ],
    "u": "/math2/wiki/reflection-in-a-line-or-plane/"
  },
  {
    "t": "027ZQS04SJ",
    "n": "Quotients of solvable groups are solvable",
    "k": "statement",
    "m": [
      "20F16"
    ],
    "u": "/math2/wiki/quotients-of-solvable-groups-are-solvable/"
  },
  {
    "t": "02879QH7BY",
    "n": "Associate elements",
    "a": [
      "associated-elements"
    ],
    "k": "concept",
    "m": [
      "13A05"
    ],
    "u": "/math2/wiki/associate-elements/"
  },
  {
    "t": "028XEQCE88",
    "n": "Angle addition formulas",
    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/angle-addition-formulas/"
  },
  {
    "t": "028Z8WC5Y9",
    "n": "Exponential distribution",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/exponential-distribution-definition/"
  },
  {
    "t": "02903SSA48",
    "n": "Flow of a vector field",
    "k": "definition",
    "m": [
      "37C10"
    ],
    "u": "/math2/wiki/flow-of-a-vector-field-definition/"
  },
  {
    "t": "0292EPPPT0",
    "n": "Euclid's theorem",
    "a": [
      "infinitude-of-primes"
    ],
    "k": "statement",
    "m": [
      "11A41"
    ],
    "u": "/math2/wiki/euclids-theorem/"
  },
  {
    "t": "0299VCW1TH",
    "n": "Vector field",
    "a": [
      "vector-field-on-rn"
    ],
    "k": "concept",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/vector-field/"
  },
  {
    "t": "029JBBF693",
    "n": "Negation",
    "k": "concept",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/negation/"
  },
  {
    "t": "029JQEK15B",
    "n": "Planar graph",
    "k": "definition",
    "m": [
      "05C10"
    ],
    "u": "/math2/wiki/planar-graph-definition/"
  },
  {
    "t": "02A8EMC83C",
    "n": "Binary tree",
    "k": "definition",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/binary-tree-definition/"
  },
  {
    "t": "02AC7JR6G6",
    "n": "Holomorphic functions on a disc have primitives",
    "a": [
      "existence-of-primitives-on-a-disc"
    ],
    "k": "statement",
    "m": [
      "30E20"
    ],
    "u": "/math2/wiki/holomorphic-functions-on-a-disc-have-primitives/"
  },
  {
    "t": "02AS45T3H9",
    "n": "Convex set",
    "k": "concept",
    "m": [
      "52A20"
    ],
    "u": "/math2/wiki/convex-set/"
  },
  {
    "t": "02B1T50JD1",
    "n": "Infinite cyclic group",
    "k": "example",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/infinite-cyclic-group/"
  },
  {
    "t": "02BH3MCBQB",
    "n": "Open set",
    "k": "concept",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/open-set/"
  },
  {
    "t": "02BPKD7TMD",
    "n": "Eisenstein's criterion",
    "k": "statement",
    "m": [
      "12E05"
    ],
    "u": "/math2/wiki/eisensteins-criterion/"
  },
  {
    "t": "02CBHV4ZZQ",
    "n": "Covariance matrix",
    "k": "definition",
    "m": [
      "62H05"
    ],
    "u": "/math2/wiki/covariance-matrix-definition/"
  },
  {
    "t": "02CDYWSWSY",
    "n": "Edge colouring",
    "k": "definition",
    "m": [
      "05C15"
    ],
    "u": "/math2/wiki/edge-colouring-definition/"
  },
  {
    "t": "02CK6QMXYD",
    "n": "Cardinality of a finite set",
    "k": "concept",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/cardinality-of-a-finite-set/"
  },
  {
    "t": "02CYB184RC",
    "n": "Mean value inequality",
    "k": "statement",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/mean-value-inequality/"
  },
  {
    "t": "02DKV69ZH0",
    "n": "Sign of a permutation",
    "a": [
      "signature-of-a-permutation"
    ],
    "k": "concept",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/sign-of-a-permutation/"
  },
  {
    "t": "02DTRYKGE8",
    "n": "Transposition",
    "a": [
      "two-cycle"
    ],
    "k": "definition",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/transposition-definition/"
  },
  {
    "t": "02E1T12PP4",
    "n": "Free module",
    "k": "definition",
    "m": [
      "16D40",
      "13C10"
    ],
    "u": "/math2/wiki/free-module-definition/"
  },
  {
    "t": "02E9VT1RVQ",
    "n": "Power of a point",
    "k": "concept",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/power-of-a-point/"
  },
  {
    "t": "02EEX96DFS",
    "n": "Open balls form a basis of the metric topology",
    "k": "statement",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/open-balls-form-a-basis-of-the-metric-topology/"
  },
  {
    "t": "02EKEPPJ3R",
    "n": "Prime factorization",
    "k": "concept",
    "m": [
      "11A51"
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    "u": "/math2/wiki/prime-factorization/"
  },
  {
    "t": "02FDWY55AS",
    "n": "Rank of a product of matrices",
    "k": "statement",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/rank-of-a-product-of-matrices/"
  },
  {
    "t": "02GK6HZYBT",
    "n": "Transitive action",
    "k": "concept",
    "m": [
      "20B05"
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    "u": "/math2/wiki/transitive-action/"
  },
  {
    "t": "02HB5F40VR",
    "n": "Newton's law of cooling",
    "k": "example",
    "m": [
      "80A19"
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    "u": "/math2/wiki/newtons-law-of-cooling/"
  },
  {
    "t": "02HHNPC8ED",
    "n": "Casorati–Weierstrass theorem",
    "a": [
      "sokhotski-theorem",
      "casorati-weierstrass-sokhotski-theorem"
    ],
    "k": "statement",
    "m": [
      "30D30"
    ],
    "u": "/math2/wiki/casorati-weierstrass-theorem/"
  },
  {
    "t": "02HJYT53F7",
    "n": "Existence of maximal ideals",
    "a": [
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    "k": "statement",
    "m": [
      "13A15"
    ],
    "u": "/math2/wiki/existence-of-maximal-ideals/"
  },
  {
    "t": "02HPP5VCZH",
    "n": "Isometry",
    "a": [
      "distance-preserving-map"
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    "k": "concept",
    "m": [
      "54E40"
    ],
    "u": "/math2/wiki/isometry/"
  },
  {
    "t": "02HR4C0B04",
    "n": "Nullcline",
    "k": "concept",
    "m": [
      "34C05"
    ],
    "u": "/math2/wiki/nullcline/"
  },
  {
    "t": "02HTDK1FBD",
    "n": "Inverse trigonometric functions",
    "k": "definition",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/inverse-trigonometric-functions-definition/"
  },
  {
    "t": "02HZ1BK3MW",
    "n": "Chebyshev's inequality",
    "a": [
      "bienayme-chebyshev-inequality"
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    "k": "statement",
    "m": [
      "60E15"
    ],
    "u": "/math2/wiki/chebyshevs-inequality/"
  },
  {
    "t": "02J4G4J4TJ",
    "n": "Isometries are injective",
    "k": "statement",
    "m": [
      "54E40"
    ],
    "u": "/math2/wiki/isometries-are-injective/"
  },
  {
    "t": "02JBEMG8R4",
    "n": "Monotone sequence",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/monotone-sequence/"
  },
  {
    "t": "02JGYG0T7M",
    "n": "Characteristic function of a sum of independent random variables",
    "k": "statement",
    "m": [
      "60E10"
    ],
    "u": "/math2/wiki/characteristic-function-of-a-sum-of-independent-random-variables/"
  },
  {
    "t": "02KTRHQMHN",
    "n": "Power series of sine",
    "k": "statement",
    "m": [
      "33B10",
      "30B10"
    ],
    "u": "/math2/wiki/power-series-of-sine/"
  },
  {
    "t": "02KYGSCTCN",
    "n": "Stationary distribution",
    "k": "definition",
    "m": [
      "60J10"
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    "u": "/math2/wiki/stationary-distribution-definition/"
  },
  {
    "t": "02M2K4QH9P",
    "n": "Fermat pseudoprime",
    "k": "definition",
    "m": [
      "11A51"
    ],
    "u": "/math2/wiki/fermat-pseudoprime-definition/"
  },
  {
    "t": "02MAKWDKGT",
    "n": "Polynomial evaluation",
    "k": "concept",
    "m": [
      "13F20"
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    "u": "/math2/wiki/polynomial-evaluation/"
  },
  {
    "t": "02MY6WZXEQ",
    "n": "Discrete uniform distribution",
    "k": "concept",
    "m": [
      "60E05"
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    "u": "/math2/wiki/discrete-uniform-distribution/"
  },
  {
    "t": "02NBKVQFRQ",
    "n": "Intermediate field",
    "k": "definition",
    "m": [
      "12F05"
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    "u": "/math2/wiki/intermediate-field-definition/"
  },
  {
    "t": "02NSMQVQWK",
    "n": "Divergence",
    "k": "definition",
    "m": [
      "26B12"
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    "u": "/math2/wiki/divergence-definition/"
  },
  {
    "t": "02NZZ1J0FH",
    "n": "Splitting field",
    "k": "definition",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/splitting-field-definition/"
  },
  {
    "t": "02P2PYH3X3",
    "n": "The complex exponential is 2πi-periodic",
    "a": [
      "periodicity-of-the-exponential"
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    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/the-complex-exponential-is-2-i-periodic/"
  },
  {
    "t": "02PETK9PQ4",
    "n": "Sum of the roots of unity",
    "k": "statement",
    "m": [
      "11R18"
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    "u": "/math2/wiki/sum-of-the-roots-of-unity/"
  },
  {
    "t": "02QGGD5G87",
    "n": "Complex logarithm",
    "a": [
      "logarithm-of-a-complex-number"
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    "k": "concept",
    "m": [
      "33B10"
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    "u": "/math2/wiki/complex-logarithm/"
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  {
    "t": "02QJVFCNYD",
    "n": "Line integral of a scalar field",
    "a": [
      "scalar-line-integral",
      "integral-with-respect-to-arc-length"
    ],
    "k": "concept",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/line-integral-of-a-scalar-field/"
  },
  {
    "t": "02RRHJ7R98",
    "n": "Multiplicative order",
    "k": "concept",
    "m": [
      "11A07"
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    "u": "/math2/wiki/multiplicative-order/"
  },
  {
    "t": "02RSXVM1ZN",
    "n": "Higher partial derivatives",
    "k": "definition",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/higher-partial-derivatives-definition/"
  },
  {
    "t": "02SJG1HC32",
    "n": "Algebraically closed field",
    "k": "definition",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/algebraically-closed-field-definition/"
  },
  {
    "t": "02SMVGC690",
    "n": "Topological property",
    "a": [
      "topological-invariant"
    ],
    "k": "concept",
    "m": [
      "54A05"
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    "u": "/math2/wiki/topological-property/"
  },
  {
    "t": "02SRXDAM3X",
    "n": "Reduction of order",
    "k": "concept",
    "m": [
      "34A30"
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    "u": "/math2/wiki/reduction-of-order/"
  },
  {
    "t": "02STTYFBVY",
    "n": "Polar form of a quadratic form",
    "k": "definition",
    "m": [
      "15A63",
      "11E04"
    ],
    "u": "/math2/wiki/polar-form-of-a-quadratic-form-definition/"
  },
  {
    "t": "02SYZAWM2K",
    "n": "Cauchy mean value theorem",
    "a": [
      "extended-mean-value-theorem"
    ],
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/cauchy-mean-value-theorem/"
  },
  {
    "t": "02TZDKG50Q",
    "n": "Closure is closed",
    "k": "statement",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/closure-is-closed/"
  },
  {
    "t": "02V2GYAC8P",
    "n": "Decreasing sequence bounded below converges",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/decreasing-sequence-bounded-below-converges/"
  },
  {
    "t": "02WF878BH1",
    "n": "Greatest common divisor",
    "a": [
      "gcd",
      "greatest-common-factor",
      "highest-common-factor"
    ],
    "k": "definition",
    "m": [
      "11A05"
    ],
    "u": "/math2/wiki/greatest-common-divisor-definition/"
  },
  {
    "t": "02WHMEG5ZR",
    "n": "Riemann mapping theorem",
    "a": [
      "riemann-mapping"
    ],
    "k": "statement",
    "m": [
      "30C35"
    ],
    "u": "/math2/wiki/riemann-mapping-theorem/"
  },
  {
    "t": "02WZB422CE",
    "n": "External direct sum",
    "k": "definition",
    "m": [
      "15A03",
      "16D10"
    ],
    "u": "/math2/wiki/external-direct-sum-definition/"
  },
  {
    "t": "02XPXR1FBK",
    "n": "Bernoulli process",
    "k": "definition",
    "m": [
      "60G50"
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    "u": "/math2/wiki/bernoulli-process-definition/"
  },
  {
    "t": "02YFME3RGW",
    "n": "Kernel of a linear map",
    "k": "definition",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/kernel-of-a-linear-map-definition/"
  },
  {
    "t": "02YRQXZDCS",
    "n": "Conditional convergence",
    "a": [
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    ],
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/conditional-convergence-definition/"
  },
  {
    "t": "02YSJPQYQH",
    "n": "Branch of the logarithm",
    "a": [
      "branch-of-log",
      "logarithm-branch"
    ],
    "k": "concept",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/branch-of-the-logarithm/"
  },
  {
    "t": "02YYV36BFM",
    "n": "Centraliser",
    "a": [
      "centralizer"
    ],
    "k": "concept",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/centraliser/"
  },
  {
    "t": "02Z5B2HA3F",
    "n": "One-form",
    "a": [
      "differential-one-form"
    ],
    "k": "concept",
    "m": [
      "58A10"
    ],
    "u": "/math2/wiki/one-form/"
  },
  {
    "t": "02ZE6JHJ7G",
    "n": "Real and imaginary parts",
    "k": "definition",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/real-and-imaginary-parts-definition/"
  },
  {
    "t": "030A3FHN14",
    "n": "K5 and K3,3 are not planar",
    "k": "statement",
    "m": [
      "05C10"
    ],
    "u": "/math2/wiki/k5-and-k3-3-are-not-planar/"
  },
  {
    "t": "030TZ0DQWT",
    "n": "Ideal generated by a subset",
    "k": "definition",
    "m": [
      "13A15"
    ],
    "u": "/math2/wiki/ideal-generated-by-a-subset-definition/"
  },
  {
    "t": "030VFEREKG",
    "n": "Partial fraction decomposition",
    "k": "concept",
    "m": [
      "26C15"
    ],
    "u": "/math2/wiki/partial-fraction-decomposition/"
  },
  {
    "t": "0310REJJY8",
    "n": "Commutative ring",
    "k": "concept",
    "m": [
      "13A99"
    ],
    "u": "/math2/wiki/commutative-ring/"
  },
  {
    "t": "0316AYH1SC",
    "n": "Total order",
    "k": "definition",
    "m": [
      "06A05"
    ],
    "u": "/math2/wiki/total-order-definition/"
  },
  {
    "t": "031BG625Y3",
    "n": "The real part of a holomorphic function is harmonic",
    "k": "statement",
    "m": [
      "31A05"
    ],
    "u": "/math2/wiki/the-real-part-of-a-holomorphic-function-is-harmonic/"
  },
  {
    "t": "031JV5S54D",
    "n": "A tangent is perpendicular to the radius",
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/a-tangent-is-perpendicular-to-the-radius/"
  },
  {
    "t": "031M8HX7DA",
    "n": "Order of a cyclic subgroup equals the order of its generator",
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/order-of-a-cyclic-subgroup-equals-the-order-of-its-generator/"
  },
  {
    "t": "031TPJVS74",
    "n": "Event",
    "a": [
      "random-event"
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    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/event/"
  },
  {
    "t": "0325SGSJAR",
    "n": "Polyhedron",
    "k": "concept",
    "m": [
      "52B10"
    ],
    "u": "/math2/wiki/polyhedron/"
  },
  {
    "t": "032HKYS329",
    "n": "Residue theorem",
    "a": [
      "cauchys-residue-theorem"
    ],
    "k": "statement",
    "m": [
      "30E20"
    ],
    "u": "/math2/wiki/residue-theorem/"
  },
  {
    "t": "032Q9FB8MT",
    "n": "Matrix multiplication",
    "k": "concept",
    "m": [
      "15A99"
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    "u": "/math2/wiki/matrix-multiplication/"
  },
  {
    "t": "0337CYB0VD",
    "n": "Order on the reals",
    "k": "definition",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/order-on-the-reals-definition/"
  },
  {
    "t": "033DA1WE8Y",
    "n": "Projection",
    "a": [
      "idempotent-operator"
    ],
    "k": "concept",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/projection/"
  },
  {
    "t": "033H8MQRC3",
    "n": "Nine-point circle",
    "a": [
      "feuerbach-circle",
      "euler-circle"
    ],
    "k": "concept",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/nine-point-circle/"
  },
  {
    "t": "033KTKKRV6",
    "n": "Factorial formula for binomial coefficients",
    "k": "statement",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/factorial-formula-for-binomial-coefficients/"
  },
  {
    "t": "033RZ32T4Q",
    "n": "Limit inferior",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/limit-inferior/"
  },
  {
    "t": "033TJBZDG0",
    "n": "Markov chain",
    "k": "definition",
    "m": [
      "60J10"
    ],
    "u": "/math2/wiki/markov-chain-definition/"
  },
  {
    "t": "033WGN00BF",
    "n": "Formal power series",
    "k": "concept",
    "m": [
      "13F25"
    ],
    "u": "/math2/wiki/formal-power-series/"
  },
  {
    "t": "034FGCEYX4",
    "n": "Formula for the modulus",
    "k": "statement",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/formula-for-the-modulus/"
  },
  {
    "t": "035V802J58",
    "n": "Tangent plane to a graph",
    "a": [
      "tangent-plane"
    ],
    "k": "concept",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/tangent-plane-to-a-graph/"
  },
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    "t": "0363JMQ42Y",
    "n": "Triangularisation",
    "k": "statement",
    "m": [
      "15A20",
      "15A21"
    ],
    "u": "/math2/wiki/triangularisation/"
  },
  {
    "t": "036696EMG2",
    "n": "Hyperbolic cosine",
    "k": "concept",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/hyperbolic-cosine/"
  },
  {
    "t": "036756NFD6",
    "n": "Statistic",
    "k": "definition",
    "m": [
      "62A01"
    ],
    "u": "/math2/wiki/statistic-definition/"
  },
  {
    "t": "037ACYXB5Z",
    "n": "Gauss's lemma on quadratic residues",
    "a": [
      "gauss-lemma"
    ],
    "k": "statement",
    "m": [
      "11A15"
    ],
    "u": "/math2/wiki/gausss-lemma-on-quadratic-residues/"
  },
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    "t": "037F589D1D",
    "n": "Dirichlet convolution",
    "k": "concept",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/dirichlet-convolution/"
  },
  {
    "t": "037FD5NBRT",
    "n": "Leibniz formula for pi",
    "a": [
      "madhava-leibniz-series"
    ],
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/leibniz-formula-for-pi/"
  },
  {
    "t": "037ZNY7NAG",
    "n": "System of linear differential equations",
    "k": "concept",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/system-of-linear-differential-equations/"
  },
  {
    "t": "0381S8Z5P0",
    "n": "Arzelà–Ascoli theorem",
    "a": [
      "ascoli-theorem"
    ],
    "k": "statement",
    "m": [
      "54C35"
    ],
    "u": "/math2/wiki/arzela-ascoli-theorem/"
  },
  {
    "t": "0386Y0Z7Y7",
    "n": "Bernoulli distribution",
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/bernoulli-distribution/"
  },
  {
    "t": "038YGY0HSC",
    "n": "Chromatic polynomial",
    "k": "definition",
    "m": [
      "05C31",
      "05C15"
    ],
    "u": "/math2/wiki/chromatic-polynomial-definition/"
  },
  {
    "t": "0396VGFA78",
    "n": "Freshman's dream",
    "k": "statement",
    "m": [
      "13A35"
    ],
    "u": "/math2/wiki/freshmans-dream/"
  },
  {
    "t": "0399QFDFS8",
    "n": "Parametric equation of a line",
    "a": [
      "vector-equation-of-a-line"
    ],
    "k": "concept",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/parametric-equation-of-a-line/"
  },
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    "t": "039HF58KQ5",
    "n": "Characteristic polynomial",
    "k": "definition",
    "m": [
      "15A15",
      "15A18"
    ],
    "u": "/math2/wiki/characteristic-polynomial-definition/"
  },
  {
    "t": "039JAF7ZAN",
    "n": "Integral of exp(-x) over the half line",
    "k": "example",
    "m": [
      "40A10"
    ],
    "u": "/math2/wiki/integral-of-exp-x-over-the-half-line/"
  },
  {
    "t": "03AHF0XRVG",
    "n": "Independence of two events",
    "a": [
      "independent-events",
      "statistical-independence"
    ],
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/independence-of-two-events/"
  },
  {
    "t": "03AJHX431A",
    "n": "Taylor's theorem with the Peano remainder",
    "k": "statement",
    "m": [
      "41A58"
    ],
    "u": "/math2/wiki/taylors-theorem-with-the-peano-remainder/"
  },
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    "t": "03AJKXH1AV",
    "n": "Column space",
    "a": [
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    ],
    "k": "concept",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/column-space/"
  },
  {
    "t": "03AN1V4ZFJ",
    "n": "Norm on the Gaussian integers",
    "k": "definition",
    "m": [
      "11R11"
    ],
    "u": "/math2/wiki/norm-on-the-gaussian-integers-definition/"
  },
  {
    "t": "03AN9X29R7",
    "n": "Absorbing Markov chain",
    "k": "concept",
    "m": [
      "60J10"
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    "u": "/math2/wiki/absorbing-markov-chain/"
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  {
    "t": "03BAREW1Z5",
    "n": "Generalized Euclid's lemma",
    "k": "statement",
    "m": [
      "11A05"
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    "u": "/math2/wiki/generalized-euclids-lemma/"
  },
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    "t": "03BR7SAX0Q",
    "n": "Modulo operation",
    "k": "concept",
    "m": [
      "11A07"
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    "u": "/math2/wiki/modulo-operation/"
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  {
    "t": "03BY5XTNA4",
    "n": "Law of total variance",
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    "m": [
      "60A10"
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    "u": "/math2/wiki/law-of-total-variance/"
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    "t": "03CPD1HGF3",
    "n": "Multivalued function",
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    "m": [
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    "u": "/math2/wiki/multivalued-function/"
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  {
    "t": "03DEH43F4H",
    "n": "Left coset",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/left-coset/"
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  {
    "t": "03EESZDB9A",
    "n": "Variance of the normal distribution",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/variance-of-the-normal-distribution/"
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    "t": "03F5KP94K0",
    "n": "Determinant of a linear map",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/determinant-of-a-linear-map-definition/"
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  {
    "t": "03F7N3915D",
    "n": "Cauchy–Euler equation",
    "k": "concept",
    "m": [
      "34A30"
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    "u": "/math2/wiki/cauchy-euler-equation/"
  },
  {
    "t": "03FHD14RKC",
    "n": "Range of a function",
    "a": [
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    "k": "concept",
    "m": [
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    "u": "/math2/wiki/range-of-a-function/"
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  {
    "t": "03FKX7Z5DC",
    "n": "Irreducible polynomial",
    "k": "concept",
    "m": [
      "12E05"
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    "u": "/math2/wiki/irreducible-polynomial/"
  },
  {
    "t": "03FTB26QYD",
    "n": "Vector triple product",
    "a": [
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    "k": "statement",
    "m": [
      "15A72"
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    "u": "/math2/wiki/vector-triple-product/"
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  {
    "t": "03GGQEAG9S",
    "n": "Chain rule for Jacobian matrices",
    "k": "statement",
    "m": [
      "26B10"
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    "u": "/math2/wiki/chain-rule-for-jacobian-matrices/"
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  {
    "t": "03GP7KMBYM",
    "n": "Absolutely convergent improper integral",
    "k": "definition",
    "m": [
      "40A10"
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    "u": "/math2/wiki/absolutely-convergent-improper-integral-definition/"
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    "t": "03GSZ8RTZJ",
    "n": "Dimension",
    "k": "concept",
    "m": [
      "15A03"
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    "u": "/math2/wiki/dimension/"
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  {
    "t": "03H7WZ4T3K",
    "n": "Pythagorean trigonometric identity",
    "k": "statement",
    "m": [
      "33B10"
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    "u": "/math2/wiki/pythagorean-trigonometric-identity/"
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  {
    "t": "03HDF50VN4",
    "n": "P-adic valuation",
    "k": "concept",
    "m": [
      "11A51"
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    "u": "/math2/wiki/p-adic-valuation/"
  },
  {
    "t": "03HF498P1J",
    "n": "Antichain",
    "k": "concept",
    "m": [
      "06A07"
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    "u": "/math2/wiki/antichain/"
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  {
    "t": "03HF5PMY5T",
    "n": "Triangle inequality",
    "k": "statement",
    "m": [
      "26A03"
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    "u": "/math2/wiki/triangle-inequality/"
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  {
    "t": "03HGK7EW6R",
    "n": "Mean value theorem in several variables",
    "k": "statement",
    "m": [
      "26B05"
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    "u": "/math2/wiki/mean-value-theorem-in-several-variables/"
  },
  {
    "t": "03HMJASQBQ",
    "n": "Regular space",
    "a": [
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    "k": "concept",
    "m": [
      "54D15"
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    "u": "/math2/wiki/regular-space/"
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  {
    "t": "03J4NZFYRX",
    "n": "Perpendicular bisector",
    "k": "definition",
    "m": [
      "51M04"
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    "u": "/math2/wiki/perpendicular-bisector-definition/"
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  {
    "t": "03J5RAKB30",
    "n": "Normed vector space",
    "k": "concept",
    "m": [
      "46B20"
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    "u": "/math2/wiki/normed-vector-space/"
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  {
    "t": "03J8BS7FMV",
    "n": "Separable polynomial",
    "k": "definition",
    "m": [
      "12F10"
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    "u": "/math2/wiki/separable-polynomial-definition/"
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  {
    "t": "03KGGKTB2E",
    "n": "Wilson's theorem",
    "k": "statement",
    "m": [
      "11A07"
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    "u": "/math2/wiki/wilsons-theorem/"
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  {
    "t": "03MC70ZRNR",
    "n": "Equivalence of norms in finite dimension",
    "k": "statement",
    "m": [
      "46B20"
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    "u": "/math2/wiki/equivalence-of-norms-in-finite-dimension/"
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  {
    "t": "03MTBVG3VE",
    "n": "de Moivre's formula",
    "k": "statement",
    "m": [
      "33B10"
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    "u": "/math2/wiki/de-moivres-formula/"
  },
  {
    "t": "03N8C8ZR4B",
    "n": "Type I and type II errors",
    "a": [
      "type-i-error",
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      "false-positive",
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    "k": "concept",
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      "62F03"
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    "u": "/math2/wiki/type-i-and-type-ii-errors/"
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  {
    "t": "03NAMV1DHJ",
    "n": "Path",
    "k": "concept",
    "m": [
      "05C38"
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    "u": "/math2/wiki/path/"
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  {
    "t": "03NDVCSHSB",
    "n": "Minimal polynomial",
    "k": "concept",
    "m": [
      "15A18"
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    "u": "/math2/wiki/minimal-polynomial/"
  },
  {
    "t": "03NK6RSRQ1",
    "n": "Vectors are perpendicular if and only if their dot product is zero",
    "k": "statement",
    "m": [
      "51N20"
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    "u": "/math2/wiki/vectors-are-perpendicular-if-and-only-if-their-dot-product-is-zero/"
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  {
    "t": "03NM7DZXXC",
    "n": "Torus",
    "k": "example",
    "m": [
      "57K20"
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    "u": "/math2/wiki/torus/"
  },
  {
    "t": "03PGHKAJG3",
    "n": "Cauchy–Schwarz inequality for expectations",
    "a": [
      "cauchy-schwarz-inequality-for-random-variables"
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    "k": "statement",
    "m": [
      "60E15"
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    "u": "/math2/wiki/cauchy-schwarz-inequality-for-expectations/"
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    "t": "03PPNCM9GG",
    "n": "Second-countable space",
    "a": [
      "second-axiom-of-countability",
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    ],
    "k": "concept",
    "m": [
      "54D70"
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    "u": "/math2/wiki/second-countable-space/"
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    "t": "03Q7RE2HXR",
    "n": "A matrix is invertible iff its determinant is a unit",
    "k": "statement",
    "m": [
      "15A15"
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    "u": "/math2/wiki/a-matrix-is-invertible-iff-its-determinant-is-a-unit/"
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  {
    "t": "03QC59M99B",
    "n": "Complement principle",
    "k": "statement",
    "m": [
      "05A05"
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    "u": "/math2/wiki/complement-principle/"
  },
  {
    "t": "03QHBVW4TT",
    "n": "Taylor's theorem",
    "k": "statement",
    "m": [
      "41A58"
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    "u": "/math2/wiki/taylors-theorem/"
  },
  {
    "t": "03RNVFDEAN",
    "n": "Skew-symmetric matrix",
    "k": "definition",
    "m": [
      "15A99"
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    "u": "/math2/wiki/skew-symmetric-matrix-definition/"
  },
  {
    "t": "03RSJXF728",
    "n": "Formula for the number of derangements",
    "k": "statement",
    "m": [
      "05A05"
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    "u": "/math2/wiki/formula-for-the-number-of-derangements/"
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  {
    "t": "03S6GWWKEZ",
    "n": "Limit of a quotient of sequences",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/limit-of-a-quotient-of-sequences/"
  },
  {
    "t": "03TM135G0N",
    "n": "Continuous linear map",
    "a": [
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    "k": "concept",
    "m": [
      "47B01"
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    "u": "/math2/wiki/continuous-linear-map/"
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  {
    "t": "03VFZ2WETT",
    "n": "Integers modulo n",
    "k": "concept",
    "m": [
      "11A07"
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    "u": "/math2/wiki/integers-modulo-n/"
  },
  {
    "t": "03VHANA6ZK",
    "n": "Indefinite integral",
    "k": "definition",
    "m": [
      "26A36"
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    "u": "/math2/wiki/indefinite-integral-definition/"
  },
  {
    "t": "03VZJE6C8C",
    "n": "Circumcircle",
    "a": [
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    ],
    "k": "concept",
    "m": [
      "51M04"
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    "u": "/math2/wiki/circumcircle/"
  },
  {
    "t": "03W6Q1MFR5",
    "n": "Jacobian determinant",
    "k": "definition",
    "m": [
      "26B10"
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    "u": "/math2/wiki/jacobian-determinant-definition/"
  },
  {
    "t": "03WKB2H474",
    "n": "Complete graph",
    "k": "example",
    "m": [
      "05C99"
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    "u": "/math2/wiki/complete-graph/"
  },
  {
    "t": "03WY4HHMT1",
    "n": "Number of derangements",
    "k": "definition",
    "m": [
      "05A05"
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    "u": "/math2/wiki/number-of-derangements-definition/"
  },
  {
    "t": "03X8V7D64M",
    "n": "Sum of a finite geometric progression",
    "a": [
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    ],
    "k": "statement",
    "m": [
      "05A19"
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    "u": "/math2/wiki/sum-of-a-finite-geometric-progression/"
  },
  {
    "t": "03XVP8Q4GY",
    "n": "Multiplicity of a root",
    "k": "definition",
    "m": [
      "13F20"
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    "u": "/math2/wiki/multiplicity-of-a-root-definition/"
  },
  {
    "t": "03Y6AQ2S0J",
    "n": "Sample mean",
    "a": [
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      "sample-average"
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    "k": "concept",
    "m": [
      "62F10"
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    "u": "/math2/wiki/sample-mean/"
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  {
    "t": "03YEM7JEDN",
    "n": "Open mapping theorem",
    "a": [
      "open-mapping-theorem-complex-analysis"
    ],
    "k": "statement",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/open-mapping-theorem/"
  },
  {
    "t": "03YN70NK0Z",
    "n": "Oriented angle",
    "a": [
      "signed-angle",
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    ],
    "k": "concept",
    "m": [
      "51M05"
    ],
    "u": "/math2/wiki/oriented-angle/"
  },
  {
    "t": "03Z4JC4YRJ",
    "n": "The Dirichlet function is not Riemann integrable",
    "k": "counterexample",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/the-dirichlet-function-is-not-riemann-integrable/"
  },
  {
    "t": "03Z9V0Y78A",
    "n": "C^1 vector fields satisfy the Picard–Lindelöf hypotheses",
    "k": "statement",
    "m": [
      "34A12"
    ],
    "u": "/math2/wiki/c-1-vector-fields-satisfy-the-picard-lindelof-hypotheses/"
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  {
    "t": "0404D8TN7Y",
    "n": "Binet's formula",
    "k": "statement",
    "m": [
      "11B39"
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    "u": "/math2/wiki/binets-formula/"
  },
  {
    "t": "0404R9P9J3",
    "n": "Integer partition",
    "k": "definition",
    "m": [
      "05A17"
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    "u": "/math2/wiki/integer-partition-definition/"
  },
  {
    "t": "040CFNJEAP",
    "n": "Lebesgue number lemma",
    "a": [
      "lebesgues-number-lemma"
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    "k": "statement",
    "m": [
      "54E45"
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    "u": "/math2/wiki/lebesgue-number-lemma/"
  },
  {
    "t": "040WY0TT2G",
    "n": "Lattice path",
    "k": "concept",
    "m": [
      "05A15"
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    "u": "/math2/wiki/lattice-path/"
  },
  {
    "t": "0419794R0T",
    "n": "Entire function",
    "k": "definition",
    "m": [
      "30D20"
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    "u": "/math2/wiki/entire-function-definition/"
  },
  {
    "t": "0419GJC84P",
    "n": "Nilpotent matrix",
    "k": "definition",
    "m": [
      "15A99"
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    "u": "/math2/wiki/nilpotent-matrix-definition/"
  },
  {
    "t": "041JTZCK9Q",
    "n": "Direct sum of subspaces",
    "k": "definition",
    "m": [
      "15A03"
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    "u": "/math2/wiki/direct-sum-of-subspaces-definition/"
  },
  {
    "t": "0423TXR9AN",
    "n": "Subgroups of a finite cyclic group correspond to divisors of its order",
    "a": [
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    ],
    "k": "statement",
    "m": [
      "20K01"
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    "u": "/math2/wiki/subgroups-of-a-finite-cyclic-group-correspond-to-divisors-of-its-order/"
  },
  {
    "t": "042JWAR3Q0",
    "n": "Rational canonical form",
    "a": [
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    "k": "statement",
    "m": [
      "15A21"
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    "u": "/math2/wiki/rational-canonical-form/"
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  {
    "t": "0430ETCMKD",
    "n": "Continuous bijection from a compact space to a Hausdorff space is a homeomorphism",
    "k": "statement",
    "m": [
      "54D30"
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    "u": "/math2/wiki/continuous-bijection-from-a-compact-space-to-a-hausdorff-space-is-a-homeomorphism/"
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  {
    "t": "0431RN0R1N",
    "n": "Uniform limits of holomorphic functions are holomorphic",
    "a": [
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    "k": "statement",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/uniform-limits-of-holomorphic-functions-are-holomorphic/"
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  {
    "t": "043B3ENSTY",
    "n": "Fermat's theorem on sums of two squares",
    "a": [
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    "k": "statement",
    "m": [
      "11E25"
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    "u": "/math2/wiki/fermats-theorem-on-sums-of-two-squares/"
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  {
    "t": "043SJ5RF59",
    "n": "Maclaurin series",
    "k": "definition",
    "m": [
      "41A58"
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    "u": "/math2/wiki/maclaurin-series-definition/"
  },
  {
    "t": "0443XNARDV",
    "n": "Multilinear map",
    "k": "concept",
    "m": [
      "15A69"
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    "u": "/math2/wiki/multilinear-map/"
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  {
    "t": "044D4AQV8V",
    "n": "Product metric",
    "a": [
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    "k": "definition",
    "m": [
      "54E35"
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    "u": "/math2/wiki/product-metric-definition/"
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  {
    "t": "044JNC7ZAA",
    "n": "Diagonal matrix",
    "k": "concept",
    "m": [
      "15A99"
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    "u": "/math2/wiki/diagonal-matrix/"
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  {
    "t": "045D8P03E0",
    "n": "Random variable with a density",
    "a": [
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    "k": "concept",
    "m": [
      "60E05"
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    "u": "/math2/wiki/random-variable-with-a-density/"
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    "t": "045DN06F3S",
    "n": "Circle",
    "k": "definition",
    "m": [
      "51M04"
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    "u": "/math2/wiki/circle-definition/"
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  {
    "t": "045ENVCCZV",
    "n": "The derangement numbers count derangements",
    "k": "statement",
    "m": [
      "05A05"
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    "u": "/math2/wiki/the-derangement-numbers-count-derangements/"
  },
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    "t": "045EWAXY9P",
    "n": "Disc of convergence",
    "k": "definition",
    "m": [
      "30B10"
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    "u": "/math2/wiki/disc-of-convergence-definition/"
  },
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    "t": "045YFKRW0P",
    "n": "Closed curve",
    "a": [
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    "k": "concept",
    "m": [
      "53A04"
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    "u": "/math2/wiki/closed-curve/"
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    "t": "0464Z0JP2E",
    "n": "Monotonicity of probability",
    "k": "statement",
    "m": [
      "60A05"
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    "u": "/math2/wiki/monotonicity-of-probability/"
  },
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    "t": "0469V0EN5N",
    "n": "Homogeneous linear system with constant coefficients",
    "k": "concept",
    "m": [
      "34A30"
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    "u": "/math2/wiki/homogeneous-linear-system-with-constant-coefficients/"
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    "t": "0476QH9846",
    "n": "Evaluation of real integrals by residues",
    "a": [
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    "k": "concept",
    "m": [
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    "u": "/math2/wiki/evaluation-of-real-integrals-by-residues/"
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    "n": "Variance",
    "a": [
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    ],
    "k": "concept",
    "m": [
      "60A05"
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    "u": "/math2/wiki/variance/"
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    "t": "047KEVEZ9Q",
    "n": "Every real number has a decimal expansion",
    "k": "statement",
    "m": [
      "11A63"
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    "u": "/math2/wiki/every-real-number-has-a-decimal-expansion/"
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    "t": "047NDTEPCV",
    "n": "Jacobian matrix",
    "a": [
      "jacobian",
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    ],
    "k": "concept",
    "m": [
      "26B10"
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    "u": "/math2/wiki/jacobian-matrix/"
  },
  {
    "t": "047RFCNVSK",
    "n": "Parseval's identity",
    "k": "statement",
    "m": [
      "46C05"
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    "u": "/math2/wiki/parsevals-identity/"
  },
  {
    "t": "047SX3TD69",
    "n": "Multiplicity of a root",
    "k": "concept",
    "m": [
      "13F20"
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    "u": "/math2/wiki/multiplicity-of-a-root/"
  },
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    "t": "048F2P90WR",
    "n": "Maximum modulus principle",
    "a": [
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    ],
    "k": "statement",
    "m": [
      "30C80"
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    "u": "/math2/wiki/maximum-modulus-principle/"
  },
  {
    "t": "049DCJZ448",
    "n": "Concyclic points",
    "a": [
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    ],
    "k": "concept",
    "m": [
      "51M04"
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    "u": "/math2/wiki/concyclic-points/"
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  {
    "t": "049PXYHW1T",
    "n": "Open cover",
    "k": "concept",
    "m": [
      "54D30"
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    "u": "/math2/wiki/open-cover/"
  },
  {
    "t": "04A2XEX4D4",
    "n": "Lagrange multiplier with one constraint",
    "a": [
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    "k": "statement",
    "m": [
      "90C46"
    ],
    "u": "/math2/wiki/lagrange-multiplier-with-one-constraint/"
  },
  {
    "t": "04AAKZNXHD",
    "n": "Greedy colouring",
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    "u": "/math2/wiki/greedy-colouring/"
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  {
    "t": "04AJE0M271",
    "n": "Möbius strip",
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    "u": "/math2/wiki/mobius-strip/"
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    "t": "04BD23PSK5",
    "n": "Exponential of a sum of commuting matrices",
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      "15A16"
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    "t": "04C3BAHV03",
    "n": "Complementary subspaces",
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    "m": [
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  {
    "t": "04C5ZBG1WT",
    "n": "Field",
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    "m": [
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    "u": "/math2/wiki/field/"
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  {
    "t": "04CBRA4JRK",
    "n": "log x is at most x - 1",
    "k": "statement",
    "m": [
      "33B10",
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    "u": "/math2/wiki/log-x-is-at-most-x-1/"
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    "t": "04CC6K5VDT",
    "n": "Real sequence",
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    "u": "/math2/wiki/real-sequence/"
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    "t": "04CPG9K1C4",
    "n": "Local maximum and minimum",
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    "m": [
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    "u": "/math2/wiki/local-maximum-and-minimum-definition/"
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  {
    "t": "04CPJ6AF00",
    "n": "Determinant is multiplicative",
    "k": "statement",
    "m": [
      "15A15"
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    "u": "/math2/wiki/determinant-is-multiplicative/"
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  {
    "t": "04CTY6XYWN",
    "n": "Correlation coefficient",
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    "m": [
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    "u": "/math2/wiki/correlation-coefficient-definition/"
  },
  {
    "t": "04CW1P44VD",
    "n": "Spectral theorem for normal matrices",
    "k": "statement",
    "m": [
      "15A21",
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    "u": "/math2/wiki/spectral-theorem-for-normal-matrices/"
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  {
    "t": "04CYN5G6RY",
    "n": "Variance under translation",
    "a": [
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    "k": "statement",
    "m": [
      "60A05"
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    "u": "/math2/wiki/variance-under-translation/"
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  {
    "t": "04CYQHN6MC",
    "n": "Coordinate vector",
    "k": "concept",
    "m": [
      "15A03"
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    "u": "/math2/wiki/coordinate-vector/"
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  {
    "t": "04D7CHT5V1",
    "n": "Inverse hyperbolic functions",
    "k": "definition",
    "m": [
      "33B10"
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    "u": "/math2/wiki/inverse-hyperbolic-functions-definition/"
  },
  {
    "t": "04DC0SRN2K",
    "n": "Order of a group is the index times the order of the subgroup",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/order-of-a-group-is-the-index-times-the-order-of-the-subgroup/"
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  {
    "t": "04DR5PM25N",
    "n": "Modular exponentiation",
    "a": [
      "binary-exponentiation",
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    "k": "concept",
    "m": [
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    "u": "/math2/wiki/modular-exponentiation/"
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  {
    "t": "04DXAFN2ES",
    "n": "Natural logarithm",
    "k": "concept",
    "m": [
      "33B10",
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    "u": "/math2/wiki/natural-logarithm/"
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  {
    "t": "04E4V9G5FR",
    "n": "Commutativity",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/commutativity-definition/"
  },
  {
    "t": "04EAFVFTF7",
    "n": "Circle group",
    "k": "object",
    "m": [
      "22A05"
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    "u": "/math2/wiki/circle-group/"
  },
  {
    "t": "04EHB7YDQS",
    "n": "Spectrum of a matrix",
    "k": "definition",
    "m": [
      "15A18"
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    "u": "/math2/wiki/spectrum-of-a-matrix-definition/"
  },
  {
    "t": "04ETX30HT2",
    "n": "Uniqueness of the supremum",
    "k": "statement",
    "m": [
      "06A06"
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    "u": "/math2/wiki/uniqueness-of-the-supremum/"
  },
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    "n": "Modulo operation",
    "a": [
      "mod",
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    "k": "definition",
    "m": [
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    "u": "/math2/wiki/modulo-operation-definition/"
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  {
    "t": "04GM4NYXJB",
    "n": "Mesh of a partition",
    "a": [
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    "k": "definition",
    "m": [
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    "u": "/math2/wiki/mesh-of-a-partition-definition/"
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    "t": "04GNK7K4VP",
    "n": "Divisibility in a commutative ring",
    "k": "definition",
    "m": [
      "13A05"
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    "u": "/math2/wiki/divisibility-in-a-commutative-ring-definition/"
  },
  {
    "t": "04GYPXDXNH",
    "n": "Riesz representation theorem in finite dimensions",
    "k": "statement",
    "m": [
      "46C05",
      "15A04"
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    "u": "/math2/wiki/riesz-representation-theorem-in-finite-dimensions/"
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  {
    "t": "04J4BYB0XE",
    "n": "Separation axioms",
    "a": [
      "tychonoff-separation-axioms"
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    "k": "concept",
    "m": [
      "54D10"
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    "u": "/math2/wiki/separation-axioms/"
  },
  {
    "t": "04J4Z73J5B",
    "n": "Divisor function",
    "k": "concept",
    "m": [
      "11A25"
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    "u": "/math2/wiki/divisor-function/"
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  {
    "t": "04J6G4H78J",
    "n": "Density of the irrationals",
    "k": "statement",
    "m": [
      "26A03"
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    "u": "/math2/wiki/density-of-the-irrationals/"
  },
  {
    "t": "04JAAVHDDM",
    "n": "Consistent and inconsistent systems",
    "k": "definition",
    "m": [
      "15A06"
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    "u": "/math2/wiki/consistent-and-inconsistent-systems-definition/"
  },
  {
    "t": "04JAY9DGB7",
    "n": "Dirichlet's approximation theorem",
    "k": "statement",
    "m": [
      "11J04"
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    "u": "/math2/wiki/dirichlets-approximation-theorem/"
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  {
    "t": "04JHQNNBFE",
    "n": "Hockey-stick identity",
    "k": "statement",
    "m": [
      "05A19"
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    "u": "/math2/wiki/hockey-stick-identity/"
  },
  {
    "t": "04KFTA34C5",
    "n": "Infimum",
    "k": "definition",
    "m": [
      "06A06"
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    "u": "/math2/wiki/infimum-definition/"
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  {
    "t": "04KGXJG1A2",
    "n": "Homogeneous system of linear equations",
    "k": "concept",
    "m": [
      "15A06"
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    "u": "/math2/wiki/homogeneous-system-of-linear-equations/"
  },
  {
    "t": "04MQSQ1F5Q",
    "n": "Clique number",
    "k": "concept",
    "m": [
      "05C69"
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    "u": "/math2/wiki/clique-number/"
  },
  {
    "t": "04NPWJMA6H",
    "n": "Sum of two squares theorem",
    "k": "statement",
    "m": [
      "11E25"
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    "u": "/math2/wiki/sum-of-two-squares-theorem/"
  },
  {
    "t": "04P2RJ4WPS",
    "n": "Continued fraction",
    "k": "concept",
    "m": [
      "11A55"
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    "u": "/math2/wiki/continued-fraction/"
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  {
    "t": "04P2SR252N",
    "n": "Geometric distribution",
    "k": "concept",
    "m": [
      "60E05"
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    "u": "/math2/wiki/geometric-distribution/"
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  {
    "t": "04P7B5XC22",
    "n": "Lyapunov function",
    "k": "definition",
    "m": [
      "34D20"
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    "u": "/math2/wiki/lyapunov-function-definition/"
  },
  {
    "t": "04P7D63W8P",
    "n": "Almost sure convergence",
    "k": "definition",
    "m": [
      "60F15"
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    "u": "/math2/wiki/almost-sure-convergence-definition/"
  },
  {
    "t": "04QEBF8S49",
    "n": "Index of a subgroup",
    "k": "definition",
    "m": [
      "20A05"
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    "u": "/math2/wiki/index-of-a-subgroup-definition/"
  },
  {
    "t": "04QNZZ4HHY",
    "n": "Dedekind cut",
    "k": "definition",
    "m": [
      "26A03"
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    "u": "/math2/wiki/dedekind-cut-definition/"
  },
  {
    "t": "04R3CY41VJ",
    "n": "Euler's formula",
    "k": "statement",
    "m": [
      "33B10"
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    "u": "/math2/wiki/eulers-formula/"
  },
  {
    "t": "04R9K5H562",
    "n": "Classification of discontinuities",
    "k": "concept",
    "m": [
      "26A15"
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    "u": "/math2/wiki/classification-of-discontinuities/"
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  {
    "t": "04RG02S6BA",
    "n": "Cyclic groups are abelian",
    "k": "statement",
    "m": [
      "20A05"
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    "u": "/math2/wiki/cyclic-groups-are-abelian/"
  },
  {
    "t": "04RRB6HM00",
    "n": "Law of total expectation",
    "a": [
      "tower-property",
      "law-of-iterated-expectations",
      "adam-law"
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    "k": "statement",
    "m": [
      "60A10"
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    "u": "/math2/wiki/law-of-total-expectation/"
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  {
    "t": "04RXTQA5ZA",
    "n": "Zorn's lemma",
    "a": [
      "zorn-lemma",
      "kuratowski-zorn-lemma"
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    "k": "statement",
    "m": [
      "03E25"
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    "u": "/math2/wiki/zorns-lemma/"
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  {
    "t": "04S2GMHX82",
    "n": "Parabola",
    "k": "concept",
    "m": [
      "51N20"
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    "u": "/math2/wiki/parabola/"
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  {
    "t": "04S9HX3GAP",
    "n": "Product topology on an arbitrary product",
    "a": [
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    "k": "definition",
    "m": [
      "54B10"
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    "u": "/math2/wiki/product-topology-on-an-arbitrary-product/"
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    "t": "04SD3F4FCR",
    "n": "Doubling the cube",
    "a": [
      "delian-problem",
      "duplication-of-the-cube"
    ],
    "k": "problem",
    "m": [
      "51M15"
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    "u": "/math2/wiki/doubling-the-cube/"
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  {
    "t": "04SGPNT8R9",
    "n": "Galois field",
    "k": "object",
    "m": [
      "12E20"
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    "u": "/math2/wiki/galois-field/"
  },
  {
    "t": "04SJTX9P4N",
    "n": "Chinese remainder theorem for non-coprime moduli",
    "k": "statement",
    "m": [
      "11A07"
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    "u": "/math2/wiki/chinese-remainder-theorem-for-non-coprime-moduli/"
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    "t": "04SW7WECS8",
    "n": "Solution of an ordinary differential equation",
    "k": "definition",
    "m": [
      "34A99"
    ],
    "u": "/math2/wiki/solution-of-an-ordinary-differential-equation-definition/"
  },
  {
    "t": "04T1CT7212",
    "n": "Contrapositive",
    "a": [
      "contraposition",
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    ],
    "k": "statement",
    "m": [
      "03B05"
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    "u": "/math2/wiki/contrapositive/"
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  {
    "t": "04TKTF8KDK",
    "n": "Higher derivative",
    "k": "concept",
    "m": [
      "26A24"
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    "u": "/math2/wiki/higher-derivative/"
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  {
    "t": "04TMP0XGMJ",
    "n": "Definite integral",
    "k": "concept",
    "m": [
      "26A42"
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    "u": "/math2/wiki/definite-integral/"
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  {
    "t": "04TSHB9H8D",
    "n": "Little o notation",
    "k": "definition",
    "m": [
      "41A60"
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    "u": "/math2/wiki/little-o-notation-definition/"
  },
  {
    "t": "04VA28F3HB",
    "n": "Continued fraction expansion of a real number",
    "k": "concept",
    "m": [
      "11A55"
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    "u": "/math2/wiki/continued-fraction-expansion-of-a-real-number/"
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  {
    "t": "04VCPS30ZE",
    "n": "P-adic valuation",
    "a": [
      "p-adic-order",
      "multiplicity-of-a-prime"
    ],
    "k": "definition",
    "m": [
      "11A51"
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    "u": "/math2/wiki/p-adic-valuation-definition/"
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    "t": "04VZE3FZXF",
    "n": "Random walk",
    "k": "concept",
    "m": [
      "60G50"
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    "u": "/math2/wiki/random-walk/"
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  {
    "t": "04WC36XKV6",
    "n": "Multiplicativity of the divisor function",
    "k": "statement",
    "m": [
      "11A25"
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    "u": "/math2/wiki/multiplicativity-of-the-divisor-function/"
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    "t": "04WSW8T3SY",
    "n": "Sigma-algebra",
    "k": "definition",
    "m": [
      "28A05"
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    "u": "/math2/wiki/sigma-algebra-definition/"
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  {
    "t": "04WTBQ7APQ",
    "n": "Integral of cosine",
    "k": "statement",
    "m": [
      "26A36"
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    "u": "/math2/wiki/integral-of-cosine/"
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    "t": "04X3PR72VJ",
    "n": "Determinant as signed volume",
    "k": "concept",
    "m": [
      "15A15"
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    "u": "/math2/wiki/determinant-as-signed-volume/"
  },
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    "t": "04XGKK8WQW",
    "n": "Existence of primitive roots modulo a prime",
    "k": "statement",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/existence-of-primitive-roots-modulo-a-prime/"
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  {
    "t": "04XPQT2XTC",
    "n": "Every connected graph has a spanning tree",
    "k": "statement",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/every-connected-graph-has-a-spanning-tree/"
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  {
    "t": "04XWH28452",
    "n": "Elementary row operations",
    "k": "concept",
    "m": [
      "15A06"
    ],
    "u": "/math2/wiki/elementary-row-operations/"
  },
  {
    "t": "04YG690N5V",
    "n": "Probability density function",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/probability-density-function-definition/"
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  {
    "t": "04YKAYDQPW",
    "n": "Monotone functions are Riemann integrable",
    "k": "statement",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/monotone-functions-are-riemann-integrable/"
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    "t": "04Z5G0THN6",
    "n": "Comparison test",
    "a": [
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    ],
    "k": "statement",
    "m": [
      "40A05"
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    "u": "/math2/wiki/comparison-test/"
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  {
    "t": "05006AJ7DZ",
    "n": "Tautology",
    "k": "concept",
    "m": [
      "03B05"
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    "u": "/math2/wiki/tautology/"
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  {
    "t": "05099E1NMJ",
    "n": "Cardinality of a finite set",
    "k": "definition",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/cardinality-of-a-finite-set-definition/"
  },
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    "t": "050F2FMTKF",
    "n": "Harmonic conjugate",
    "a": [
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    "k": "concept",
    "m": [
      "31A05"
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    "u": "/math2/wiki/harmonic-conjugate/"
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  {
    "t": "0515A6D2Y1",
    "n": "Symmetric group",
    "k": "concept",
    "m": [
      "20B30"
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    "u": "/math2/wiki/symmetric-group/"
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  {
    "t": "0518MM6BE1",
    "n": "The real numbers are uncountable",
    "a": [
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    ],
    "k": "statement",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/the-real-numbers-are-uncountable/"
  },
  {
    "t": "051CYS71H5",
    "n": "Classical definition of probability",
    "a": [
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      "laplace-probability"
    ],
    "k": "concept",
    "m": [
      "60A05"
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    "u": "/math2/wiki/classical-definition-of-probability/"
  },
  {
    "t": "051VYKA1EX",
    "n": "Euclid's lemma",
    "k": "statement",
    "m": [
      "11A05"
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    "u": "/math2/wiki/euclids-lemma/"
  },
  {
    "t": "0528HKWZ1Z",
    "n": "Product of a matrix and its adjugate",
    "k": "statement",
    "m": [
      "15A09",
      "15A15"
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    "u": "/math2/wiki/product-of-a-matrix-and-its-adjugate/"
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  {
    "t": "052JJ9YVNM",
    "n": "Graph homomorphism",
    "k": "concept",
    "m": [
      "05C60"
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    "u": "/math2/wiki/graph-homomorphism/"
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  {
    "t": "052M4SX57M",
    "n": "Annihilating polynomial",
    "k": "definition",
    "m": [
      "15A18"
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    "u": "/math2/wiki/annihilating-polynomial-definition/"
  },
  {
    "t": "052SDEPZH7",
    "n": "Irreducible element",
    "k": "definition",
    "m": [
      "13A05"
    ],
    "u": "/math2/wiki/irreducible-element-definition/"
  },
  {
    "t": "053E86NWVK",
    "n": "Associate elements",
    "k": "definition",
    "m": [
      "13A05"
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    "u": "/math2/wiki/associate-elements-definition/"
  },
  {
    "t": "053QVHF6N7",
    "n": "Eigenvalues are the roots of the characteristic polynomial",
    "k": "statement",
    "m": [
      "15A18"
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    "u": "/math2/wiki/eigenvalues-are-the-roots-of-the-characteristic-polynomial/"
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    "t": "054K3HNN5Z",
    "n": "Converse relation",
    "a": [
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      "transpose-relation"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/converse-relation/"
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  {
    "t": "054Q5PW5GX",
    "n": "Compact iff complete and totally bounded",
    "k": "statement",
    "m": [
      "54E45"
    ],
    "u": "/math2/wiki/compact-iff-complete-and-totally-bounded/"
  },
  {
    "t": "054SBCQ93T",
    "n": "The dihedral group of order 8",
    "k": "example",
    "m": [
      "20B25",
      "20D15"
    ],
    "u": "/math2/wiki/the-dihedral-group-of-order-8/"
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  {
    "t": "054VXHMCA3",
    "n": "Complex exponential",
    "k": "definition",
    "m": [
      "33B10"
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    "u": "/math2/wiki/complex-exponential-definition/"
  },
  {
    "t": "054YEQ0Y8M",
    "n": "Sesquilinear form",
    "k": "concept",
    "m": [
      "15A63"
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    "u": "/math2/wiki/sesquilinear-form/"
  },
  {
    "t": "05598J0Y8R",
    "n": "Fermat numbers are pairwise coprime",
    "a": [
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    "k": "statement",
    "m": [
      "11A41"
    ],
    "u": "/math2/wiki/fermat-numbers-are-pairwise-coprime/"
  },
  {
    "t": "055HT85T3S",
    "n": "PID implies UFD",
    "k": "statement",
    "m": [
      "13F15"
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    "u": "/math2/wiki/pid-implies-ufd/"
  },
  {
    "t": "055VNYT0PB",
    "n": "Perpendicular bisector",
    "k": "concept",
    "m": [
      "51M04"
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    "u": "/math2/wiki/perpendicular-bisector/"
  },
  {
    "t": "055VVSN00V",
    "n": "Lipschitz condition",
    "k": "definition",
    "m": [
      "26A16",
      "34A12"
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    "u": "/math2/wiki/lipschitz-condition-definition/"
  },
  {
    "t": "055Z15H69G",
    "n": "Sequential continuity",
    "k": "concept",
    "m": [
      "26A15"
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    "u": "/math2/wiki/sequential-continuity/"
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  {
    "t": "0565DC8RMK",
    "n": "Jordan measure",
    "k": "definition",
    "m": [
      "28A75"
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    "u": "/math2/wiki/jordan-measure-definition/"
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  {
    "t": "0565EGK6XP",
    "n": "Lebesgue's criterion for Riemann integrability",
    "a": [
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    "k": "statement",
    "m": [
      "26A42"
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    "u": "/math2/wiki/lebesgues-criterion-for-riemann-integrability/"
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    "t": "056FSKG32J",
    "n": "Pointwise convergence",
    "k": "definition",
    "m": [
      "40A30"
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    "u": "/math2/wiki/pointwise-convergence-definition/"
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  {
    "t": "056SW1E0AC",
    "n": "A matrix is diagonalisable iff it has a basis of eigenvectors",
    "k": "statement",
    "m": [
      "15A20"
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    "u": "/math2/wiki/a-matrix-is-diagonalisable-iff-it-has-a-basis-of-eigenvectors/"
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    "t": "056VS31A0J",
    "n": "Isosceles triangle theorem",
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    "k": "statement",
    "m": [
      "51M04"
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    "u": "/math2/wiki/isosceles-triangle-theorem/"
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  {
    "t": "05788J51WZ",
    "n": "Parametrised surface",
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    "m": [
      "53A05"
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    "u": "/math2/wiki/parametrised-surface-definition/"
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  {
    "t": "0578PA53VA",
    "n": "Generating function for partitions",
    "k": "statement",
    "m": [
      "11P81"
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    "u": "/math2/wiki/generating-function-for-partitions/"
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  {
    "t": "057BH3JC9S",
    "n": "The nth roots of unity",
    "k": "statement",
    "m": [
      "11R18"
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    "u": "/math2/wiki/the-nth-roots-of-unity/"
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    "t": "057H72B2MB",
    "n": "Number of compositions",
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    "m": [
      "05A17"
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    "u": "/math2/wiki/number-of-compositions/"
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  {
    "t": "0580ZJSA3Q",
    "n": "Binary operation",
    "k": "definition",
    "m": [
      "08A02"
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    "u": "/math2/wiki/binary-operation-definition/"
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  {
    "t": "058YS05YP5",
    "n": "Ptolemy's theorem",
    "k": "statement",
    "m": [
      "51M04"
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    "u": "/math2/wiki/ptolemys-theorem/"
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  {
    "t": "059Q2XWJDC",
    "n": "Scalar triple product",
    "a": [
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    "k": "statement",
    "m": [
      "15A72"
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    "u": "/math2/wiki/scalar-triple-product/"
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  {
    "t": "059THXBRBB",
    "n": "Isomorphism with the coordinate space",
    "k": "statement",
    "m": [
      "15A03"
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    "u": "/math2/wiki/isomorphism-with-the-coordinate-space/"
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  {
    "t": "059TJN0NZ1",
    "n": "Probability measure",
    "a": [
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    "k": "concept",
    "m": [
      "60A10"
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    "u": "/math2/wiki/probability-measure/"
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  {
    "t": "05A6PKMAJ9",
    "n": "Partition of an interval",
    "k": "concept",
    "m": [
      "26A42"
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    "u": "/math2/wiki/partition-of-an-interval/"
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  {
    "t": "05APWSX53S",
    "n": "Sum of a finite geometric series",
    "k": "statement",
    "m": [
      "40A05"
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    "u": "/math2/wiki/sum-of-a-finite-geometric-series/"
  },
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    "t": "05AQE0QR0D",
    "n": "Normal distribution",
    "a": [
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    "k": "concept",
    "m": [
      "60E05"
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    "u": "/math2/wiki/normal-distribution/"
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  {
    "t": "05AVARPXA2",
    "n": "Binary relation",
    "a": [
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    "k": "concept",
    "m": [
      "03E20"
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    "u": "/math2/wiki/binary-relation/"
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  {
    "t": "05AW1G0WE1",
    "n": "Expectation of a product of independent random variables",
    "a": [
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    "k": "statement",
    "m": [
      "60A05"
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    "u": "/math2/wiki/expectation-of-a-product-of-independent-random-variables/"
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    "t": "05AXG3QRKR",
    "n": "Partial derivative",
    "k": "definition",
    "m": [
      "26B05"
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    "u": "/math2/wiki/partial-derivative-definition/"
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    "t": "05B0FKFXQA",
    "n": "Jump discontinuity",
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    "m": [
      "26A15"
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    "u": "/math2/wiki/jump-discontinuity-definition/"
  },
  {
    "t": "05BDYVQQ0T",
    "n": "Space of solutions of a linear recurrence",
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    "m": [
      "39A06"
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    "u": "/math2/wiki/space-of-solutions-of-a-linear-recurrence-definition/"
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  {
    "t": "05BM304NRX",
    "n": "Stabilisers of points in the same orbit are conjugate",
    "k": "statement",
    "m": [
      "20B05"
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    "u": "/math2/wiki/stabilisers-of-points-in-the-same-orbit-are-conjugate/"
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  {
    "t": "05CG0S20S3",
    "n": "Tangent function",
    "k": "concept",
    "m": [
      "33B10"
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    "u": "/math2/wiki/tangent-function/"
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  {
    "t": "05CJSSXPR3",
    "n": "Determinant of a family of vectors in a basis",
    "k": "concept",
    "m": [
      "15A15",
      "15A75"
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    "u": "/math2/wiki/determinant-of-a-family-of-vectors-in-a-basis/"
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    "t": "05D5EGMFYV",
    "n": "Boundary",
    "a": [
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    "k": "concept",
    "m": [
      "54A05"
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    "u": "/math2/wiki/boundary/"
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    "t": "05DEJR6TGF",
    "n": "Zeckendorf's theorem",
    "k": "statement",
    "m": [
      "11B39"
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    "u": "/math2/wiki/zeckendorfs-theorem/"
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  {
    "t": "05DME4TZ3K",
    "n": "Pascal's triangle",
    "k": "object",
    "m": [
      "05A10"
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    "u": "/math2/wiki/pascals-triangle/"
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  {
    "t": "05DSV40EB9",
    "n": "Closed ball",
    "k": "definition",
    "m": [
      "54E35"
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    "u": "/math2/wiki/closed-ball-definition/"
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  {
    "t": "05EGFBZTGC",
    "n": "Having a directional derivative",
    "k": "definition",
    "m": [
      "26B05"
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    "u": "/math2/wiki/having-a-directional-derivative/"
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  {
    "t": "05EGHEQZAW",
    "n": "Vector space",
    "k": "definition",
    "m": [
      "15A03"
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    "u": "/math2/wiki/vector-space-definition/"
  },
  {
    "t": "05FD317V2W",
    "n": "Left coset",
    "k": "definition",
    "m": [
      "20A05"
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    "u": "/math2/wiki/left-coset-definition/"
  },
  {
    "t": "05FKHRT0B4",
    "n": "Polarisation identity",
    "k": "statement",
    "m": [
      "46C05",
      "15A63"
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    "u": "/math2/wiki/polarisation-identity/"
  },
  {
    "t": "05FQ3VGAR9",
    "n": "Bounded sequence",
    "k": "definition",
    "m": [
      "40A05"
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    "u": "/math2/wiki/bounded-sequence-definition/"
  },
  {
    "t": "05FSTXM92W",
    "n": "Likelihood function",
    "k": "definition",
    "m": [
      "62F10"
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    "u": "/math2/wiki/likelihood-function-definition/"
  },
  {
    "t": "05G2G0P224",
    "n": "Dimension",
    "k": "definition",
    "m": [
      "15A03"
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    "u": "/math2/wiki/dimension-definition/"
  },
  {
    "t": "05GK32H72H",
    "n": "Union of a family of sets",
    "a": [
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      "arbitrary-union"
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    "m": [
      "03E20"
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    "u": "/math2/wiki/union-of-a-family-of-sets/"
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  {
    "t": "05GQJXBP3F",
    "n": "T1 space",
    "k": "definition",
    "m": [
      "54D10"
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    "u": "/math2/wiki/t1-space-definition/"
  },
  {
    "t": "05GZ11PWRY",
    "n": "Homeomorphism",
    "k": "definition",
    "m": [
      "54C05"
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    "u": "/math2/wiki/homeomorphism-definition/"
  },
  {
    "t": "05H4DDDYBZ",
    "n": "Root test",
    "a": [
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    "k": "statement",
    "m": [
      "40A05"
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    "u": "/math2/wiki/root-test/"
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  {
    "t": "05HN08ZSRJ",
    "n": "Dihedral angle",
    "k": "concept",
    "m": [
      "51N20"
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    "u": "/math2/wiki/dihedral-angle/"
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  {
    "t": "05HQYM0R4G",
    "n": "Dot product",
    "k": "definition",
    "m": [
      "15A63"
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    "u": "/math2/wiki/dot-product-definition/"
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  {
    "t": "05HYGWFG63",
    "n": "Inner automorphism group is isomorphic to G modulo its centre",
    "k": "statement",
    "m": [
      "20F28"
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    "u": "/math2/wiki/inner-automorphism-group-is-isomorphic-to-g-modulo-its-centre/"
  },
  {
    "t": "05J9NWX07X",
    "n": "Transitive closure",
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/transitive-closure/"
  },
  {
    "t": "05K3J8J8T2",
    "n": "The rationals as the field of fractions of the integers",
    "k": "example",
    "m": [
      "13B30"
    ],
    "u": "/math2/wiki/the-rationals-as-the-field-of-fractions-of-the-integers/"
  },
  {
    "t": "05KQ3F99BQ",
    "n": "Improper integral",
    "k": "concept",
    "m": [
      "26A42",
      "40A10"
    ],
    "u": "/math2/wiki/improper-integral/"
  },
  {
    "t": "05M5SWSZZD",
    "n": "Limit of a sequence",
    "k": "concept",
    "m": [
      "40A05"
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    "u": "/math2/wiki/limit-of-a-sequence/"
  },
  {
    "t": "05MC3HND79",
    "n": "Poincaré lemma for one-forms on convex sets",
    "a": [
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    "k": "statement",
    "m": [
      "58A12"
    ],
    "u": "/math2/wiki/poincare-lemma-for-one-forms-on-convex-sets/"
  },
  {
    "t": "05MDKQBEAF",
    "n": "Angle sum of a triangle",
    "a": [
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    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/angle-sum-of-a-triangle/"
  },
  {
    "t": "05MM4EK4SA",
    "n": "Groups of prime order are cyclic",
    "k": "statement",
    "m": [
      "20D60"
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    "u": "/math2/wiki/groups-of-prime-order-are-cyclic/"
  },
  {
    "t": "05MW7MPRBS",
    "n": "Cross-ratio",
    "k": "definition",
    "m": [
      "30C35"
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    "u": "/math2/wiki/cross-ratio-definition/"
  },
  {
    "t": "05N4TQKPH0",
    "n": "Subgroup criterion",
    "a": [
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    "k": "statement",
    "m": [
      "20A05"
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    "u": "/math2/wiki/subgroup-criterion/"
  },
  {
    "t": "05NAS7AGMZ",
    "n": "Field generated by adjoining elements",
    "a": [
      "field-adjunction"
    ],
    "k": "concept",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/field-generated-by-adjoining-elements/"
  },
  {
    "t": "05NK26G0DR",
    "n": "Composition of continuous maps is continuous",
    "k": "statement",
    "m": [
      "54C05"
    ],
    "u": "/math2/wiki/composition-of-continuous-maps-is-continuous/"
  },
  {
    "t": "05NWGBHKSZ",
    "n": "Eulerian trail",
    "k": "concept",
    "m": [
      "05C45"
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    "u": "/math2/wiki/eulerian-trail/"
  },
  {
    "t": "05NZ1HHQMV",
    "n": "Mean squared error",
    "a": [
      "mse",
      "mean-square-error"
    ],
    "k": "concept",
    "m": [
      "62F10"
    ],
    "u": "/math2/wiki/mean-squared-error/"
  },
  {
    "t": "05P4B4Q22V",
    "n": "Derivative of arctangent",
    "k": "statement",
    "m": [
      "33B10",
      "26A24"
    ],
    "u": "/math2/wiki/derivative-of-arctangent/"
  },
  {
    "t": "05PWWHYBX5",
    "n": "Markov's inequality",
    "k": "statement",
    "m": [
      "60E15"
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    "u": "/math2/wiki/markovs-inequality/"
  },
  {
    "t": "05Q1B7MH0M",
    "n": "Matrix of a composition is the product of matrices",
    "k": "statement",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/matrix-of-a-composition-is-the-product-of-matrices/"
  },
  {
    "t": "05Q4JD6XEH",
    "n": "Orthogonal family for a bilinear form",
    "k": "definition",
    "m": [
      "15A63"
    ],
    "u": "/math2/wiki/orthogonal-family-for-a-bilinear-form-definition/"
  },
  {
    "t": "05Q6G4EH2G",
    "n": "Family of sets",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/family-of-sets-definition/"
  },
  {
    "t": "05QY1VEBYD",
    "n": "Finitely generated module",
    "k": "concept",
    "m": [
      "13E15",
      "16D10"
    ],
    "u": "/math2/wiki/finitely-generated-module/"
  },
  {
    "t": "05R9NF2J49",
    "n": "Conservative vector field",
    "k": "definition",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/conservative-vector-field-definition/"
  },
  {
    "t": "05RCDKHZM6",
    "n": "Additivity of the integral over intervals",
    "k": "statement",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/additivity-of-the-integral-over-intervals/"
  },
  {
    "t": "05RCT1522R",
    "n": "Laplacian as a sum of second partial derivatives",
    "a": [
      "cartesian-formula-for-the-laplacian"
    ],
    "k": "statement",
    "m": [
      "35J05"
    ],
    "u": "/math2/wiki/laplacian-as-a-sum-of-second-partial-derivatives/"
  },
  {
    "t": "05RN90E14Y",
    "n": "Number of edges of a complete graph",
    "k": "statement",
    "m": [
      "05C30"
    ],
    "u": "/math2/wiki/number-of-edges-of-a-complete-graph/"
  },
  {
    "t": "05RSK4Q657",
    "n": "Truth table",
    "k": "concept",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/truth-table/"
  },
  {
    "t": "05RWFKVTJ7",
    "n": "Permutation",
    "k": "concept",
    "m": [
      "05A05"
    ],
    "u": "/math2/wiki/permutation/"
  },
  {
    "t": "05RZ4YZG4E",
    "n": "Standard score",
    "k": "definition",
    "m": [
      "62P99"
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    "u": "/math2/wiki/standard-score-definition/"
  },
  {
    "t": "05S2GSPMGA",
    "n": "Harmonic numbers grow like log n",
    "k": "statement",
    "m": [
      "11B83",
      "26A12"
    ],
    "u": "/math2/wiki/harmonic-numbers-grow-like-log-n/"
  },
  {
    "t": "05SG20AMXH",
    "n": "Left inverse",
    "a": [
      "retraction"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/left-inverse/"
  },
  {
    "t": "05SZQKH75K",
    "n": "Negation of an existential statement",
    "k": "statement",
    "m": [
      "03B10"
    ],
    "u": "/math2/wiki/negation-of-an-existential-statement/"
  },
  {
    "t": "05TG0SE4HT",
    "n": "Poisson point process",
    "k": "definition",
    "m": [
      "60G55"
    ],
    "u": "/math2/wiki/poisson-point-process-definition/"
  },
  {
    "t": "05THZKR9AN",
    "n": "Group of units of a ring",
    "k": "definition",
    "m": [
      "16U60"
    ],
    "u": "/math2/wiki/group-of-units-of-a-ring-definition/"
  },
  {
    "t": "05V7J4WD1C",
    "n": "Equality of complex numbers",
    "k": "statement",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/equality-of-complex-numbers/"
  },
  {
    "t": "05VDGH129F",
    "n": "Phase plane",
    "k": "concept",
    "m": [
      "34C05"
    ],
    "u": "/math2/wiki/phase-plane/"
  },
  {
    "t": "05WAF5T0GZ",
    "n": "Maximal ideals are prime",
    "k": "statement",
    "m": [
      "13A15"
    ],
    "u": "/math2/wiki/maximal-ideals-are-prime/"
  },
  {
    "t": "05WDSN597C",
    "n": "Submodule",
    "k": "concept",
    "m": [
      "16D10"
    ],
    "u": "/math2/wiki/submodule/"
  },
  {
    "t": "05WEYX99X4",
    "n": "Inverse trigonometric functions",
    "k": "concept",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/inverse-trigonometric-functions/"
  },
  {
    "t": "05WKRC7HWT",
    "n": "Jacobian of spherical coordinates",
    "a": [
      "spherical-volume-element"
    ],
    "k": "statement",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/jacobian-of-spherical-coordinates/"
  },
  {
    "t": "05WR29H2KH",
    "n": "Number of derangements",
    "k": "concept",
    "m": [
      "05A05"
    ],
    "u": "/math2/wiki/number-of-derangements/"
  },
  {
    "t": "05WTQ6FFPS",
    "n": "Set difference",
    "a": [
      "relative-complement"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/set-difference/"
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  {
    "t": "05XT5AVJBK",
    "n": "Laplace transform",
    "k": "definition",
    "m": [
      "44A10"
    ],
    "u": "/math2/wiki/laplace-transform-definition/"
  },
  {
    "t": "05Y0F9M0TS",
    "n": "Subgroups of solvable groups are solvable",
    "k": "statement",
    "m": [
      "20F16"
    ],
    "u": "/math2/wiki/subgroups-of-solvable-groups-are-solvable/"
  },
  {
    "t": "05Y1JAM3Y5",
    "n": "Asymptotic stability",
    "a": [
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    ],
    "k": "definition",
    "m": [
      "34D20"
    ],
    "u": "/math2/wiki/asymptotic-stability-definition/"
  },
  {
    "t": "05YBKMRVAR",
    "n": "Composition of linear maps",
    "k": "definition",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/composition-of-linear-maps-definition/"
  },
  {
    "t": "05Z3FC0154",
    "n": "Isolated singularity",
    "a": [
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    ],
    "k": "concept",
    "m": [
      "30D30"
    ],
    "u": "/math2/wiki/isolated-singularity/"
  },
  {
    "t": "05ZPH8KF9K",
    "n": "Perfect matching",
    "k": "definition",
    "m": [
      "05C70"
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    "u": "/math2/wiki/perfect-matching-definition/"
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    "k": "statement",
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      "03B05"
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    "u": "/math2/wiki/disjunctive-normal-form-definition/"
  },
  {
    "t": "06SCB3R6BN",
    "n": "Graph homomorphism",
    "k": "definition",
    "m": [
      "05C60"
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    "u": "/math2/wiki/graph-homomorphism-definition/"
  },
  {
    "t": "06SESV7GQY",
    "n": "Continuous functions are Riemann integrable",
    "k": "statement",
    "m": [
      "26A42"
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    "u": "/math2/wiki/continuous-functions-are-riemann-integrable/"
  },
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    "t": "06SKCHDQT5",
    "n": "Continuously differentiable function",
    "a": [
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    "k": "definition",
    "m": [
      "26A24"
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  {
    "t": "06T0HS14PP",
    "n": "Tangent function",
    "k": "definition",
    "m": [
      "33B10"
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    "u": "/math2/wiki/tangent-function-definition/"
  },
  {
    "t": "06TK51263Q",
    "n": "Sum of divisors",
    "k": "concept",
    "m": [
      "11A25"
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    "u": "/math2/wiki/sum-of-divisors/"
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  {
    "t": "06WHP8SE98",
    "n": "Rayleigh quotient",
    "k": "concept",
    "m": [
      "15A18",
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    "u": "/math2/wiki/rayleigh-quotient/"
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  {
    "t": "06WHRARZKY",
    "n": "Existence of Laurent expansions on an annulus",
    "a": [
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    "k": "statement",
    "m": [
      "30B10"
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    "u": "/math2/wiki/existence-of-laurent-expansions-on-an-annulus/"
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  {
    "t": "06WRV8HFDY",
    "n": "Converse of Wilson's theorem",
    "k": "statement",
    "m": [
      "11A51"
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    "u": "/math2/wiki/converse-of-wilsons-theorem/"
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    "t": "06X5PF6YFP",
    "n": "Buffon's needle problem",
    "a": [
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    "k": "problem",
    "m": [
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    "u": "/math2/wiki/buffons-needle-problem/"
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  {
    "t": "06XF7BCFFJ",
    "n": "Simple continued fraction",
    "a": [
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    "k": "definition",
    "m": [
      "11A55"
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    "u": "/math2/wiki/simple-continued-fraction-definition/"
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  {
    "t": "06XY4X9430",
    "n": "Decimal expansion",
    "k": "definition",
    "m": [
      "11A63"
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    "u": "/math2/wiki/decimal-expansion-definition/"
  },
  {
    "t": "06YMXJMXYS",
    "n": "Unique factorisation domain",
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    "m": [
      "13F15"
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    "u": "/math2/wiki/unique-factorisation-domain-definition/"
  },
  {
    "t": "06YSJVR356",
    "n": "Geometric multiplicity",
    "k": "definition",
    "m": [
      "15A18"
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    "u": "/math2/wiki/geometric-multiplicity-definition/"
  },
  {
    "t": "06ZARTQTQE",
    "n": "Continuous image of a closed interval is a closed interval",
    "k": "statement",
    "m": [
      "26A15"
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    "u": "/math2/wiki/continuous-image-of-a-closed-interval-is-a-closed-interval/"
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    "t": "06ZGPYTWK8",
    "n": "Contour integral",
    "a": [
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    "k": "concept",
    "m": [
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    "u": "/math2/wiki/contour-integral/"
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    "t": "070PFSYJJR",
    "n": "Argument of a complex number",
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    "k": "concept",
    "m": [
      "30A99"
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    "u": "/math2/wiki/argument-of-a-complex-number/"
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    "t": "070R982G4B",
    "n": "Finite set",
    "a": [
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    "k": "concept",
    "m": [
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  {
    "t": "070TXS9AXM",
    "n": "Geometric formula for the dot product",
    "k": "statement",
    "m": [
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  },
  {
    "t": "0717XXPWM6",
    "n": "Linear isometry",
    "k": "definition",
    "m": [
      "15A04",
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    "u": "/math2/wiki/linear-isometry-definition/"
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  {
    "t": "071DDFVG4J",
    "n": "Abelian group",
    "k": "definition",
    "m": [
      "20Kxx"
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    "u": "/math2/wiki/abelian-group-definition/"
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  {
    "t": "072D5G4SK6",
    "n": "Congruence is compatible with multiplication",
    "k": "statement",
    "m": [
      "11A07"
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    "u": "/math2/wiki/congruence-is-compatible-with-multiplication/"
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  {
    "t": "072G59HW59",
    "n": "Maximal element",
    "k": "concept",
    "m": [
      "06A06"
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    "u": "/math2/wiki/maximal-element/"
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  {
    "t": "072J68M6HX",
    "n": "Comparison of topologies",
    "a": [
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    "k": "concept",
    "m": [
      "54A10"
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  {
    "t": "072W67KFYK",
    "n": "Formal power series",
    "k": "definition",
    "m": [
      "13F25"
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    "u": "/math2/wiki/formal-power-series-definition/"
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  {
    "t": "0734RSVF2V",
    "n": "Limit of a product of sequences",
    "k": "statement",
    "m": [
      "40A05"
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    "u": "/math2/wiki/limit-of-a-product-of-sequences/"
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  {
    "t": "0736AXH2ME",
    "n": "Cyclic groups of the same order are isomorphic",
    "k": "statement",
    "m": [
      "20A05"
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    "u": "/math2/wiki/cyclic-groups-of-the-same-order-are-isomorphic/"
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  {
    "t": "073C80EC63",
    "n": "Third isomorphism theorem for rings",
    "k": "statement",
    "m": [
      "16D25"
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    "u": "/math2/wiki/third-isomorphism-theorem-for-rings/"
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  {
    "t": "073E4XC016",
    "n": "Associativity of matrix multiplication",
    "k": "statement",
    "m": [
      "15A99"
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    "u": "/math2/wiki/associativity-of-matrix-multiplication/"
  },
  {
    "t": "073JKP99K2",
    "n": "Tangent plane and normal vector of a surface",
    "a": [
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    "k": "concept",
    "m": [
      "53A05"
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    "u": "/math2/wiki/tangent-plane-and-normal-vector-of-a-surface/"
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  {
    "t": "073MWACF1K",
    "n": "Order of a pole",
    "a": [
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    "k": "concept",
    "m": [
      "30D30"
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    "u": "/math2/wiki/order-of-a-pole/"
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  {
    "t": "073Q8Z94KG",
    "n": "Kolmogorov's zero–one law",
    "a": [
      "kolmogorov-0-1-law",
      "kolmogorov-zero-one-law"
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    "k": "statement",
    "m": [
      "60F20"
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    "u": "/math2/wiki/kolmogorovs-zero-one-law/"
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  {
    "t": "074482Q7CD",
    "n": "Correspondence between equivalence relations and partitions",
    "a": [
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    "k": "statement",
    "m": [
      "03E20"
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    "u": "/math2/wiki/correspondence-between-equivalence-relations-and-partitions/"
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  {
    "t": "0744CN4MDA",
    "n": "Symmetric bilinear form",
    "k": "definition",
    "m": [
      "15A63"
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    "u": "/math2/wiki/symmetric-bilinear-form-definition/"
  },
  {
    "t": "074E9A8ZJK",
    "n": "Separable equation",
    "k": "concept",
    "m": [
      "34A05"
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    "u": "/math2/wiki/separable-equation/"
  },
  {
    "t": "074P7C85XH",
    "n": "Gaussian integer",
    "k": "concept",
    "m": [
      "11R11"
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    "u": "/math2/wiki/gaussian-integer/"
  },
  {
    "t": "0753Y2X5K6",
    "n": "One-sided inverse of a square matrix is two-sided",
    "k": "statement",
    "m": [
      "15A09"
    ],
    "u": "/math2/wiki/one-sided-inverse-of-a-square-matrix-is-two-sided/"
  },
  {
    "t": "075C629XTH",
    "n": "Simply connected domain",
    "k": "definition",
    "m": [
      "55Q05"
    ],
    "u": "/math2/wiki/simply-connected-domain-definition/"
  },
  {
    "t": "075PM9FH7A",
    "n": "The reals have the cardinality of the continuum",
    "a": [
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    ],
    "k": "statement",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/the-reals-have-the-cardinality-of-the-continuum/"
  },
  {
    "t": "075VBY4K4X",
    "n": "Initial value problem",
    "a": [
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    ],
    "k": "definition",
    "m": [
      "34A12"
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    "u": "/math2/wiki/initial-value-problem-definition/"
  },
  {
    "t": "075WR6W3Y3",
    "n": "Path graph",
    "k": "example",
    "m": [
      "05C38"
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    "u": "/math2/wiki/path-graph/"
  },
  {
    "t": "0762WAE49P",
    "n": "Uniqueness of the derivative",
    "k": "statement",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/uniqueness-of-the-derivative/"
  },
  {
    "t": "076JGP6R3T",
    "n": "Matrix multiplication",
    "k": "definition",
    "m": [
      "15A99"
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    "u": "/math2/wiki/matrix-multiplication-definition/"
  },
  {
    "t": "0771AJP4BX",
    "n": "Even and odd permutations",
    "a": [
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    "k": "definition",
    "m": [
      "20B30"
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    "u": "/math2/wiki/even-and-odd-permutations-definition/"
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  {
    "t": "077GN9HDR6",
    "n": "Independent random variables are uncorrelated",
    "k": "statement",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/independent-random-variables-are-uncorrelated/"
  },
  {
    "t": "0783S9D0ZH",
    "n": "Determinant of the inverse",
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/determinant-of-the-inverse/"
  },
  {
    "t": "079D68S3AW",
    "n": "Orthogonal complement",
    "k": "definition",
    "m": [
      "15A63",
      "46C05"
    ],
    "u": "/math2/wiki/orthogonal-complement-definition/"
  },
  {
    "t": "079EGSD32Y",
    "n": "Transcendental number",
    "k": "definition",
    "m": [
      "11J81"
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    "u": "/math2/wiki/transcendental-number-definition/"
  },
  {
    "t": "07BNRFQ0PJ",
    "n": "Autonomous system",
    "k": "definition",
    "m": [
      "34A34",
      "37C10"
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    "u": "/math2/wiki/autonomous-system-definition/"
  },
  {
    "t": "07BSPZPSMF",
    "n": "Nilpotent matrix",
    "k": "concept",
    "m": [
      "15A99"
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    "u": "/math2/wiki/nilpotent-matrix/"
  },
  {
    "t": "07BY47HG5S",
    "n": "Continuity of the inverse of a strictly monotone continuous function",
    "k": "statement",
    "m": [
      "26A48"
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    "u": "/math2/wiki/continuity-of-the-inverse-of-a-strictly-monotone-continuous-function/"
  },
  {
    "t": "07C4A8Y18K",
    "n": "Conjunctive normal form",
    "k": "definition",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/conjunctive-normal-form-definition/"
  },
  {
    "t": "07C6ECNJET",
    "n": "Group of units of a ring",
    "a": [
      "unit-group",
      "multiplicative-group-of-a-ring"
    ],
    "k": "concept",
    "m": [
      "16U60"
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    "u": "/math2/wiki/group-of-units-of-a-ring/"
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  {
    "t": "07CHJ5YX28",
    "n": "Convolution of probability distributions",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/convolution-of-probability-distributions-definition/"
  },
  {
    "t": "07CJNE6ZAQ",
    "n": "Taxicab metric",
    "a": [
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      "l1-metric"
    ],
    "k": "example",
    "m": [
      "51F99"
    ],
    "u": "/math2/wiki/taxicab-metric/"
  },
  {
    "t": "07CQR9BW3R",
    "n": "Classification of finite abelian groups",
    "a": [
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      "basis-theorem-for-finite-abelian-groups"
    ],
    "k": "statement",
    "m": [
      "20K01"
    ],
    "u": "/math2/wiki/classification-of-finite-abelian-groups/"
  },
  {
    "t": "07CT9RDY7Q",
    "n": "Cycle",
    "k": "definition",
    "m": [
      "05C38"
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    "u": "/math2/wiki/cycle-definition/"
  },
  {
    "t": "07CZYE06ZJ",
    "n": "Lcm of coprime integers",
    "k": "statement",
    "m": [
      "11A05"
    ],
    "u": "/math2/wiki/lcm-of-coprime-integers/"
  },
  {
    "t": "07DCKDXRBP",
    "n": "Lipschitz maps are uniformly continuous",
    "k": "statement",
    "m": [
      "26A16"
    ],
    "u": "/math2/wiki/lipschitz-maps-are-uniformly-continuous/"
  },
  {
    "t": "07DFG5JYPT",
    "n": "Incircle",
    "a": [
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    ],
    "k": "concept",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/incircle/"
  },
  {
    "t": "07DJAZW32T",
    "n": "Integrating factor",
    "k": "concept",
    "m": [
      "34A05"
    ],
    "u": "/math2/wiki/integrating-factor/"
  },
  {
    "t": "07DVHJ8N0A",
    "n": "Bipartite graph",
    "k": "definition",
    "m": [
      "05C75"
    ],
    "u": "/math2/wiki/bipartite-graph-definition/"
  },
  {
    "t": "07E5MB1CA2",
    "n": "Cauchy–Hadamard theorem",
    "a": [
      "cauchy-hadamard-formula"
    ],
    "k": "statement",
    "m": [
      "30B10"
    ],
    "u": "/math2/wiki/cauchy-hadamard-theorem/"
  },
  {
    "t": "07E6D8R4D6",
    "n": "Disjoint cycles commute",
    "k": "statement",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/disjoint-cycles-commute/"
  },
  {
    "t": "07EGCNHAVW",
    "n": "Limit point of a set",
    "a": [
      "cluster-point-of-a-set"
    ],
    "k": "definition",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/limit-point-of-a-set/"
  },
  {
    "t": "07EH4R3RVQ",
    "n": "Composition of surjections is surjective",
    "a": [
      "surjective-comp"
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    "k": "statement",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/composition-of-surjections-is-surjective/"
  },
  {
    "t": "07EJHQYR9A",
    "n": "Grönwall's inequality",
    "a": [
      "gronwall-lemma",
      "gronwall-bellman-inequality"
    ],
    "k": "statement",
    "m": [
      "26D10",
      "34A40"
    ],
    "u": "/math2/wiki/gronwalls-inequality/"
  },
  {
    "t": "07EXVNF9VP",
    "n": "Newton's method",
    "a": [
      "newton-raphson-method"
    ],
    "k": "concept",
    "m": [
      "65H05"
    ],
    "u": "/math2/wiki/newtons-method/"
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  {
    "t": "07EZA80NEH",
    "n": "Signature of a quadratic form",
    "k": "concept",
    "m": [
      "15A63",
      "11E04"
    ],
    "u": "/math2/wiki/signature-of-a-quadratic-form/"
  },
  {
    "t": "07GJV36896",
    "n": "Complex exponential",
    "a": [
      "exponential-function",
      "exp"
    ],
    "k": "concept",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/complex-exponential/"
  },
  {
    "t": "07GNX8GCYP",
    "n": "Polynomials in several variables",
    "a": [
      "multivariate-polynomial-ring"
    ],
    "k": "concept",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/polynomials-in-several-variables/"
  },
  {
    "t": "07GR3TNW4H",
    "n": "Convex function on R^n",
    "a": [
      "convex-function-several-variables"
    ],
    "k": "concept",
    "m": [
      "26B25"
    ],
    "u": "/math2/wiki/convex-function-on-r-n/"
  },
  {
    "t": "07HF9YCWPP",
    "n": "Function composition",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/function-composition-definition/"
  },
  {
    "t": "07HFRH2AWY",
    "n": "Circulant matrix",
    "k": "example",
    "m": [
      "15B05"
    ],
    "u": "/math2/wiki/circulant-matrix/"
  },
  {
    "t": "07HXA8KV6F",
    "n": "Pépin's test",
    "k": "statement",
    "m": [
      "11Y11"
    ],
    "u": "/math2/wiki/pepins-test/"
  },
  {
    "t": "07J5X2T1ZX",
    "n": "A function with positive derivative is strictly increasing",
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/a-function-with-positive-derivative-is-strictly-increasing/"
  },
  {
    "t": "07J9ZJFECP",
    "n": "Order on the integers",
    "k": "concept",
    "m": [
      "06F25"
    ],
    "u": "/math2/wiki/order-on-the-integers/"
  },
  {
    "t": "07JBSZE0V4",
    "n": "Dual space",
    "k": "concept",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/dual-space/"
  },
  {
    "t": "07JH131FVP",
    "n": "Linear first-order equation",
    "k": "concept",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/linear-first-order-equation/"
  },
  {
    "t": "07KBQCG9KV",
    "n": "i squared is minus one",
    "k": "statement",
    "m": [
      "12D99"
    ],
    "u": "/math2/wiki/i-squared-is-minus-one/"
  },
  {
    "t": "07KVB4JSC7",
    "n": "Union",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/union-definition/"
  },
  {
    "t": "07MMWAXMYD",
    "n": "If 2^p − 1 is prime then p is prime",
    "k": "statement",
    "m": [
      "11A41"
    ],
    "u": "/math2/wiki/if-2-p-1-is-prime-then-p-is-prime/"
  },
  {
    "t": "07N7W5C29X",
    "n": "Continuity at a point of a topological space",
    "k": "definition",
    "m": [
      "54C05"
    ],
    "u": "/math2/wiki/continuity-at-a-point-of-a-topological-space/"
  },
  {
    "t": "07NKG38VEG",
    "n": "Fermat's Last Theorem for n = 3",
    "k": "statement",
    "m": [
      "11D25"
    ],
    "u": "/math2/wiki/fermats-last-theorem-for-n-3/"
  },
  {
    "t": "07NN4VNYWM",
    "n": "Liouville function",
    "k": "concept",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/liouville-function/"
  },
  {
    "t": "07NSKDGS7S",
    "n": "Menelaus's theorem",
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/menelauss-theorem/"
  },
  {
    "t": "07PB7HH1T9",
    "n": "Picard operator",
    "k": "concept",
    "m": [
      "34A12"
    ],
    "u": "/math2/wiki/picard-operator/"
  },
  {
    "t": "07PFYV65MB",
    "n": "Heine–Borel theorem",
    "a": [
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    "n": "Divisibility",
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    "u": "/math2/wiki/linearly-independent-set-of-the-right-size-is-a-basis/"
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    "a": [
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    "u": "/math2/wiki/rieszs-lemma/"
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    "u": "/math2/wiki/intermediate-value-theorem-for-connected-spaces/"
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    "u": "/math2/wiki/gauss-jordan-elimination/"
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    "k": "statement",
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    "k": "concept",
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    "t": "09AZCV6GMC",
    "n": "Sequence tending to infinity",
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    "t": "09BG0Y7SZD",
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    "n": "Necessary and sufficient conditions",
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    "n": "Heaviside step function",
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    ],
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    "t": "09CBQB6V67",
    "n": "Area of a region as a line integral",
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    ],
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      "26B20"
    ],
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    "t": "09CCE86A6D",
    "n": "Partition of a set",
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      "03E20"
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  },
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    "t": "09CEDJYBKP",
    "n": "Cartesian product",
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      "cross-product-of-sets"
    ],
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    ],
    "u": "/math2/wiki/cartesian-product/"
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    "t": "09CJ00H3NW",
    "n": "Open sets characterised by neighbourhoods",
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      "54A05"
    ],
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  },
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    "t": "09DXWYRD43",
    "n": "Transpose",
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    "t": "09DZ8CD1AK",
    "n": "Coordinates in an orthonormal basis",
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      "46C05"
    ],
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    "t": "09E1RCZ7YT",
    "n": "Trace of a transpose",
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  },
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    "t": "09E6T7VYAG",
    "n": "Complex differentiability",
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      "complex-derivative"
    ],
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    ],
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    "t": "09EGC6F8PT",
    "n": "Partial derivative",
    "a": [
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    ],
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    ],
    "u": "/math2/wiki/partial-derivative/"
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    "t": "09EYMKMSB9",
    "n": "Algebraic extension",
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    "m": [
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    ],
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  },
  {
    "t": "09F2QPVQY7",
    "n": "Circuit",
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    "m": [
      "05C38"
    ],
    "u": "/math2/wiki/circuit/"
  },
  {
    "t": "09FQT057T7",
    "n": "Upper and lower Darboux integrals",
    "k": "definition",
    "m": [
      "26A42"
    ],
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  },
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    "t": "09FTAET5Z4",
    "n": "Complex numbers",
    "a": [
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      "set-of-complex-numbers"
    ],
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      "30A99"
    ],
    "u": "/math2/wiki/complex-numbers/"
  },
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    "t": "09G6KHS6GY",
    "n": "Epsilon-N definition of the limit of a sequence",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/epsilon-n-definition-of-the-limit-of-a-sequence/"
  },
  {
    "t": "09GCQ5STVJ",
    "n": "Second Sylow theorem",
    "k": "statement",
    "m": [
      "20D20"
    ],
    "u": "/math2/wiki/second-sylow-theorem/"
  },
  {
    "t": "09GK3DE0WV",
    "n": "Dihedral group",
    "k": "definition",
    "m": [
      "20B25"
    ],
    "u": "/math2/wiki/dihedral-group-definition/"
  },
  {
    "t": "09GK5PS824",
    "n": "Transpose of a product",
    "k": "statement",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/transpose-of-a-product/"
  },
  {
    "t": "09GQ3ZTQJ9",
    "n": "Closed sets contain their limits",
    "k": "statement",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/closed-sets-contain-their-limits/"
  },
  {
    "t": "09GRCZVR5E",
    "n": "Completeness of the space of bounded continuous functions",
    "k": "statement",
    "m": [
      "54C35"
    ],
    "u": "/math2/wiki/completeness-of-the-space-of-bounded-continuous-functions/"
  },
  {
    "t": "09H9Y0Q11W",
    "n": "The symmetric group S3",
    "k": "example",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/the-symmetric-group-s3/"
  },
  {
    "t": "09HEXDQ0CQ",
    "n": "Outer automorphism group",
    "k": "definition",
    "m": [
      "20F28"
    ],
    "u": "/math2/wiki/outer-automorphism-group-definition/"
  },
  {
    "t": "09HT3P35YP",
    "n": "Euler's polyhedron formula",
    "a": [
      "euler-formula-for-polyhedra"
    ],
    "k": "statement",
    "m": [
      "52B10"
    ],
    "u": "/math2/wiki/eulers-polyhedron-formula/"
  },
  {
    "t": "09J1H07VAH",
    "n": "Method of moments",
    "a": [
      "method-of-moments-statistics"
    ],
    "k": "concept",
    "m": [
      "62F10"
    ],
    "u": "/math2/wiki/method-of-moments/"
  },
  {
    "t": "09J6KGT65G",
    "n": "Maximal ideal",
    "k": "definition",
    "m": [
      "13A15"
    ],
    "u": "/math2/wiki/maximal-ideal-definition/"
  },
  {
    "t": "09JP6G9FTA",
    "n": "Forest",
    "k": "definition",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/forest-definition/"
  },
  {
    "t": "09JXE6XMCC",
    "n": "Sum of the totient over the divisors",
    "a": [
      "gauss-totient-sum"
    ],
    "k": "statement",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/sum-of-the-totient-over-the-divisors/"
  },
  {
    "t": "09JZ9P4899",
    "n": "Groups of order p squared are abelian",
    "k": "statement",
    "m": [
      "20D15"
    ],
    "u": "/math2/wiki/groups-of-order-p-squared-are-abelian/"
  },
  {
    "t": "09K9MWD2QQ",
    "n": "Propositional logic",
    "a": [
      "sentential-logic",
      "propositional-calculus"
    ],
    "k": "concept",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/propositional-logic/"
  },
  {
    "t": "09KDHB82SG",
    "n": "Metrizable space",
    "k": "definition",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/metrizable-space-definition/"
  },
  {
    "t": "09M2RDB61G",
    "n": "Order of a differential equation",
    "k": "definition",
    "m": [
      "34A99"
    ],
    "u": "/math2/wiki/order-of-a-differential-equation-definition/"
  },
  {
    "t": "09N7DZ7SDB",
    "n": "Ring homomorphisms from a field are injective",
    "k": "statement",
    "m": [
      "12E99"
    ],
    "u": "/math2/wiki/ring-homomorphisms-from-a-field-are-injective/"
  },
  {
    "t": "09NDE9V7X1",
    "n": "Finite intersection of open sets is open",
    "k": "statement",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/finite-intersection-of-open-sets-is-open/"
  },
  {
    "t": "09NWETVTNY",
    "n": "Injective function",
    "a": [
      "injection",
      "one-to-one-function"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/injective-function/"
  },
  {
    "t": "09PKJKA6J0",
    "n": "De Morgan's laws",
    "a": [
      "de-morgan-laws"
    ],
    "k": "statement",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/de-morgans-laws/"
  },
  {
    "t": "09PR1V6RWR",
    "n": "Mean of the normal distribution",
    "k": "statement",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/mean-of-the-normal-distribution/"
  },
  {
    "t": "09PS3S0EF6",
    "n": "Liouville's formula",
    "a": [
      "abel-jacobi-liouville-identity"
    ],
    "k": "statement",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/liouvilles-formula/"
  },
  {
    "t": "09PV9JSY6E",
    "n": "Prüfer sequence",
    "k": "definition",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/prufer-sequence-definition/"
  },
  {
    "t": "09QSZVVM26",
    "n": "Bounded set",
    "k": "concept",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/bounded-set/"
  },
  {
    "t": "09R8GC85RB",
    "n": "Removable singularity",
    "a": [
      "removable-singular-point"
    ],
    "k": "concept",
    "m": [
      "30D30"
    ],
    "u": "/math2/wiki/removable-singularity/"
  },
  {
    "t": "09RDZZGJZ9",
    "n": "Cancellation in congruences",
    "k": "statement",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/cancellation-in-congruences/"
  },
  {
    "t": "09RFKMBQ63",
    "n": "The rationals form an ordered field",
    "k": "statement",
    "m": [
      "12J15"
    ],
    "u": "/math2/wiki/the-rationals-form-an-ordered-field/"
  },
  {
    "t": "09RJ859N7A",
    "n": "Partial sum",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/partial-sum/"
  },
  {
    "t": "09RTQRK5PC",
    "n": "Student's t-distribution",
    "a": [
      "t-distribution",
      "students-t-distribution"
    ],
    "k": "concept",
    "m": [
      "60E05",
      "62E15"
    ],
    "u": "/math2/wiki/students-t-distribution/"
  },
  {
    "t": "09RTYYHXKA",
    "n": "Smooth non-analytic function",
    "k": "counterexample",
    "m": [
      "26E10"
    ],
    "u": "/math2/wiki/smooth-non-analytic-function/"
  },
  {
    "t": "09S3PFBEPM",
    "n": "Integral domain",
    "k": "definition",
    "m": [
      "13G05"
    ],
    "u": "/math2/wiki/integral-domain-definition/"
  },
  {
    "t": "09S5SN35DJ",
    "n": "Least common multiple",
    "a": [
      "lcm",
      "lowest-common-multiple"
    ],
    "k": "definition",
    "m": [
      "11A05"
    ],
    "u": "/math2/wiki/least-common-multiple-definition/"
  },
  {
    "t": "09S8DV34Y0",
    "n": "Subbasis",
    "a": [
      "subbase",
      "prebase"
    ],
    "k": "concept",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/subbasis/"
  },
  {
    "t": "09T8ZHST1V",
    "n": "Independent sigma-algebras",
    "k": "definition",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/independent-sigma-algebras-definition/"
  },
  {
    "t": "09V3NASXND",
    "n": "Equivalent metrics",
    "a": [
      "equivalence-of-metrics"
    ],
    "k": "concept",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/equivalent-metrics/"
  },
  {
    "t": "09V6DDACXR",
    "n": "Scalar multiplication of matrices",
    "k": "concept",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/scalar-multiplication-of-matrices/"
  },
  {
    "t": "09VDS2W1E8",
    "n": "Module over a ring",
    "k": "definition",
    "m": [
      "16D10",
      "13C05"
    ],
    "u": "/math2/wiki/module-over-a-ring-definition/"
  },
  {
    "t": "09VMDSRXWJ",
    "n": "Singular value",
    "k": "concept",
    "m": [
      "15A18"
    ],
    "u": "/math2/wiki/singular-value/"
  },
  {
    "t": "09VYHEF2VT",
    "n": "Orthonormal family",
    "k": "definition",
    "m": [
      "15A63",
      "46C05"
    ],
    "u": "/math2/wiki/orthonormal-family-definition/"
  },
  {
    "t": "09VZBHB33V",
    "n": "Every walk contains a path",
    "k": "statement",
    "m": [
      "05C38"
    ],
    "u": "/math2/wiki/every-walk-contains-a-path/"
  },
  {
    "t": "09WRNGPTMV",
    "n": "Local minimum",
    "k": "concept",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/local-minimum/"
  },
  {
    "t": "09XNAPTJQ7",
    "n": "Affine space",
    "k": "concept",
    "m": [
      "51N10"
    ],
    "u": "/math2/wiki/affine-space/"
  },
  {
    "t": "09YB3WQG38",
    "n": "Permuting rows multiplies the determinant by the sign",
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/permuting-rows-multiplies-the-determinant-by-the-sign/"
  },
  {
    "t": "09YBMJTNBM",
    "n": "Divisibility by 11",
    "k": "statement",
    "m": [
      "11A63"
    ],
    "u": "/math2/wiki/divisibility-by-11/"
  },
  {
    "t": "09YMV8H4X5",
    "n": "Intersection of closed sets is closed",
    "k": "statement",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/intersection-of-closed-sets-is-closed/"
  },
  {
    "t": "09ZJ6CAK7S",
    "n": "The number of Sylow subgroups is the index of the normaliser",
    "k": "statement",
    "m": [
      "20D20"
    ],
    "u": "/math2/wiki/the-number-of-sylow-subgroups-is-the-index-of-the-normaliser/"
  },
  {
    "t": "09ZKE5XQ74",
    "n": "Product of compact sets is compact",
    "k": "statement",
    "m": [
      "54D30"
    ],
    "u": "/math2/wiki/product-of-compact-sets-is-compact/"
  },
  {
    "t": "09ZWYRQ41J",
    "n": "Linearisation at an equilibrium",
    "a": [
      "linearization"
    ],
    "k": "concept",
    "m": [
      "34D20",
      "34C05"
    ],
    "u": "/math2/wiki/linearisation-at-an-equilibrium/"
  },
  {
    "t": "09ZXGX55DM",
    "n": "Higher partial derivatives",
    "a": [
      "second-partial-derivative",
      "mixed-partial-derivative",
      "higher-order-partial-derivative"
    ],
    "k": "concept",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/higher-partial-derivatives/"
  },
  {
    "t": "0A1QQN333A",
    "n": "Determinant of a matrix exponential",
    "k": "statement",
    "m": [
      "15A16",
      "15A15"
    ],
    "u": "/math2/wiki/determinant-of-a-matrix-exponential/"
  },
  {
    "t": "0A1YXSKB48",
    "n": "Isolated point",
    "k": "concept",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/isolated-point/"
  },
  {
    "t": "0A26X79RTB",
    "n": "Open sets of a metric space",
    "k": "statement",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/open-sets-of-a-metric-space/"
  },
  {
    "t": "0A2HNZC44K",
    "n": "Convergence in mean",
    "a": [
      "convergence-in-lp",
      "lp-convergence",
      "convergence-in-r-th-mean"
    ],
    "k": "concept",
    "m": [
      "60F25"
    ],
    "u": "/math2/wiki/convergence-in-mean/"
  },
  {
    "t": "0A3CK6DVVB",
    "n": "Uniform continuity on a set",
    "k": "definition",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/uniform-continuity-on-a-set-definition/"
  },
  {
    "t": "0A3GWZ86AY",
    "n": "The reals are Archimedean",
    "k": "statement",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/the-reals-are-archimedean/"
  },
  {
    "t": "0A3HJX3KTF",
    "n": "Pseudometric space",
    "k": "concept",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/pseudometric-space/"
  },
  {
    "t": "0A58THH5XV",
    "n": "Boolean function",
    "k": "definition",
    "m": [
      "06E30",
      "94C11"
    ],
    "u": "/math2/wiki/boolean-function-definition/"
  },
  {
    "t": "0A61B60B5R",
    "n": "Differentiable function",
    "k": "definition",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/differentiable-function-definition/"
  },
  {
    "t": "0A6PGTTP2A",
    "n": "Linear equation with constant coefficients",
    "k": "definition",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/linear-equation-with-constant-coefficients-definition/"
  },
  {
    "t": "0A6PMR20N4",
    "n": "Derivative gives the directional derivatives",
    "k": "statement",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/derivative-gives-the-directional-derivatives/"
  },
  {
    "t": "0A6QZ367GX",
    "n": "System of linear differential equations",
    "a": [
      "linear-system-of-odes"
    ],
    "k": "definition",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/system-of-linear-differential-equations-definition/"
  },
  {
    "t": "0A6YRNZB2R",
    "n": "Metric topology",
    "k": "definition",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/metric-topology-definition/"
  },
  {
    "t": "0A74SX55QP",
    "n": "Archimedean property",
    "k": "statement",
    "m": [
      "12J15"
    ],
    "u": "/math2/wiki/archimedean-property/"
  },
  {
    "t": "0A7KGAYHGV",
    "n": "Baire category theorem",
    "k": "statement",
    "m": [
      "54E52"
    ],
    "u": "/math2/wiki/baire-category-theorem/"
  },
  {
    "t": "0A7KJ68XHT",
    "n": "Tower law",
    "a": [
      "multiplicativity-formula-for-degrees"
    ],
    "k": "statement",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/tower-law/"
  },
  {
    "t": "0A7KV2WB7A",
    "n": "Monotone function",
    "a": [
      "order-preserving-function",
      "monotonic-function",
      "isotone"
    ],
    "k": "concept",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/monotone-function/"
  },
  {
    "t": "0A7YDKRNR6",
    "n": "Complex sine and cosine",
    "k": "definition",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/complex-sine-and-cosine-definition/"
  },
  {
    "t": "0A8JNBGT2Z",
    "n": "Bounded sequence",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/bounded-sequence/"
  },
  {
    "t": "0A8JXHYTJC",
    "n": "x^2 is not uniformly continuous on the real line",
    "k": "counterexample",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/x-2-is-not-uniformly-continuous-on-the-real-line/"
  },
  {
    "t": "0A8TJ0VHC7",
    "n": "Chain rule for a composition with a curve",
    "k": "statement",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/chain-rule-for-a-composition-with-a-curve/"
  },
  {
    "t": "0A9E6X0S3E",
    "n": "Complete ordered field",
    "k": "concept",
    "m": [
      "12J15"
    ],
    "u": "/math2/wiki/complete-ordered-field/"
  },
  {
    "t": "0A9EB0KQBC",
    "n": "Chi-squared distribution",
    "a": [
      "chi-square-distribution",
      "chi-squared"
    ],
    "k": "concept",
    "m": [
      "60E05",
      "62E15"
    ],
    "u": "/math2/wiki/chi-squared-distribution/"
  },
  {
    "t": "0A9V6RKQG6",
    "n": "Schröder–Bernstein theorem",
    "a": [
      "cantor-bernstein-theorem",
      "cantor-schroeder-bernstein-theorem"
    ],
    "k": "statement",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/schroder-bernstein-theorem/"
  },
  {
    "t": "0AA97XA70K",
    "n": "Periodic orbit",
    "k": "concept",
    "m": [
      "37C27"
    ],
    "u": "/math2/wiki/periodic-orbit/"
  },
  {
    "t": "0AAHE7GEW6",
    "n": "Kernel of a ring homomorphism",
    "k": "definition",
    "m": [
      "16B99"
    ],
    "u": "/math2/wiki/kernel-of-a-ring-homomorphism-definition/"
  },
  {
    "t": "0AANKKNHS4",
    "n": "Least element",
    "a": [
      "minimum",
      "least-element"
    ],
    "k": "concept",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/least-element/"
  },
  {
    "t": "0AAQ73WRFB",
    "n": "Limit cycle",
    "k": "concept",
    "m": [
      "34C07"
    ],
    "u": "/math2/wiki/limit-cycle/"
  },
  {
    "t": "0AAXWGT5TD",
    "n": "Almost sure convergence",
    "a": [
      "convergence-almost-surely",
      "convergence-with-probability-one",
      "strong-convergence-of-random-variables"
    ],
    "k": "concept",
    "m": [
      "60F15"
    ],
    "u": "/math2/wiki/almost-sure-convergence/"
  },
  {
    "t": "0ABK9V9Y64",
    "n": "Gradient",
    "a": [
      "gradient-vector",
      "grad"
    ],
    "k": "concept",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/gradient/"
  },
  {
    "t": "0ABP2F2ZP7",
    "n": "Finite-dimensional normed spaces are complete",
    "k": "statement",
    "m": [
      "46B99"
    ],
    "u": "/math2/wiki/finite-dimensional-normed-spaces-are-complete/"
  },
  {
    "t": "0ACRGYNHSR",
    "n": "Dirac measure",
    "a": [
      "point-mass",
      "unit-mass",
      "dirac-distribution"
    ],
    "k": "concept",
    "m": [
      "28A12"
    ],
    "u": "/math2/wiki/dirac-measure/"
  },
  {
    "t": "0ACX5QT8TE",
    "n": "Invariant subspace",
    "k": "concept",
    "m": [
      "15A04",
      "47A15"
    ],
    "u": "/math2/wiki/invariant-subspace/"
  },
  {
    "t": "0AD0BZ49DW",
    "n": "Metrizable spaces are normal",
    "k": "statement",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/metrizable-spaces-are-normal/"
  },
  {
    "t": "0AD4VS02H3",
    "n": "Formal derivative",
    "k": "definition",
    "m": [
      "13N15"
    ],
    "u": "/math2/wiki/formal-derivative-definition/"
  },
  {
    "t": "0ADTQBXRMC",
    "n": "Jacobi symbol",
    "k": "concept",
    "m": [
      "11A15"
    ],
    "u": "/math2/wiki/jacobi-symbol/"
  },
  {
    "t": "0AEAHMFSCA",
    "n": "Strictly convex function",
    "k": "concept",
    "m": [
      "26A51"
    ],
    "u": "/math2/wiki/strictly-convex-function/"
  },
  {
    "t": "0AEKDFCYFA",
    "n": "Prime factorization",
    "a": [
      "prime-decomposition",
      "integer-factorization"
    ],
    "k": "definition",
    "m": [
      "11A51"
    ],
    "u": "/math2/wiki/prime-factorization-definition/"
  },
  {
    "t": "0AF3DANJ76",
    "n": "Pell's equation",
    "a": [
      "pell-fermat-equation"
    ],
    "k": "definition",
    "m": [
      "11D09"
    ],
    "u": "/math2/wiki/pells-equation-definition/"
  },
  {
    "t": "0AF7X08PCR",
    "n": "Convergent series",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/convergent-series/"
  },
  {
    "t": "0AFNNTRTJE",
    "n": "Collinear points",
    "a": [
      "collinearity"
    ],
    "k": "concept",
    "m": [
      "51N10"
    ],
    "u": "/math2/wiki/collinear-points/"
  },
  {
    "t": "0AFWQZ1PKF",
    "n": "sin(1/x) has no limit at 0",
    "k": "counterexample",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/sin-1-x-has-no-limit-at-0/"
  },
  {
    "t": "0AH9Q6YNMT",
    "n": "If G modulo its centre is cyclic then G is abelian",
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/if-g-modulo-its-centre-is-cyclic-then-g-is-abelian/"
  },
  {
    "t": "0AHKWBQSWV",
    "n": "Vertex cover",
    "k": "concept",
    "m": [
      "05C70",
      "05C69"
    ],
    "u": "/math2/wiki/vertex-cover/"
  },
  {
    "t": "0AJ035ZTZE",
    "n": "Generalised eigenspace",
    "k": "concept",
    "m": [
      "15A18"
    ],
    "u": "/math2/wiki/generalised-eigenspace/"
  },
  {
    "t": "0AJ0KP1B31",
    "n": "Multiplication by a matrix as a linear map",
    "k": "definition",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/multiplication-by-a-matrix-as-a-linear-map-definition/"
  },
  {
    "t": "0AJ0YVK743",
    "n": "Annulus",
    "k": "definition",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/annulus-definition/"
  },
  {
    "t": "0AJ646N339",
    "n": "Normal space",
    "k": "definition",
    "m": [
      "54D15"
    ],
    "u": "/math2/wiki/normal-space-definition/"
  },
  {
    "t": "0AJN7WHBJZ",
    "n": "Independent and identically distributed random variables",
    "k": "definition",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/independent-and-identically-distributed-random-variables-definition/"
  },
  {
    "t": "0AJXYH4DDQ",
    "n": "Step function",
    "k": "concept",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/step-function/"
  },
  {
    "t": "0AK9TGSNXY",
    "n": "Successor function",
    "k": "concept",
    "m": [
      "03F30"
    ],
    "u": "/math2/wiki/successor-function/"
  },
  {
    "t": "0AKNPYQ04R",
    "n": "Classical definition of probability",
    "a": [
      "uniform-probability-on-a-finite-set"
    ],
    "k": "definition",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/classical-definition-of-probability-definition/"
  },
  {
    "t": "0AKRKVHW94",
    "n": "Stokes' theorem",
    "a": [
      "kelvin-stokes-theorem"
    ],
    "k": "statement",
    "m": [
      "26B20"
    ],
    "u": "/math2/wiki/stokes-theorem/"
  },
  {
    "t": "0AM050KCAW",
    "n": "Gram matrices are positive semidefinite",
    "k": "statement",
    "m": [
      "15B57",
      "15A63"
    ],
    "u": "/math2/wiki/gram-matrices-are-positive-semidefinite/"
  },
  {
    "t": "0AN28XQ45Z",
    "n": "Cauchy product of absolutely convergent series",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/cauchy-product-of-absolutely-convergent-series/"
  },
  {
    "t": "0AP750DHVP",
    "n": "Circle integral",
    "a": [
      "integral-over-a-circle"
    ],
    "k": "concept",
    "m": [
      "30E20"
    ],
    "u": "/math2/wiki/circle-integral/"
  },
  {
    "t": "0AP80TT660",
    "n": "Multiplicative function",
    "k": "definition",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/multiplicative-function-definition/"
  },
  {
    "t": "0APCFW7639",
    "n": "Nullity",
    "k": "concept",
    "m": [
      "15A03",
      "15A04"
    ],
    "u": "/math2/wiki/nullity/"
  },
  {
    "t": "0APN65D6Y6",
    "n": "Second isomorphism theorem for vector spaces",
    "k": "statement",
    "m": [
      "15A03",
      "16D10"
    ],
    "u": "/math2/wiki/second-isomorphism-theorem-for-vector-spaces/"
  },
  {
    "t": "0AQBSVMX9P",
    "n": "Edge set",
    "k": "concept",
    "m": [
      "05C99"
    ],
    "u": "/math2/wiki/edge-set/"
  },
  {
    "t": "0AQNX7G443",
    "n": "The symmetric group is generated by transpositions",
    "k": "statement",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/the-symmetric-group-is-generated-by-transpositions/"
  },
  {
    "t": "0AQZV0905N",
    "n": "Abelianisation",
    "a": [
      "abelianization"
    ],
    "k": "concept",
    "m": [
      "20F12"
    ],
    "u": "/math2/wiki/abelianisation/"
  },
  {
    "t": "0AR06W1E1B",
    "n": "Differentiation under the integral sign",
    "a": [
      "leibniz-integral-rule"
    ],
    "k": "statement",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/differentiation-under-the-integral-sign/"
  },
  {
    "t": "0AR4B3K5QD",
    "n": "Pairwise independent events that are not mutually independent",
    "k": "counterexample",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/pairwise-independent-events-that-are-not-mutually-independent/"
  },
  {
    "t": "0AR68JTMDT",
    "n": "Unitary matrix",
    "k": "concept",
    "m": [
      "15B57",
      "15A21"
    ],
    "u": "/math2/wiki/unitary-matrix/"
  },
  {
    "t": "0AREFQ9Z65",
    "n": "Continuous uniform distribution",
    "a": [
      "rectangular-distribution",
      "uniform-distribution"
    ],
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/continuous-uniform-distribution/"
  },
  {
    "t": "0ARPRJQWZ2",
    "n": "Simplicity of the alternating group",
    "k": "statement",
    "m": [
      "20B30",
      "20D06"
    ],
    "u": "/math2/wiki/simplicity-of-the-alternating-group/"
  },
  {
    "t": "0AS1FZT6BM",
    "n": "Power sum symmetric polynomials",
    "k": "definition",
    "m": [
      "05E05"
    ],
    "u": "/math2/wiki/power-sum-symmetric-polynomials/"
  },
  {
    "t": "0AS800VAYX",
    "n": "Consistent estimator",
    "a": [
      "consistency-of-an-estimator"
    ],
    "k": "concept",
    "m": [
      "62F12"
    ],
    "u": "/math2/wiki/consistent-estimator/"
  },
  {
    "t": "0ASC73QEQT",
    "n": "The Möbius function is the inverse of the constant function 1",
    "k": "statement",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/the-mobius-function-is-the-inverse-of-the-constant-function-1/"
  },
  {
    "t": "0ASDFEQS6P",
    "n": "Block matrix",
    "a": [
      "partitioned-matrix"
    ],
    "k": "concept",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/block-matrix/"
  },
  {
    "t": "0ASGSTXSBW",
    "n": "Commutator subgroup",
    "a": [
      "derived-subgroup"
    ],
    "k": "concept",
    "m": [
      "20F12"
    ],
    "u": "/math2/wiki/commutator-subgroup/"
  },
  {
    "t": "0ASHNYF7AG",
    "n": "Annihilator of a subspace",
    "k": "concept",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/annihilator-of-a-subspace/"
  },
  {
    "t": "0ASJVEFA9J",
    "n": "Mathematical induction",
    "a": [
      "principle-of-mathematical-induction",
      "proof-by-induction"
    ],
    "k": "concept",
    "m": [
      "03F30"
    ],
    "u": "/math2/wiki/mathematical-induction/"
  },
  {
    "t": "0ASM4EPMB2",
    "n": "Ceiling function",
    "k": "definition",
    "m": [
      "26A09"
    ],
    "u": "/math2/wiki/ceiling-function-definition/"
  },
  {
    "t": "0AT1ZSNM25",
    "n": "Normaliser",
    "k": "definition",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/normaliser-definition/"
  },
  {
    "t": "0ATF6Q0633",
    "n": "Periodic function",
    "k": "concept",
    "m": [
      "26A09"
    ],
    "u": "/math2/wiki/periodic-function/"
  },
  {
    "t": "0ATFVE08MW",
    "n": "Back substitution",
    "k": "concept",
    "m": [
      "15A06",
      "65F05"
    ],
    "u": "/math2/wiki/back-substitution/"
  },
  {
    "t": "0ATVXC3NCC",
    "n": "Boundedness theorem",
    "k": "statement",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/boundedness-theorem/"
  },
  {
    "t": "0AVEYZ2T0Q",
    "n": "The nth root of n tends to 1",
    "k": "example",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/the-nth-root-of-n-tends-to-1/"
  },
  {
    "t": "0AVXBEC05W",
    "n": "R/P is an integral domain iff P is prime",
    "k": "statement",
    "m": [
      "13A15"
    ],
    "u": "/math2/wiki/r-p-is-an-integral-domain-iff-p-is-prime/"
  },
  {
    "t": "0AVY8HKBGD",
    "n": "Totient of a prime power",
    "k": "statement",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/totient-of-a-prime-power/"
  },
  {
    "t": "0AW1E6YTJY",
    "n": "Lipschitz condition",
    "a": [
      "lipschitz-continuity"
    ],
    "k": "concept",
    "m": [
      "26A16"
    ],
    "u": "/math2/wiki/lipschitz-condition/"
  },
  {
    "t": "0AWMPX35CW",
    "n": "K[x]/(f) is a field iff f is irreducible",
    "k": "statement",
    "m": [
      "12E05"
    ],
    "u": "/math2/wiki/k-x-f-is-a-field-iff-f-is-irreducible/"
  },
  {
    "t": "0AXP2Z5N9H",
    "n": "Marginal distribution",
    "k": "definition",
    "m": [
      "62H05"
    ],
    "u": "/math2/wiki/marginal-distribution-definition/"
  },
  {
    "t": "0AXWET80YW",
    "n": "Completeness axiom",
    "a": [
      "least-upper-bound-property",
      "supremum-property",
      "dedekind-completeness"
    ],
    "k": "statement",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/completeness-axiom/"
  },
  {
    "t": "0AXZNE5XNH",
    "n": "Symmetric bilinear form",
    "k": "concept",
    "m": [
      "15A63"
    ],
    "u": "/math2/wiki/symmetric-bilinear-form/"
  },
  {
    "t": "0AYEPBQMAW",
    "n": "Eigenspace",
    "k": "definition",
    "m": [
      "15A18"
    ],
    "u": "/math2/wiki/eigenspace-definition/"
  },
  {
    "t": "0AYMP41THN",
    "n": "Stabiliser",
    "a": [
      "stabilizer",
      "isotropy-group"
    ],
    "k": "concept",
    "m": [
      "20B05"
    ],
    "u": "/math2/wiki/stabiliser/"
  },
  {
    "t": "0AYV6VGKF5",
    "n": "Product metric",
    "k": "concept",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/product-metric/"
  },
  {
    "t": "0AZ3R52593",
    "n": "Convergent sequence",
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/convergent-sequence-definition/"
  },
  {
    "t": "0AZ5ARP287",
    "n": "Dual map",
    "a": [
      "transpose-of-a-linear-map"
    ],
    "k": "concept",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/dual-map/"
  },
  {
    "t": "0AZG100DKH",
    "n": "Action on left cosets",
    "k": "example",
    "m": [
      "20B05"
    ],
    "u": "/math2/wiki/action-on-left-cosets/"
  },
  {
    "t": "0B0KR7FH2Q",
    "n": "Equinumerous sets",
    "a": [
      "equipotent",
      "equinumerosity",
      "same-cardinality"
    ],
    "k": "concept",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/equinumerous-sets/"
  },
  {
    "t": "0B0WE1GKTK",
    "n": "Faithful action",
    "k": "definition",
    "m": [
      "20B05"
    ],
    "u": "/math2/wiki/faithful-action-definition/"
  },
  {
    "t": "0B1261B5ED",
    "n": "Ring",
    "k": "concept",
    "m": [
      "16B99"
    ],
    "u": "/math2/wiki/ring/"
  },
  {
    "t": "0B1FSS1VZW",
    "n": "Complement",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/complement-definition/"
  },
  {
    "t": "0B1G4E21G7",
    "n": "Moment-generating function of the normal distribution",
    "k": "statement",
    "m": [
      "60E10"
    ],
    "u": "/math2/wiki/moment-generating-function-of-the-normal-distribution/"
  },
  {
    "t": "0B1K9PVWE9",
    "n": "Cauchy product",
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/cauchy-product-definition/"
  },
  {
    "t": "0B22P010D6",
    "n": "Curl-free vector field on a convex set is conservative",
    "a": [
      "poincare-lemma-for-vector-fields"
    ],
    "k": "statement",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/curl-free-vector-field-on-a-convex-set-is-conservative/"
  },
  {
    "t": "0B2305GNAZ",
    "n": "Open balls are open",
    "k": "statement",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/open-balls-are-open/"
  },
  {
    "t": "0B268GVX95",
    "n": "Gaussian integer",
    "k": "definition",
    "m": [
      "11R11"
    ],
    "u": "/math2/wiki/gaussian-integer-definition/"
  },
  {
    "t": "0B2RZ0778N",
    "n": "Level set",
    "a": [
      "level-curve",
      "level-surface",
      "fibre-of-a-function"
    ],
    "k": "concept",
    "m": [
      "26B99"
    ],
    "u": "/math2/wiki/level-set/"
  },
  {
    "t": "0B346DDAM5",
    "n": "Möbius transformation",
    "k": "definition",
    "m": [
      "30C35"
    ],
    "u": "/math2/wiki/mobius-transformation-definition/"
  },
  {
    "t": "0B3D4C8YF2",
    "n": "Conjunctive normal form",
    "k": "concept",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/conjunctive-normal-form/"
  },
  {
    "t": "0B3Q3XDM5X",
    "n": "Quantile function",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/quantile-function-definition/"
  },
  {
    "t": "0B5BA4FRWS",
    "n": "Independent sigma-algebras",
    "a": [
      "independence-of-sigma-algebras"
    ],
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/independent-sigma-algebras/"
  },
  {
    "t": "0B5H2V4JW8",
    "n": "Set bounded above",
    "k": "definition",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/set-bounded-above-definition/"
  },
  {
    "t": "0B5H4208Z9",
    "n": "Eigenvector",
    "k": "definition",
    "m": [
      "15A18"
    ],
    "u": "/math2/wiki/eigenvector-definition/"
  },
  {
    "t": "0B5WCC02AN",
    "n": "Edge colouring",
    "k": "concept",
    "m": [
      "05C15"
    ],
    "u": "/math2/wiki/edge-colouring/"
  },
  {
    "t": "0B5Z1EC66J",
    "n": "R[x] is an integral domain iff R is",
    "k": "statement",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/r-x-is-an-integral-domain-iff-r-is/"
  },
  {
    "t": "0B621RBVS9",
    "n": "Chromatic polynomial",
    "k": "concept",
    "m": [
      "05C31",
      "05C15"
    ],
    "u": "/math2/wiki/chromatic-polynomial/"
  },
  {
    "t": "0B64Q7XNE3",
    "n": "Legendre's three-square theorem",
    "k": "statement",
    "m": [
      "11E25"
    ],
    "u": "/math2/wiki/legendres-three-square-theorem/"
  },
  {
    "t": "0B68KNPGCG",
    "n": "Lexicographic order",
    "a": [
      "dictionary-order",
      "lexicographical-order"
    ],
    "k": "concept",
    "m": [
      "06A05"
    ],
    "u": "/math2/wiki/lexicographic-order/"
  },
  {
    "t": "0B6QC0C0G1",
    "n": "Ring isomorphism",
    "k": "definition",
    "m": [
      "16B99"
    ],
    "u": "/math2/wiki/ring-isomorphism-definition/"
  },
  {
    "t": "0B6QWX3086",
    "n": "Strict differentiability",
    "a": [
      "strictly-differentiable"
    ],
    "k": "concept",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/strict-differentiability/"
  },
  {
    "t": "0B77KZCQ51",
    "n": "Markov property",
    "k": "concept",
    "m": [
      "60J05",
      "60J10"
    ],
    "u": "/math2/wiki/markov-property/"
  },
  {
    "t": "0B80PAQD3C",
    "n": "Gamma distribution",
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/gamma-distribution/"
  },
  {
    "t": "0B85Q41RP6",
    "n": "Cyclic group",
    "k": "definition",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/cyclic-group-definition/"
  },
  {
    "t": "0B85S2V2DR",
    "n": "Order of a group",
    "k": "concept",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/order-of-a-group/"
  },
  {
    "t": "0B8837S5T3",
    "n": "Essential singularity",
    "a": [
      "essential-singular-point"
    ],
    "k": "concept",
    "m": [
      "30D30"
    ],
    "u": "/math2/wiki/essential-singularity/"
  },
  {
    "t": "0B88PQTJ66",
    "n": "Universal quantifier",
    "k": "definition",
    "m": [
      "03B10"
    ],
    "u": "/math2/wiki/universal-quantifier-definition/"
  },
  {
    "t": "0B89D93YA1",
    "n": "Arcsine",
    "k": "definition",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/arcsine-definition/"
  },
  {
    "t": "0B8BW4YWTF",
    "n": "Lattice of subgroups",
    "a": [
      "subgroup-lattice"
    ],
    "k": "concept",
    "m": [
      "20E15"
    ],
    "u": "/math2/wiki/lattice-of-subgroups/"
  },
  {
    "t": "0B8GPXFSP7",
    "n": "Continuity via closed sets",
    "k": "statement",
    "m": [
      "54C05"
    ],
    "u": "/math2/wiki/continuity-via-closed-sets/"
  },
  {
    "t": "0B8KZRT28M",
    "n": "Orthogonal projection",
    "k": "concept",
    "m": [
      "15A04",
      "46C05"
    ],
    "u": "/math2/wiki/orthogonal-projection/"
  },
  {
    "t": "0B8T10CE7N",
    "n": "Linear isomorphism",
    "k": "concept",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/linear-isomorphism/"
  },
  {
    "t": "0B906ZBTMZ",
    "n": "Cofinite topology",
    "a": [
      "finite-complement-topology"
    ],
    "k": "example",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/cofinite-topology/"
  },
  {
    "t": "0B94TKFQJX",
    "n": "Mathematical proof",
    "a": [
      "proof"
    ],
    "k": "concept",
    "m": [
      "00A35"
    ],
    "u": "/math2/wiki/mathematical-proof/"
  },
  {
    "t": "0B96KMDDD1",
    "n": "Cauchy condensation test",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/cauchy-condensation-test/"
  },
  {
    "t": "0B9QNFGTHM",
    "n": "Rotation matrix",
    "k": "example",
    "m": [
      "15B10"
    ],
    "u": "/math2/wiki/rotation-matrix/"
  },
  {
    "t": "0B9ZQFMQNV",
    "n": "Connected subsets of the real line are intervals",
    "k": "statement",
    "m": [
      "54D05"
    ],
    "u": "/math2/wiki/connected-subsets-of-the-real-line-are-intervals/"
  },
  {
    "t": "0BANA3XYPF",
    "n": "Bridge",
    "k": "concept",
    "m": [
      "05C40"
    ],
    "u": "/math2/wiki/bridge/"
  },
  {
    "t": "0BARQY52N5",
    "n": "Mean value theorem",
    "a": [
      "lagrange-mean-value-theorem"
    ],
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/mean-value-theorem/"
  },
  {
    "t": "0BB5TPGQ1N",
    "n": "Proof by contrapositive",
    "a": [
      "proof-by-contraposition"
    ],
    "k": "concept",
    "m": [
      "00A35"
    ],
    "u": "/math2/wiki/proof-by-contrapositive/"
  },
  {
    "t": "0BBTH3YSZA",
    "n": "Finite set",
    "k": "definition",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/finite-set-definition/"
  },
  {
    "t": "0BC3Q6K92H",
    "n": "Matrix determinant lemma",
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/matrix-determinant-lemma/"
  },
  {
    "t": "0BC7KX51Z8",
    "n": "Power set",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/power-set-definition/"
  },
  {
    "t": "0BCHJ30REG",
    "n": "Cycle type",
    "a": [
      "cycle-structure"
    ],
    "k": "definition",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/cycle-type-definition/"
  },
  {
    "t": "0BCMGDHZGR",
    "n": "Pivot",
    "k": "definition",
    "m": [
      "15A06"
    ],
    "u": "/math2/wiki/pivot-definition/"
  },
  {
    "t": "0BDJBH8B4Z",
    "n": "Order of the Galois group of a Galois extension equals its degree",
    "k": "statement",
    "m": [
      "12F10"
    ],
    "u": "/math2/wiki/order-of-the-galois-group-of-a-galois-extension-equals-its-degree/"
  },
  {
    "t": "0BDTTM24DP",
    "n": "Banach space",
    "k": "definition",
    "m": [
      "46B99"
    ],
    "u": "/math2/wiki/banach-space-definition/"
  },
  {
    "t": "0BDX4MBKT4",
    "n": "Monic polynomial",
    "k": "definition",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/monic-polynomial-definition/"
  },
  {
    "t": "0BE3QDH73A",
    "n": "Smooth function",
    "k": "definition",
    "m": [
      "26E10"
    ],
    "u": "/math2/wiki/smooth-function-definition/"
  },
  {
    "t": "0BEZX8F2XW",
    "n": "Solutions for complex conjugate roots",
    "k": "statement",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/solutions-for-complex-conjugate-roots/"
  },
  {
    "t": "0BF2DE2SYK",
    "n": "Tensor product of vector spaces",
    "k": "concept",
    "m": [
      "15A69"
    ],
    "u": "/math2/wiki/tensor-product-of-vector-spaces/"
  },
  {
    "t": "0BFD3A6CRH",
    "n": "Global existence for globally Lipschitz vector fields",
    "k": "statement",
    "m": [
      "34A12"
    ],
    "u": "/math2/wiki/global-existence-for-globally-lipschitz-vector-fields/"
  },
  {
    "t": "0BFDHF2H7N",
    "n": "Weak law of large numbers",
    "a": [
      "khinchin-law",
      "bernoulli-law-of-large-numbers"
    ],
    "k": "statement",
    "m": [
      "60F05"
    ],
    "u": "/math2/wiki/weak-law-of-large-numbers/"
  },
  {
    "t": "0BFMR2FQ8B",
    "n": "Number of k-element subsets",
    "k": "statement",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/number-of-k-element-subsets/"
  },
  {
    "t": "0BFN21TF5F",
    "n": "Path independence of line integrals",
    "a": [
      "conservative-iff-path-independent"
    ],
    "k": "statement",
    "m": [
      "26B20"
    ],
    "u": "/math2/wiki/path-independence-of-line-integrals/"
  },
  {
    "t": "0BH9JH7HBY",
    "n": "Infinite limit",
    "k": "concept",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/infinite-limit/"
  },
  {
    "t": "0BJ6H85DRQ",
    "n": "Limit along different paths",
    "a": [
      "two-path-test"
    ],
    "k": "concept",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/limit-along-different-paths/"
  },
  {
    "t": "0BJBYCGMWE",
    "n": "A linear map is injective iff its kernel is trivial",
    "k": "statement",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/a-linear-map-is-injective-iff-its-kernel-is-trivial/"
  },
  {
    "t": "0BJDQ2HBH1",
    "n": "Tangent plane and normal vector of a surface",
    "k": "definition",
    "m": [
      "53A05"
    ],
    "u": "/math2/wiki/tangent-plane-and-normal-vector-of-a-surface-definition/"
  },
  {
    "t": "0BJKVF90Z6",
    "n": "Spanning set",
    "k": "definition",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/spanning-set-definition/"
  },
  {
    "t": "0BJR9QR08E",
    "n": "Subset",
    "a": [
      "inclusion",
      "superset",
      "proper-subset"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/subset/"
  },
  {
    "t": "0BJSWZJG18",
    "n": "Mertens' theorem on Cauchy products",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/mertens-theorem-on-cauchy-products/"
  },
  {
    "t": "0BJV24C4SY",
    "n": "Complex conjugate",
    "k": "definition",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/complex-conjugate-definition/"
  },
  {
    "t": "0BJVDCF38Y",
    "n": "Square root of a positive semidefinite matrix",
    "k": "concept",
    "m": [
      "15A16",
      "15B57"
    ],
    "u": "/math2/wiki/square-root-of-a-positive-semidefinite-matrix/"
  },
  {
    "t": "0BK6JBK58W",
    "n": "Continued fraction",
    "a": [
      "generalized-continued-fraction"
    ],
    "k": "definition",
    "m": [
      "11A55"
    ],
    "u": "/math2/wiki/continued-fraction-definition/"
  },
  {
    "t": "0BKDAGMGX9",
    "n": "Hölder's inequality for sums",
    "k": "statement",
    "m": [
      "26D15"
    ],
    "u": "/math2/wiki/holders-inequality-for-sums/"
  },
  {
    "t": "0BKJT6WG96",
    "n": "Number of divisors",
    "a": [
      "divisor-counting-function",
      "tau-function"
    ],
    "k": "definition",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/number-of-divisors-definition/"
  },
  {
    "t": "0BMVBHTWV2",
    "n": "Coordinate vector",
    "k": "definition",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/coordinate-vector-definition/"
  },
  {
    "t": "0BMXWXDVJZ",
    "n": "Fermat's little theorem in the form a^p = a",
    "k": "statement",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/fermats-little-theorem-in-the-form-a-p-a/"
  },
  {
    "t": "0BMY28TBSF",
    "n": "Uniformly Cauchy sequence of functions",
    "k": "concept",
    "m": [
      "40A30"
    ],
    "u": "/math2/wiki/uniformly-cauchy-sequence-of-functions/"
  },
  {
    "t": "0BMYPJBJH4",
    "n": "Line",
    "k": "definition",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/line-definition/"
  },
  {
    "t": "0BN2A6EBYA",
    "n": "Trees are bipartite",
    "k": "statement",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/trees-are-bipartite/"
  },
  {
    "t": "0BNEXSKNRV",
    "n": "Polynomial of an endomorphism",
    "k": "definition",
    "m": [
      "15A04",
      "15A54"
    ],
    "u": "/math2/wiki/polynomial-of-an-endomorphism-definition/"
  },
  {
    "t": "0BNPC9850Y",
    "n": "Trivial group",
    "a": [
      "zero-group"
    ],
    "k": "example",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/trivial-group/"
  },
  {
    "t": "0BPYRMHJ48",
    "n": "Universal set",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/universal-set-definition/"
  },
  {
    "t": "0BQAA2BK3Q",
    "n": "Eigenvalue",
    "k": "concept",
    "m": [
      "15A18"
    ],
    "u": "/math2/wiki/eigenvalue/"
  },
  {
    "t": "0BQMWCNS8S",
    "n": "Permutation",
    "k": "definition",
    "m": [
      "05A05"
    ],
    "u": "/math2/wiki/permutation-definition/"
  },
  {
    "t": "0BR3FY5Q8M",
    "n": "Quotient space",
    "k": "concept",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/quotient-space/"
  },
  {
    "t": "0BRBYRK6PA",
    "n": "Side-side-side congruence",
    "a": [
      "sss-congruence"
    ],
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/side-side-side-congruence/"
  },
  {
    "t": "0BRG85WXYC",
    "n": "Goursat's theorem",
    "a": [
      "goursat-lemma"
    ],
    "k": "statement",
    "m": [
      "30E20"
    ],
    "u": "/math2/wiki/goursats-theorem/"
  },
  {
    "t": "0BRHKKP333",
    "n": "Inverse element",
    "k": "definition",
    "m": [
      "08A02"
    ],
    "u": "/math2/wiki/inverse-element-definition/"
  },
  {
    "t": "0BRXFNQ5JV",
    "n": "Polar form",
    "a": [
      "polar-form-of-a-complex-number"
    ],
    "k": "statement",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/polar-form/"
  },
  {
    "t": "0BS0NJPKVE",
    "n": "Quotient rule",
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/quotient-rule/"
  },
  {
    "t": "0BS3RMX8HM",
    "n": "Multiplication rule",
    "a": [
      "chain-rule-of-probability",
      "general-product-rule"
    ],
    "k": "statement",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/multiplication-rule/"
  },
  {
    "t": "0BSCJA5G53",
    "n": "Additive group of integers",
    "a": [
      "integers-under-addition"
    ],
    "k": "example",
    "m": [
      "20K99"
    ],
    "u": "/math2/wiki/additive-group-of-integers/"
  },
  {
    "t": "0BSJ7RQ9BW",
    "n": "Set",
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/set/"
  },
  {
    "t": "0BSJSX7ME2",
    "n": "Dense set",
    "k": "concept",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/dense-set/"
  },
  {
    "t": "0BSJYCG7NM",
    "n": "Z[√-5] is not a UFD",
    "k": "counterexample",
    "m": [
      "11R11"
    ],
    "u": "/math2/wiki/z-5-is-not-a-ufd/"
  },
  {
    "t": "0BSQDZWF34",
    "n": "Riemann's theorem on removable singularities",
    "a": [
      "riemann-removable-singularity-theorem"
    ],
    "k": "statement",
    "m": [
      "30D30"
    ],
    "u": "/math2/wiki/riemanns-theorem-on-removable-singularities/"
  },
  {
    "t": "0BSW4T7THS",
    "n": "Polar coordinates",
    "a": [
      "polar-coordinate-system"
    ],
    "k": "concept",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/polar-coordinates/"
  },
  {
    "t": "0BSXRER81B",
    "n": "Squaring the circle",
    "a": [
      "quadrature-of-the-circle"
    ],
    "k": "problem",
    "m": [
      "51M15"
    ],
    "u": "/math2/wiki/squaring-the-circle/"
  },
  {
    "t": "0BT9BYWVRY",
    "n": "Minor",
    "k": "concept",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/minor/"
  },
  {
    "t": "0BTMQ04556",
    "n": "Supremum",
    "k": "definition",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/supremum-definition/"
  },
  {
    "t": "0BVHZXWKCD",
    "n": "Borel sigma-algebra",
    "k": "definition",
    "m": [
      "28A05"
    ],
    "u": "/math2/wiki/borel-sigma-algebra-definition/"
  },
  {
    "t": "0BVT6VSB3S",
    "n": "Trajectory",
    "k": "definition",
    "m": [
      "37C10",
      "34C05"
    ],
    "u": "/math2/wiki/trajectory-definition/"
  },
  {
    "t": "0BVTDM872V",
    "n": "Pythagorean theorem in an inner product space",
    "k": "statement",
    "m": [
      "46C05"
    ],
    "u": "/math2/wiki/pythagorean-theorem-in-an-inner-product-space/"
  },
  {
    "t": "0BVXADM10P",
    "n": "Matrix addition",
    "k": "definition",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/matrix-addition-definition/"
  },
  {
    "t": "0BW9N5CDSB",
    "n": "Antiderivative",
    "a": [
      "primitive-function"
    ],
    "k": "definition",
    "m": [
      "26A36"
    ],
    "u": "/math2/wiki/antiderivative-definition/"
  },
  {
    "t": "0BWDJGQYST",
    "n": "Characteristic polynomial of a linear recurrence",
    "k": "definition",
    "m": [
      "39A06"
    ],
    "u": "/math2/wiki/characteristic-polynomial-of-a-linear-recurrence-definition/"
  },
  {
    "t": "0BWGTN92FG",
    "n": "Bias of an estimator",
    "a": [
      "bias",
      "unbiased-estimator",
      "estimator-bias"
    ],
    "k": "concept",
    "m": [
      "62F10"
    ],
    "u": "/math2/wiki/bias-of-an-estimator/"
  },
  {
    "t": "0BWGW68B66",
    "n": "Uniform limits commute with integration",
    "k": "statement",
    "m": [
      "40A30",
      "26A42"
    ],
    "u": "/math2/wiki/uniform-limits-commute-with-integration/"
  },
  {
    "t": "0BWJTRE3X3",
    "n": "Box topology",
    "k": "concept",
    "m": [
      "54B10"
    ],
    "u": "/math2/wiki/box-topology/"
  },
  {
    "t": "0BWXV7GADW",
    "n": "Power series converge uniformly on smaller discs inside the radius of convergence",
    "k": "statement",
    "m": [
      "30B10",
      "40A30"
    ],
    "u": "/math2/wiki/power-series-converge-uniformly-on-smaller-discs-inside-the-radius-of-convergence/"
  },
  {
    "t": "0BXA4Q0JHW",
    "n": "Ring of integers",
    "k": "statement",
    "m": [
      "13A99"
    ],
    "u": "/math2/wiki/ring-of-integers/"
  },
  {
    "t": "0BXBADR94C",
    "n": "Implicit function theorem",
    "a": [
      "implicit-function-theorem"
    ],
    "k": "statement",
    "m": [
      "26B10"
    ],
    "u": "/math2/wiki/implicit-function-theorem/"
  },
  {
    "t": "0BXE0S1XER",
    "n": "Having a gradient",
    "k": "definition",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/having-a-gradient/"
  },
  {
    "t": "0BXEZV83GY",
    "n": "Minimal element",
    "k": "concept",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/minimal-element/"
  },
  {
    "t": "0BXNDZFQME",
    "n": "Cantor set",
    "a": [
      "cantor-ternary-set"
    ],
    "k": "example",
    "m": [
      "54F65"
    ],
    "u": "/math2/wiki/cantor-set/"
  },
  {
    "t": "0BY52JW6NK",
    "n": "Complete metric space",
    "a": [
      "complete-space"
    ],
    "k": "concept",
    "m": [
      "54E50"
    ],
    "u": "/math2/wiki/complete-metric-space/"
  },
  {
    "t": "0BY5FTHEEE",
    "n": "Slopes of a convex function are increasing",
    "k": "statement",
    "m": [
      "26A51"
    ],
    "u": "/math2/wiki/slopes-of-a-convex-function-are-increasing/"
  },
  {
    "t": "0BY7GN3449",
    "n": "Generalized pigeonhole principle",
    "k": "statement",
    "m": [
      "05A05"
    ],
    "u": "/math2/wiki/generalized-pigeonhole-principle/"
  },
  {
    "t": "0BYTQ4X1HC",
    "n": "Least squares",
    "k": "concept",
    "m": [
      "65F20",
      "15A06"
    ],
    "u": "/math2/wiki/least-squares/"
  },
  {
    "t": "0BYWRWFT4F",
    "n": "Antiderivative",
    "k": "concept",
    "m": [
      "26A36"
    ],
    "u": "/math2/wiki/antiderivative/"
  },
  {
    "t": "0BYX1D7C2E",
    "n": "Clique",
    "k": "concept",
    "m": [
      "05C69"
    ],
    "u": "/math2/wiki/clique/"
  },
  {
    "t": "0BYZTFM0DJ",
    "n": "Zero derivative on a connected open set implies constant",
    "k": "statement",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/zero-derivative-on-a-connected-open-set-implies-constant/"
  },
  {
    "t": "0BZ81AJNWF",
    "n": "Characteristic polynomial of a linear map",
    "k": "definition",
    "m": [
      "15A04",
      "15A18"
    ],
    "u": "/math2/wiki/characteristic-polynomial-of-a-linear-map-definition/"
  },
  {
    "t": "0BZQ6ZX584",
    "n": "Addition rule for two events",
    "a": [
      "inclusion-exclusion-for-two-events"
    ],
    "k": "statement",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/addition-rule-for-two-events/"
  },
  {
    "t": "0BZVNWJ352",
    "n": "Order of the dihedral group",
    "k": "statement",
    "m": [
      "20B25"
    ],
    "u": "/math2/wiki/order-of-the-dihedral-group/"
  },
  {
    "t": "0C019SDTER",
    "n": "Recurrence for Stirling numbers of the second kind",
    "k": "statement",
    "m": [
      "11B73"
    ],
    "u": "/math2/wiki/recurrence-for-stirling-numbers-of-the-second-kind/"
  },
  {
    "t": "0C08BQ3M05",
    "n": "Laplace expansion along a row",
    "a": [
      "cofactor-expansion"
    ],
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/laplace-expansion-along-a-row/"
  },
  {
    "t": "0C08YMV95H",
    "n": "Random walk",
    "k": "definition",
    "m": [
      "60G50"
    ],
    "u": "/math2/wiki/random-walk-definition/"
  },
  {
    "t": "0C093D1T4M",
    "n": "Simple group",
    "k": "definition",
    "m": [
      "20E32"
    ],
    "u": "/math2/wiki/simple-group-definition/"
  },
  {
    "t": "0C0KPAKK9Y",
    "n": "Separately continuous but not continuous function",
    "k": "counterexample",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/separately-continuous-but-not-continuous-function/"
  },
  {
    "t": "0C12P4W4RH",
    "n": "Density of the normal distribution",
    "a": [
      "gaussian-density",
      "gaussian-function"
    ],
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/density-of-the-normal-distribution/"
  },
  {
    "t": "0C13E623WD",
    "n": "Linear maps on finite-dimensional spaces are continuous",
    "k": "statement",
    "m": [
      "47B01"
    ],
    "u": "/math2/wiki/linear-maps-on-finite-dimensional-spaces-are-continuous/"
  },
  {
    "t": "0C1VYVNV2N",
    "n": "pi",
    "a": [
      "archimedes-constant"
    ],
    "k": "object",
    "m": [
      "11Y60",
      "33B10"
    ],
    "u": "/math2/wiki/pi/"
  },
  {
    "t": "0C1Y04SZ1W",
    "n": "Finite extension",
    "k": "concept",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/finite-extension/"
  },
  {
    "t": "0C21Q694AG",
    "n": "Family of sets",
    "a": [
      "indexed-family-of-sets",
      "collection-of-sets"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/family-of-sets/"
  },
  {
    "t": "0C21RZG5V2",
    "n": "Random variable with a density",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/random-variable-with-a-density-definition/"
  },
  {
    "t": "0C28RT5BG7",
    "n": "Rectifiable curve",
    "k": "definition",
    "m": [
      "26A45"
    ],
    "u": "/math2/wiki/rectifiable-curve-definition/"
  },
  {
    "t": "0C2AKPDCD9",
    "n": "Hamiltonian system",
    "k": "definition",
    "m": [
      "37J06",
      "70H05"
    ],
    "u": "/math2/wiki/hamiltonian-system-definition/"
  },
  {
    "t": "0C2F40MEBC",
    "n": "Determinant is the product of the eigenvalues",
    "k": "statement",
    "m": [
      "15A15",
      "15A18"
    ],
    "u": "/math2/wiki/determinant-is-the-product-of-the-eigenvalues/"
  },
  {
    "t": "0C2TQMW5A1",
    "n": "Dual map",
    "k": "definition",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/dual-map-definition/"
  },
  {
    "t": "0C32J27WQC",
    "n": "Associativity of addition",
    "k": "statement",
    "m": [
      "03F30"
    ],
    "u": "/math2/wiki/associativity-of-addition/"
  },
  {
    "t": "0C38S0KMJK",
    "n": "Interior",
    "k": "definition",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/interior-definition/"
  },
  {
    "t": "0C3CFHDN6R",
    "n": "Determinant",
    "k": "definition",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/determinant-definition/"
  },
  {
    "t": "0C3PN4075R",
    "n": "Euler product formula",
    "k": "statement",
    "m": [
      "11M06"
    ],
    "u": "/math2/wiki/euler-product-formula/"
  },
  {
    "t": "0C3QBCR46M",
    "n": "Monic polynomial",
    "k": "concept",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/monic-polynomial/"
  },
  {
    "t": "0C4JS9RF5M",
    "n": "Integers",
    "a": [
      "integer",
      "set-of-integers"
    ],
    "k": "object",
    "m": [
      "11A99"
    ],
    "u": "/math2/wiki/integers/"
  },
  {
    "t": "0C4NT4GT3X",
    "n": "Eigenvalues of a self-adjoint operator are real",
    "k": "statement",
    "m": [
      "47B15",
      "15A18"
    ],
    "u": "/math2/wiki/eigenvalues-of-a-self-adjoint-operator-are-real/"
  },
  {
    "t": "0C4VWBFY73",
    "n": "Bernstein polynomial",
    "k": "definition",
    "m": [
      "41A10"
    ],
    "u": "/math2/wiki/bernstein-polynomial-definition/"
  },
  {
    "t": "0C4YEQ9H5E",
    "n": "Inclusion–exclusion for two sets",
    "k": "statement",
    "m": [
      "05A05"
    ],
    "u": "/math2/wiki/inclusion-exclusion-for-two-sets/"
  },
  {
    "t": "0C5BFX94J9",
    "n": "Recurrence for Stirling numbers of the first kind",
    "k": "statement",
    "m": [
      "11B73"
    ],
    "u": "/math2/wiki/recurrence-for-stirling-numbers-of-the-first-kind/"
  },
  {
    "t": "0C5M7AM6FH",
    "n": "Chromatic number",
    "k": "definition",
    "m": [
      "05C15"
    ],
    "u": "/math2/wiki/chromatic-number-definition/"
  },
  {
    "t": "0C5PREPZWG",
    "n": "Hyperbolic equilibrium point",
    "a": [
      "hyperbolic-fixed-point"
    ],
    "k": "definition",
    "m": [
      "34C05",
      "37C75"
    ],
    "u": "/math2/wiki/hyperbolic-equilibrium-point-definition/"
  },
  {
    "t": "0C5RDJE73X",
    "n": "Number of subsets of a finite set",
    "k": "statement",
    "m": [
      "05A05"
    ],
    "u": "/math2/wiki/number-of-subsets-of-a-finite-set/"
  },
  {
    "t": "0C5SR4FC74",
    "n": "Codomain",
    "a": [
      "target"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/codomain/"
  },
  {
    "t": "0C5TP6RYSV",
    "n": "Polynomial functions are continuous",
    "k": "statement",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/polynomial-functions-are-continuous/"
  },
  {
    "t": "0C62PZXX02",
    "n": "Multigraph",
    "k": "concept",
    "m": [
      "05C99"
    ],
    "u": "/math2/wiki/multigraph/"
  },
  {
    "t": "0C6J8BQXVR",
    "n": "Uncorrelated random variables that are not independent",
    "a": [
      "uncorrelated-does-not-imply-independent"
    ],
    "k": "counterexample",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/uncorrelated-random-variables-that-are-not-independent/"
  },
  {
    "t": "0C6THFRMZR",
    "n": "Tangent line to a circle",
    "k": "definition",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/tangent-line-to-a-circle-definition/"
  },
  {
    "t": "0C81YBVTWH",
    "n": "Cartesian product",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/cartesian-product-definition/"
  },
  {
    "t": "0C8BR8XRTR",
    "n": "Normal operator",
    "k": "concept",
    "m": [
      "47B15",
      "15A04"
    ],
    "u": "/math2/wiki/normal-operator/"
  },
  {
    "t": "0C8QENHYZW",
    "n": "Möbius function",
    "k": "definition",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/mobius-function-definition/"
  },
  {
    "t": "0C8WYW4KYQ",
    "n": "Greatest common divisor",
    "k": "concept",
    "m": [
      "11A05"
    ],
    "u": "/math2/wiki/greatest-common-divisor/"
  },
  {
    "t": "0C95TG69SG",
    "n": "Euclidean distance",
    "k": "definition",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/euclidean-distance-definition/"
  },
  {
    "t": "0C9CMCN9BQ",
    "n": "Contractive sequence",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/contractive-sequence/"
  },
  {
    "t": "0C9J6W2A8A",
    "n": "Rooted tree",
    "k": "definition",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/rooted-tree-definition/"
  },
  {
    "t": "0C9MZY2RNA",
    "n": "Altitude of a triangle",
    "a": [
      "height-of-a-triangle"
    ],
    "k": "concept",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/altitude-of-a-triangle/"
  },
  {
    "t": "0C9S13WKMF",
    "n": "Reverse triangle inequality",
    "k": "statement",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/reverse-triangle-inequality/"
  },
  {
    "t": "0C9ZKYSPYR",
    "n": "The kernel is a normal subgroup",
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/the-kernel-is-a-normal-subgroup/"
  },
  {
    "t": "0CARW59WD2",
    "n": "Sequential compactness",
    "k": "definition",
    "m": [
      "54D30"
    ],
    "u": "/math2/wiki/sequential-compactness-definition/"
  },
  {
    "t": "0CB0DX5BVV",
    "n": "Normal subgroup",
    "a": [
      "invariant-subgroup"
    ],
    "k": "concept",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/normal-subgroup/"
  },
  {
    "t": "0CBAB9QQ9X",
    "n": "Complex numbers as pairs of reals",
    "k": "concept",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/complex-numbers-as-pairs-of-reals/"
  },
  {
    "t": "0CBQVVNBMP",
    "n": "Kurtosis",
    "k": "definition",
    "m": [
      "62E10"
    ],
    "u": "/math2/wiki/kurtosis-definition/"
  },
  {
    "t": "0CBRFQ7DVZ",
    "n": "Normal extension",
    "k": "definition",
    "m": [
      "12F10"
    ],
    "u": "/math2/wiki/normal-extension-definition/"
  },
  {
    "t": "0CC4VC7KR3",
    "n": "Logistic equation",
    "a": [
      "verhulst-equation"
    ],
    "k": "example",
    "m": [
      "92D25"
    ],
    "u": "/math2/wiki/logistic-equation/"
  },
  {
    "t": "0CC56MJ4FG",
    "n": "Harmonic conjugate",
    "k": "definition",
    "m": [
      "31A05"
    ],
    "u": "/math2/wiki/harmonic-conjugate-definition/"
  },
  {
    "t": "0CCPN09EMJ",
    "n": "Discriminant of a polynomial",
    "k": "definition",
    "m": [
      "12E05"
    ],
    "u": "/math2/wiki/discriminant-of-a-polynomial-definition/"
  },
  {
    "t": "0CCQV3884B",
    "n": "Matrix–vector product",
    "k": "definition",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/matrix-vector-product-definition/"
  },
  {
    "t": "0CD87SFM2N",
    "n": "Two-sided ideal",
    "k": "concept",
    "m": [
      "16D25"
    ],
    "u": "/math2/wiki/two-sided-ideal/"
  },
  {
    "t": "0CDAHW576M",
    "n": "A finite field of order q is the splitting field of x^q - x",
    "k": "statement",
    "m": [
      "12E20"
    ],
    "u": "/math2/wiki/a-finite-field-of-order-q-is-the-splitting-field-of-x-q-x/"
  },
  {
    "t": "0CDMXGPSES",
    "n": "Riemann sphere",
    "k": "definition",
    "m": [
      "30F10"
    ],
    "u": "/math2/wiki/riemann-sphere-definition/"
  },
  {
    "t": "0CDVDGWGEG",
    "n": "Degrees along an Eulerian trail",
    "k": "statement",
    "m": [
      "05C45"
    ],
    "u": "/math2/wiki/degrees-along-an-eulerian-trail/"
  },
  {
    "t": "0CDVK9RQBH",
    "n": "Martingale",
    "k": "definition",
    "m": [
      "60G42"
    ],
    "u": "/math2/wiki/martingale-definition/"
  },
  {
    "t": "0CDWKDYWN6",
    "n": "Universal property of the free group",
    "k": "statement",
    "m": [
      "20E05"
    ],
    "u": "/math2/wiki/universal-property-of-the-free-group/"
  },
  {
    "t": "0CDZ684TCD",
    "n": "Work done by a force field",
    "a": [
      "work-of-a-force"
    ],
    "k": "concept",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/work-done-by-a-force-field/"
  },
  {
    "t": "0CE768XNVP",
    "n": "Arctangent",
    "k": "concept",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/arctangent/"
  },
  {
    "t": "0CEAT3418X",
    "n": "Conic section",
    "k": "definition",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/conic-section-definition/"
  },
  {
    "t": "0CEBCS0E0E",
    "n": "Number of permutations",
    "k": "statement",
    "m": [
      "05A05"
    ],
    "u": "/math2/wiki/number-of-permutations/"
  },
  {
    "t": "0CEC45PRJN",
    "n": "Modular multiplicative inverse",
    "k": "concept",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/modular-multiplicative-inverse/"
  },
  {
    "t": "0CEGEASY49",
    "n": "Zero of a holomorphic function",
    "k": "definition",
    "m": [
      "30C15"
    ],
    "u": "/math2/wiki/zero-of-a-holomorphic-function-definition/"
  },
  {
    "t": "0CES91M79A",
    "n": "Polynomials in several variables",
    "k": "definition",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/polynomials-in-several-variables-definition/"
  },
  {
    "t": "0CEX9BRXRZ",
    "n": "Classification of complex quadratic forms",
    "k": "statement",
    "m": [
      "11E04",
      "15A63"
    ],
    "u": "/math2/wiki/classification-of-complex-quadratic-forms/"
  },
  {
    "t": "0CF0XGYHNJ",
    "n": "exp(2 pi i/n) is a primitive root of unity",
    "k": "statement",
    "m": [
      "11R18"
    ],
    "u": "/math2/wiki/exp-2-pi-i-n-is-a-primitive-root-of-unity/"
  },
  {
    "t": "0CGCPX8Z70",
    "n": "Frobenius automorphism of a finite field",
    "k": "concept",
    "m": [
      "12E20"
    ],
    "u": "/math2/wiki/frobenius-automorphism-of-a-finite-field/"
  },
  {
    "t": "0CGYNDCWRR",
    "n": "Special orthogonal group",
    "k": "object",
    "m": [
      "15B10",
      "20G20"
    ],
    "u": "/math2/wiki/special-orthogonal-group/"
  },
  {
    "t": "0CH4VG15RE",
    "n": "Disc of convergence",
    "a": [
      "disk-of-convergence",
      "radius-of-convergence"
    ],
    "k": "concept",
    "m": [
      "30B10"
    ],
    "u": "/math2/wiki/disc-of-convergence/"
  },
  {
    "t": "0CHE3J7QMX",
    "n": "Irreducible elements need not be prime",
    "k": "counterexample",
    "m": [
      "13A05"
    ],
    "u": "/math2/wiki/irreducible-elements-need-not-be-prime/"
  },
  {
    "t": "0CHQKZFK5S",
    "n": "Division algorithm",
    "a": [
      "euclidean-division",
      "division-with-remainder"
    ],
    "k": "statement",
    "m": [
      "11A05"
    ],
    "u": "/math2/wiki/division-algorithm/"
  },
  {
    "t": "0CHR35YNJQ",
    "n": "Subbasis",
    "k": "definition",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/subbasis-definition/"
  },
  {
    "t": "0CHS7RBD39",
    "n": "Euclidean domain",
    "k": "concept",
    "m": [
      "13F07"
    ],
    "u": "/math2/wiki/euclidean-domain/"
  },
  {
    "t": "0CKGBEJX6B",
    "n": "Finite subgroups of the multiplicative group of a field are cyclic",
    "k": "statement",
    "m": [
      "12E20"
    ],
    "u": "/math2/wiki/finite-subgroups-of-the-multiplicative-group-of-a-field-are-cyclic/"
  },
  {
    "t": "0CMC2KAXFS",
    "n": "Cyclic quadrilateral",
    "k": "definition",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/cyclic-quadrilateral-definition/"
  },
  {
    "t": "0CMD0BCH8T",
    "n": "Principal ideal domain",
    "a": [
      "pid"
    ],
    "k": "concept",
    "m": [
      "13F10"
    ],
    "u": "/math2/wiki/principal-ideal-domain/"
  },
  {
    "t": "0CMHSGTWXB",
    "n": "Equivalent matrices",
    "k": "concept",
    "m": [
      "15A21"
    ],
    "u": "/math2/wiki/equivalent-matrices/"
  },
  {
    "t": "0CN97GADE5",
    "n": "Abel's test",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/abels-test/"
  },
  {
    "t": "0CNQXVBHCX",
    "n": "Topological space",
    "k": "definition",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/topological-space-definition/"
  },
  {
    "t": "0CP5NDD21C",
    "n": "First-countable space",
    "a": [
      "first-axiom-of-countability"
    ],
    "k": "concept",
    "m": [
      "54D70"
    ],
    "u": "/math2/wiki/first-countable-space/"
  },
  {
    "t": "0CP7YY6NAG",
    "n": "Square matrix",
    "k": "definition",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/square-matrix-definition/"
  },
  {
    "t": "0CQ357M0QS",
    "n": "Impossibility of doubling the cube",
    "k": "statement",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/impossibility-of-doubling-the-cube/"
  },
  {
    "t": "0CQ9ZM383N",
    "n": "Absolute value is continuous but not differentiable at 0",
    "k": "counterexample",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/absolute-value-is-continuous-but-not-differentiable-at-0/"
  },
  {
    "t": "0CQHFPGJ45",
    "n": "Topological space",
    "a": [
      "topology"
    ],
    "k": "concept",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/topological-space/"
  },
  {
    "t": "0CQQG3DEW9",
    "n": "Bernoulli process",
    "k": "concept",
    "m": [
      "60G50"
    ],
    "u": "/math2/wiki/bernoulli-process/"
  },
  {
    "t": "0CQW20XGFW",
    "n": "Parabola",
    "k": "definition",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/parabola-definition/"
  },
  {
    "t": "0CRMGPAH83",
    "n": "Linear independence",
    "k": "concept",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/linear-independence/"
  },
  {
    "t": "0CS42KEM5C",
    "n": "Uniform convergence of derivatives allows term-by-term differentiation",
    "k": "statement",
    "m": [
      "40A30",
      "26A24"
    ],
    "u": "/math2/wiki/uniform-convergence-of-derivatives-allows-term-by-term-differentiation/"
  },
  {
    "t": "0CT6CBGTYY",
    "n": "Exponential growth beats polynomial growth",
    "k": "statement",
    "m": [
      "26A12",
      "33B10"
    ],
    "u": "/math2/wiki/exponential-growth-beats-polynomial-growth/"
  },
  {
    "t": "0CTE7A31XQ",
    "n": "Complex plane",
    "a": [
      "argand-diagram",
      "argand-plane",
      "gauss-plane"
    ],
    "k": "concept",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/complex-plane/"
  },
  {
    "t": "0CTM1EHG9P",
    "n": "Box topology",
    "k": "definition",
    "m": [
      "54B10"
    ],
    "u": "/math2/wiki/box-topology-definition/"
  },
  {
    "t": "0CTNFGYMM2",
    "n": "Triangle",
    "k": "concept",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/triangle/"
  },
  {
    "t": "0CTV783HYT",
    "n": "Real sequence",
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/real-sequence-definition/"
  },
  {
    "t": "0CV69WDRXW",
    "n": "Partition function",
    "k": "concept",
    "m": [
      "11P81"
    ],
    "u": "/math2/wiki/partition-function/"
  },
  {
    "t": "0CVVKY7GY2",
    "n": "Convergent series",
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/convergent-series-definition/"
  },
  {
    "t": "0CW52NV5TC",
    "n": "Annulus",
    "a": [
      "annular-region",
      "ring-domain"
    ],
    "k": "concept",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/annulus/"
  },
  {
    "t": "0CWDVN132S",
    "n": "Arccosine",
    "k": "concept",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/arccosine/"
  },
  {
    "t": "0CWK2NFSEW",
    "n": "Improper multiple integral",
    "a": [
      "improper-double-integral"
    ],
    "k": "concept",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/improper-multiple-integral/"
  },
  {
    "t": "0CWXCWP0Y0",
    "n": "Automorphism group",
    "a": [
      "group-of-automorphisms"
    ],
    "k": "definition",
    "m": [
      "20F28"
    ],
    "u": "/math2/wiki/automorphism-group-definition/"
  },
  {
    "t": "0CX86CR8JV",
    "n": "Integrating factor for a non-exact equation",
    "k": "concept",
    "m": [
      "34A05"
    ],
    "u": "/math2/wiki/integrating-factor-for-a-non-exact-equation/"
  },
  {
    "t": "0CXTMAY5PX",
    "n": "Harmonic series",
    "k": "example",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/harmonic-series/"
  },
  {
    "t": "0CXXJNG5B6",
    "n": "First isomorphism theorem",
    "a": [
      "fundamental-theorem-on-homomorphisms"
    ],
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/first-isomorphism-theorem/"
  },
  {
    "t": "0CXZ217QDP",
    "n": "Linearity of the derivative",
    "k": "statement",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/linearity-of-the-derivative/"
  },
  {
    "t": "0CYRECG2YQ",
    "n": "Transitive relation",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/transitive-relation-definition/"
  },
  {
    "t": "0CYYAF8AD2",
    "n": "Derivative of a continuous linear map",
    "k": "statement",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/derivative-of-a-continuous-linear-map/"
  },
  {
    "t": "0CZA0NCFWP",
    "n": "Singular solution",
    "k": "definition",
    "m": [
      "34A09"
    ],
    "u": "/math2/wiki/singular-solution-definition/"
  },
  {
    "t": "0CZRT49QNG",
    "n": "Contractive sequence",
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/contractive-sequence-definition/"
  },
  {
    "t": "0D032NSZKY",
    "n": "Closed curve",
    "k": "definition",
    "m": [
      "53A04"
    ],
    "u": "/math2/wiki/closed-curve-definition/"
  },
  {
    "t": "0D0GBNDKDH",
    "n": "Martingale",
    "a": [
      "martingale-probability-theory"
    ],
    "k": "concept",
    "m": [
      "60G42"
    ],
    "u": "/math2/wiki/martingale/"
  },
  {
    "t": "0D0SMQYEJA",
    "n": "Fibonacci recurrence",
    "k": "statement",
    "m": [
      "11B39"
    ],
    "u": "/math2/wiki/fibonacci-recurrence/"
  },
  {
    "t": "0D198GPMTJ",
    "n": "Dense set",
    "a": [
      "dense-subset"
    ],
    "k": "definition",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/dense-set-definition/"
  },
  {
    "t": "0D1AHYPM8N",
    "n": "Tautology",
    "k": "definition",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/tautology-definition/"
  },
  {
    "t": "0D1C9Y1EXA",
    "n": "Complex differentiability",
    "k": "definition",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/complex-differentiability-definition/"
  },
  {
    "t": "0D1NY1ARDR",
    "n": "Geometric sequence",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/geometric-sequence/"
  },
  {
    "t": "0D1R4SVMBQ",
    "n": "Correspondence theorem for rings",
    "a": [
      "fourth-isomorphism-theorem-for-rings",
      "lattice-theorem-for-rings"
    ],
    "k": "statement",
    "m": [
      "16D25"
    ],
    "u": "/math2/wiki/correspondence-theorem-for-rings/"
  },
  {
    "t": "0D1VWQGZZ7",
    "n": "Conjugate elements",
    "a": [
      "conjugacy"
    ],
    "k": "definition",
    "m": [
      "20E45"
    ],
    "u": "/math2/wiki/conjugate-elements-definition/"
  },
  {
    "t": "0D2MXBV21T",
    "n": "Restriction of a function",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/restriction-of-a-function-definition/"
  },
  {
    "t": "0D2W7FS52T",
    "n": "A set is closed iff it equals its closure",
    "k": "statement",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/a-set-is-closed-iff-it-equals-its-closure/"
  },
  {
    "t": "0D2Y6G4C4S",
    "n": "Harmonic number",
    "k": "definition",
    "m": [
      "11B83"
    ],
    "u": "/math2/wiki/harmonic-number-definition/"
  },
  {
    "t": "0D37QFPEZE",
    "n": "Integration by substitution",
    "a": [
      "change-of-variables-formula"
    ],
    "k": "statement",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/integration-by-substitution/"
  },
  {
    "t": "0D3PFXEAKF",
    "n": "Consecutive Fibonacci numbers are coprime",
    "k": "statement",
    "m": [
      "11B39"
    ],
    "u": "/math2/wiki/consecutive-fibonacci-numbers-are-coprime/"
  },
  {
    "t": "0D3WA36K2Q",
    "n": "Order isomorphism",
    "a": [
      "order-isomorphic"
    ],
    "k": "concept",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/order-isomorphism/"
  },
  {
    "t": "0D430QR02W",
    "n": "Rouché's theorem",
    "a": [
      "rouche-theorem"
    ],
    "k": "statement",
    "m": [
      "30C15"
    ],
    "u": "/math2/wiki/rouches-theorem/"
  },
  {
    "t": "0D474C7ES1",
    "n": "Convergents of a continued fraction",
    "k": "concept",
    "m": [
      "11A55"
    ],
    "u": "/math2/wiki/convergents-of-a-continued-fraction/"
  },
  {
    "t": "0D5KR33H7X",
    "n": "Baire space",
    "k": "definition",
    "m": [
      "54E52"
    ],
    "u": "/math2/wiki/baire-space-definition/"
  },
  {
    "t": "0D5YHQGDJY",
    "n": "Subspace topology",
    "k": "definition",
    "m": [
      "54B05"
    ],
    "u": "/math2/wiki/subspace-topology-definition/"
  },
  {
    "t": "0D6FCW80A0",
    "n": "A continuous injective function on an interval is strictly monotone",
    "k": "statement",
    "m": [
      "26A48"
    ],
    "u": "/math2/wiki/a-continuous-injective-function-on-an-interval-is-strictly-monotone/"
  },
  {
    "t": "0D6J4B671D",
    "n": "Probability mass function",
    "a": [
      "pmf",
      "frequency-function",
      "discrete-density"
    ],
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/probability-mass-function/"
  },
  {
    "t": "0D6KH8Y59N",
    "n": "Polynomial ring over a UFD is a UFD",
    "k": "statement",
    "m": [
      "13F15"
    ],
    "u": "/math2/wiki/polynomial-ring-over-a-ufd-is-a-ufd/"
  },
  {
    "t": "0D6KXBHKC0",
    "n": "Power series in the complex plane",
    "a": [
      "complex-power-series",
      "power-series"
    ],
    "k": "concept",
    "m": [
      "30B10"
    ],
    "u": "/math2/wiki/power-series-in-the-complex-plane/"
  },
  {
    "t": "0D6RMJ10M9",
    "n": "Unitary matrix",
    "k": "definition",
    "m": [
      "15B57",
      "15A21"
    ],
    "u": "/math2/wiki/unitary-matrix-definition/"
  },
  {
    "t": "0D6WHTTH7T",
    "n": "Conjugate subgroup",
    "k": "definition",
    "m": [
      "20E45"
    ],
    "u": "/math2/wiki/conjugate-subgroup-definition/"
  },
  {
    "t": "0D752BG155",
    "n": "Zero is not a successor",
    "k": "statement",
    "m": [
      "03F30"
    ],
    "u": "/math2/wiki/zero-is-not-a-successor/"
  },
  {
    "t": "0D7EZ10V2R",
    "n": "Binary tree",
    "k": "concept",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/binary-tree/"
  },
  {
    "t": "0D7GRZ2ADX",
    "n": "The exponential function is convex",
    "k": "statement",
    "m": [
      "26A51"
    ],
    "u": "/math2/wiki/the-exponential-function-is-convex/"
  },
  {
    "t": "0D81KWH9ZM",
    "n": "Bridge",
    "k": "definition",
    "m": [
      "05C40"
    ],
    "u": "/math2/wiki/bridge-definition/"
  },
  {
    "t": "0D86GJEZ39",
    "n": "Variance of a sum",
    "k": "statement",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/variance-of-a-sum/"
  },
  {
    "t": "0D8HE681SC",
    "n": "Construction of the reals from Cauchy sequences",
    "k": "concept",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/construction-of-the-reals-from-cauchy-sequences/"
  },
  {
    "t": "0D8T984XEE",
    "n": "Limits are unique in Hausdorff spaces",
    "k": "statement",
    "m": [
      "54D10"
    ],
    "u": "/math2/wiki/limits-are-unique-in-hausdorff-spaces/"
  },
  {
    "t": "0D939CMME7",
    "n": "Connected space",
    "k": "definition",
    "m": [
      "54D05"
    ],
    "u": "/math2/wiki/connected-space-definition/"
  },
  {
    "t": "0D98771SM0",
    "n": "Tangent vector of a curve",
    "k": "definition",
    "m": [
      "53A04"
    ],
    "u": "/math2/wiki/tangent-vector-of-a-curve-definition/"
  },
  {
    "t": "0D9NDGE9KP",
    "n": "Uniqueness of inverses",
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/uniqueness-of-inverses/"
  },
  {
    "t": "0DAECMZVRT",
    "n": "Straightedge and compass construction",
    "a": [
      "ruler-and-compass-construction",
      "compass-and-straightedge-construction"
    ],
    "k": "concept",
    "m": [
      "51M15"
    ],
    "u": "/math2/wiki/straightedge-and-compass-construction/"
  },
  {
    "t": "0DAMHCT17R",
    "n": "Euler's totient function",
    "k": "concept",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/eulers-totient-function/"
  },
  {
    "t": "0DAX8PMAJ4",
    "n": "Probability axioms",
    "a": [
      "kolmogorov-axioms"
    ],
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/probability-axioms/"
  },
  {
    "t": "0DB0R4N5XX",
    "n": "Mean of the geometric distribution",
    "k": "statement",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/mean-of-the-geometric-distribution/"
  },
  {
    "t": "0DBTE6HVBD",
    "n": "Matrix of the adjoint is the conjugate transpose",
    "k": "statement",
    "m": [
      "15A04",
      "47A05"
    ],
    "u": "/math2/wiki/matrix-of-the-adjoint-is-the-conjugate-transpose/"
  },
  {
    "t": "0DBWXQRXQJ",
    "n": "Torsion subgroup",
    "k": "concept",
    "m": [
      "20K10"
    ],
    "u": "/math2/wiki/torsion-subgroup/"
  },
  {
    "t": "0DC3MPR7C9",
    "n": "Open ball",
    "k": "definition",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/open-ball-definition/"
  },
  {
    "t": "0DCT0QZVQ1",
    "n": "Expected value",
    "k": "definition",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/expected-value-definition/"
  },
  {
    "t": "0DDA6CY7GJ",
    "n": "Two-sided ideal",
    "k": "definition",
    "m": [
      "16D25"
    ],
    "u": "/math2/wiki/two-sided-ideal-definition/"
  },
  {
    "t": "0DDPZAG5ER",
    "n": "Right inverse",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/right-inverse-definition/"
  },
  {
    "t": "0DE5R5EB4D",
    "n": "Elementary row operations",
    "k": "definition",
    "m": [
      "15A06"
    ],
    "u": "/math2/wiki/elementary-row-operations-definition/"
  },
  {
    "t": "0DEB0JMN0W",
    "n": "Harmonic function",
    "a": [
      "solution-of-laplace-equation"
    ],
    "k": "concept",
    "m": [
      "31B05"
    ],
    "u": "/math2/wiki/harmonic-function/"
  },
  {
    "t": "0DEBXAJ5SA",
    "n": "Conjugacy class",
    "k": "concept",
    "m": [
      "20E45"
    ],
    "u": "/math2/wiki/conjugacy-class/"
  },
  {
    "t": "0DFT1GP1JP",
    "n": "Gaussian integral",
    "a": [
      "euler-poisson-integral"
    ],
    "k": "example",
    "m": [
      "26A42",
      "40A10"
    ],
    "u": "/math2/wiki/gaussian-integral/"
  },
  {
    "t": "0DFWHQ839T",
    "n": "Strong law of large numbers",
    "a": [
      "kolmogorov-strong-law"
    ],
    "k": "statement",
    "m": [
      "60F15"
    ],
    "u": "/math2/wiki/strong-law-of-large-numbers/"
  },
  {
    "t": "0DFYTNZ6AM",
    "n": "Finite extensions are algebraic",
    "k": "statement",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/finite-extensions-are-algebraic/"
  },
  {
    "t": "0DFZNHJ0S2",
    "n": "Commutativity of addition",
    "k": "statement",
    "m": [
      "03F30"
    ],
    "u": "/math2/wiki/commutativity-of-addition/"
  },
  {
    "t": "0DG0Z72CQD",
    "n": "Holomorphic function",
    "k": "definition",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/holomorphic-function-definition/"
  },
  {
    "t": "0DG10TVYPN",
    "n": "Cauchy's integral formula",
    "a": [
      "cauchy-integral-formula"
    ],
    "k": "statement",
    "m": [
      "30E20"
    ],
    "u": "/math2/wiki/cauchys-integral-formula/"
  },
  {
    "t": "0DGDS5XY84",
    "n": "Alternating bilinear form",
    "k": "concept",
    "m": [
      "15A63"
    ],
    "u": "/math2/wiki/alternating-bilinear-form/"
  },
  {
    "t": "0DGZBQWZWN",
    "n": "Spectral theorem for Hermitian matrices",
    "k": "statement",
    "m": [
      "15A18",
      "15B57"
    ],
    "u": "/math2/wiki/spectral-theorem-for-hermitian-matrices/"
  },
  {
    "t": "0DH7HMXP9F",
    "n": "Order of a permutation is the lcm of its cycle lengths",
    "k": "statement",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/order-of-a-permutation-is-the-lcm-of-its-cycle-lengths/"
  },
  {
    "t": "0DJ8W3HP2D",
    "n": "Covariance",
    "k": "definition",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/covariance-definition/"
  },
  {
    "t": "0DJ9Y9V610",
    "n": "Upper central series",
    "a": [
      "ascending-central-series"
    ],
    "k": "definition",
    "m": [
      "20F14"
    ],
    "u": "/math2/wiki/upper-central-series-definition/"
  },
  {
    "t": "0DJMGPN8K9",
    "n": "Estimation lemma",
    "a": [
      "ml-inequality",
      "ml-lemma"
    ],
    "k": "statement",
    "m": [
      "30A10"
    ],
    "u": "/math2/wiki/estimation-lemma/"
  },
  {
    "t": "0DKCECSYCF",
    "n": "Quadratic residue",
    "k": "concept",
    "m": [
      "11A15"
    ],
    "u": "/math2/wiki/quadratic-residue/"
  },
  {
    "t": "0DKMBWTD7P",
    "n": "Cosets have the same cardinality as the subgroup",
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/cosets-have-the-same-cardinality-as-the-subgroup/"
  },
  {
    "t": "0DKRR22AEQ",
    "n": "Random variable",
    "k": "definition",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/random-variable-definition/"
  },
  {
    "t": "0DMY75D6FV",
    "n": "Basel problem",
    "a": [
      "sum-of-reciprocals-of-squares"
    ],
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/basel-problem/"
  },
  {
    "t": "0DNN9B6Q2F",
    "n": "Correlation coefficient",
    "a": [
      "pearson-correlation-coefficient",
      "correlation",
      "pearson-r"
    ],
    "k": "concept",
    "m": [
      "62H20"
    ],
    "u": "/math2/wiki/correlation-coefficient/"
  },
  {
    "t": "0DNNT7DBFM",
    "n": "Linear equation",
    "k": "definition",
    "m": [
      "15A06"
    ],
    "u": "/math2/wiki/linear-equation-definition/"
  },
  {
    "t": "0DPF6WRZW6",
    "n": "Degree of a polynomial",
    "k": "definition",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/degree-of-a-polynomial-definition/"
  },
  {
    "t": "0DQ8ERJZNS",
    "n": "Surface integral",
    "k": "definition",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/surface-integral-definition/"
  },
  {
    "t": "0DQEHHVRBX",
    "n": "Slope field",
    "k": "concept",
    "m": [
      "34A26"
    ],
    "u": "/math2/wiki/slope-field/"
  },
  {
    "t": "0DQG39K2NH",
    "n": "K[x] is a Euclidean domain",
    "k": "statement",
    "m": [
      "13F07"
    ],
    "u": "/math2/wiki/k-x-is-a-euclidean-domain/"
  },
  {
    "t": "0DQMDSVSXJ",
    "n": "Universal property of the polynomial ring",
    "k": "statement",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/universal-property-of-the-polynomial-ring/"
  },
  {
    "t": "0DQPNJNPYK",
    "n": "Well-founded relation",
    "a": [
      "well-foundedness"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/well-founded-relation/"
  },
  {
    "t": "0DQVHMYAGA",
    "n": "Bézout's identity",
    "a": [
      "bezout-lemma",
      "bezouts-lemma"
    ],
    "k": "statement",
    "m": [
      "11A05"
    ],
    "u": "/math2/wiki/bezouts-identity/"
  },
  {
    "t": "0DR81R1F2B",
    "n": "Joint probability distribution",
    "a": [
      "joint-distribution",
      "multivariate-distribution"
    ],
    "k": "concept",
    "m": [
      "62H05"
    ],
    "u": "/math2/wiki/joint-probability-distribution/"
  },
  {
    "t": "0DRF0F3XC9",
    "n": "Inequality of arithmetic and geometric means",
    "a": [
      "am-gm-inequality"
    ],
    "k": "statement",
    "m": [
      "26E60"
    ],
    "u": "/math2/wiki/inequality-of-arithmetic-and-geometric-means/"
  },
  {
    "t": "0DRKT1QJR7",
    "n": "Closure",
    "k": "definition",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/closure-definition/"
  },
  {
    "t": "0DS2F7GK05",
    "n": "Galois extension",
    "k": "definition",
    "m": [
      "12F10"
    ],
    "u": "/math2/wiki/galois-extension-definition/"
  },
  {
    "t": "0DS2QFYJHE",
    "n": "Fundamental system of solutions",
    "k": "concept",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/fundamental-system-of-solutions/"
  },
  {
    "t": "0DS9KWFDK2",
    "n": "The rationals are countable",
    "k": "statement",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/the-rationals-are-countable/"
  },
  {
    "t": "0DSHAVH45F",
    "n": "Definition by recursion",
    "a": [
      "recursive-definition",
      "inductive-definition"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/definition-by-recursion/"
  },
  {
    "t": "0DT0TCV75N",
    "n": "Set difference",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/set-difference-definition/"
  },
  {
    "t": "0DTCBCKEJP",
    "n": "Transvection",
    "a": [
      "shear-matrix"
    ],
    "k": "concept",
    "m": [
      "15A23"
    ],
    "u": "/math2/wiki/transvection/"
  },
  {
    "t": "0DTXBQPA2S",
    "n": "Index of a subgroup",
    "k": "concept",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/index-of-a-subgroup/"
  },
  {
    "t": "0DTY8B9HMS",
    "n": "Linear span",
    "k": "concept",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/linear-span/"
  },
  {
    "t": "0DVDCMA2DK",
    "n": "Probability distribution",
    "a": [
      "distribution"
    ],
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/probability-distribution/"
  },
  {
    "t": "0DXD4QSZ8A",
    "n": "Conjugate elements",
    "k": "concept",
    "m": [
      "20E45"
    ],
    "u": "/math2/wiki/conjugate-elements/"
  },
  {
    "t": "0DXKE10PHF",
    "n": "Conjugate transpose",
    "a": [
      "hermitian-transpose"
    ],
    "k": "concept",
    "m": [
      "15A99",
      "15B57"
    ],
    "u": "/math2/wiki/conjugate-transpose/"
  },
  {
    "t": "0DYS9C3HH5",
    "n": "Stone's representation theorem for finite Boolean algebras",
    "k": "statement",
    "m": [
      "06E05",
      "06E15"
    ],
    "u": "/math2/wiki/stones-representation-theorem-for-finite-boolean-algebras/"
  },
  {
    "t": "0DZ93493VN",
    "n": "Centre of a group",
    "a": [
      "center-of-a-group"
    ],
    "k": "concept",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/centre-of-a-group/"
  },
  {
    "t": "0DZ9DKAKZR",
    "n": "Free module",
    "k": "concept",
    "m": [
      "16D40",
      "13C10"
    ],
    "u": "/math2/wiki/free-module/"
  },
  {
    "t": "0DZGSDHD92",
    "n": "Irrationality of the square root of 2",
    "k": "statement",
    "m": [
      "11J72"
    ],
    "u": "/math2/wiki/irrationality-of-the-square-root-of-2/"
  },
  {
    "t": "0DZPD2MG33",
    "n": "Nilpotent group",
    "k": "definition",
    "m": [
      "20F18"
    ],
    "u": "/math2/wiki/nilpotent-group-definition/"
  },
  {
    "t": "0DZS7ZG0QY",
    "n": "Length of a vector",
    "k": "definition",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/length-of-a-vector-definition/"
  },
  {
    "t": "0DZXAXEJQ9",
    "n": "Irrational number",
    "k": "concept",
    "m": [
      "11J72"
    ],
    "u": "/math2/wiki/irrational-number/"
  },
  {
    "t": "0E021GF2B8",
    "n": "Number of nth roots of unity",
    "k": "statement",
    "m": [
      "11R18"
    ],
    "u": "/math2/wiki/number-of-nth-roots-of-unity/"
  },
  {
    "t": "0E088ZP533",
    "n": "Jordan–Hölder theorem",
    "a": [
      "jordan-holder-theorem"
    ],
    "k": "statement",
    "m": [
      "20E15",
      "20D30"
    ],
    "u": "/math2/wiki/jordan-holder-theorem/"
  },
  {
    "t": "0E0B6RA8K0",
    "n": "Laplacian",
    "a": [
      "laplace-operator"
    ],
    "k": "concept",
    "m": [
      "35J05"
    ],
    "u": "/math2/wiki/laplacian/"
  },
  {
    "t": "0E0DNQK22P",
    "n": "Primitive root theorem",
    "k": "statement",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/primitive-root-theorem/"
  },
  {
    "t": "0E10E0NW9V",
    "n": "Square root function",
    "k": "concept",
    "m": [
      "26A09"
    ],
    "u": "/math2/wiki/square-root-function/"
  },
  {
    "t": "0E1MMCAY5B",
    "n": "Euclidean metric",
    "a": [
      "euclidean-distance"
    ],
    "k": "example",
    "m": [
      "51M05"
    ],
    "u": "/math2/wiki/euclidean-metric/"
  },
  {
    "t": "0E1ZZBHZ3Z",
    "n": "Riccati equation",
    "k": "definition",
    "m": [
      "34A34"
    ],
    "u": "/math2/wiki/riccati-equation-definition/"
  },
  {
    "t": "0E22JKS4W4",
    "n": "Complete residue system",
    "a": [
      "complete-system-of-residues"
    ],
    "k": "definition",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/complete-residue-system-definition/"
  },
  {
    "t": "0E2HSCKZ6C",
    "n": "Orbit-stabiliser theorem",
    "a": [
      "orbit-stabilizer-theorem"
    ],
    "k": "statement",
    "m": [
      "20B05"
    ],
    "u": "/math2/wiki/orbit-stabiliser-theorem/"
  },
  {
    "t": "0E2NYPVSP9",
    "n": "Dimension of the orthogonal complement",
    "k": "statement",
    "m": [
      "15A03",
      "46C05"
    ],
    "u": "/math2/wiki/dimension-of-the-orthogonal-complement/"
  },
  {
    "t": "0E3G0GRPZ6",
    "n": "Differential form",
    "k": "concept",
    "m": [
      "58A10"
    ],
    "u": "/math2/wiki/differential-form/"
  },
  {
    "t": "0E3MV6E6MG",
    "n": "Polynomial of an endomorphism",
    "k": "concept",
    "m": [
      "15A04",
      "15A54"
    ],
    "u": "/math2/wiki/polynomial-of-an-endomorphism/"
  },
  {
    "t": "0E3X2G1ZQB",
    "n": "Algebra of endomorphisms",
    "k": "object",
    "m": [
      "15A04",
      "16S50"
    ],
    "u": "/math2/wiki/algebra-of-endomorphisms/"
  },
  {
    "t": "0E3X7TXS67",
    "n": "Limit point",
    "a": [
      "accumulation-point",
      "cluster-point"
    ],
    "k": "concept",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/limit-point/"
  },
  {
    "t": "0E44JMG6NV",
    "n": "Base rate fallacy",
    "a": [
      "base-rate-neglect",
      "false-positive-paradox"
    ],
    "k": "example",
    "m": [
      "62F15"
    ],
    "u": "/math2/wiki/base-rate-fallacy/"
  },
  {
    "t": "0E4GXX7SJP",
    "n": "Blow-up in finite time",
    "a": [
      "finite-time-blow-up"
    ],
    "k": "example",
    "m": [
      "34C11"
    ],
    "u": "/math2/wiki/blow-up-in-finite-time/"
  },
  {
    "t": "0E4WH0R7HG",
    "n": "Cayley table",
    "k": "definition",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/cayley-table-definition/"
  },
  {
    "t": "0E5CXYNEPX",
    "n": "Directrix",
    "k": "concept",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/directrix/"
  },
  {
    "t": "0E5G5FMT2R",
    "n": "Law of total probability",
    "a": [
      "rule-of-elimination"
    ],
    "k": "statement",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/law-of-total-probability/"
  },
  {
    "t": "0E70M92FE3",
    "n": "Convergents converge to the number",
    "k": "statement",
    "m": [
      "11A55"
    ],
    "u": "/math2/wiki/convergents-converge-to-the-number/"
  },
  {
    "t": "0E741HSMJ1",
    "n": "Fermat's Last Theorem for n = 4",
    "k": "statement",
    "m": [
      "11D25"
    ],
    "u": "/math2/wiki/fermats-last-theorem-for-n-4/"
  },
  {
    "t": "0E7VBYGFF7",
    "n": "Riemann rearrangement theorem",
    "a": [
      "riemann-series-theorem"
    ],
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/riemann-rearrangement-theorem/"
  },
  {
    "t": "0E7W0EM6J6",
    "n": "Casting out nines",
    "k": "concept",
    "m": [
      "11A63"
    ],
    "u": "/math2/wiki/casting-out-nines/"
  },
  {
    "t": "0E89HQATM8",
    "n": "Similar matrices",
    "a": [
      "conjugate-matrices"
    ],
    "k": "concept",
    "m": [
      "15A21"
    ],
    "u": "/math2/wiki/similar-matrices/"
  },
  {
    "t": "0E8HNVBCSP",
    "n": "Exponential of a sum",
    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/exponential-of-a-sum/"
  },
  {
    "t": "0E9502NT92",
    "n": "Independence of two random variables",
    "k": "definition",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/independence-of-two-random-variables-definition/"
  },
  {
    "t": "0E99F51GVB",
    "n": "Exponential distribution",
    "a": [
      "negative-exponential-distribution"
    ],
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/exponential-distribution/"
  },
  {
    "t": "0E9GTAV478",
    "n": "Range of a function",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/range-of-a-function-definition/"
  },
  {
    "t": "0E9M24KS9J",
    "n": "Harmonic series diverges",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/harmonic-series-diverges/"
  },
  {
    "t": "0EA4XFB0EY",
    "n": "Ceiling function",
    "k": "concept",
    "m": [
      "26A09"
    ],
    "u": "/math2/wiki/ceiling-function/"
  },
  {
    "t": "0EA5BTA0CX",
    "n": "Division ring",
    "a": [
      "skew-field"
    ],
    "k": "concept",
    "m": [
      "12E15"
    ],
    "u": "/math2/wiki/division-ring/"
  },
  {
    "t": "0EAAS2EHDR",
    "n": "Chain rule in several variables",
    "a": [
      "multivariable-chain-rule"
    ],
    "k": "statement",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/chain-rule-in-several-variables/"
  },
  {
    "t": "0EAJ2XXADC",
    "n": "Degree of a field extension",
    "k": "concept",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/degree-of-a-field-extension/"
  },
  {
    "t": "0EAR3KNRTN",
    "n": "Trigonometric substitution",
    "k": "concept",
    "m": [
      "26A36"
    ],
    "u": "/math2/wiki/trigonometric-substitution/"
  },
  {
    "t": "0EB6BBMQMC",
    "n": "A composite number has a prime factor at most its square root",
    "k": "statement",
    "m": [
      "11A51"
    ],
    "u": "/math2/wiki/a-composite-number-has-a-prime-factor-at-most-its-square-root/"
  },
  {
    "t": "0EB9N0S33C",
    "n": "Invertible matrix",
    "a": [
      "nonsingular-matrix"
    ],
    "k": "concept",
    "m": [
      "15A09"
    ],
    "u": "/math2/wiki/invertible-matrix/"
  },
  {
    "t": "0EBACQFAZW",
    "n": "Cardinal number",
    "a": [
      "cardinal"
    ],
    "k": "concept",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/cardinal-number/"
  },
  {
    "t": "0EBCWQ8BVE",
    "n": "Probability-generating function",
    "a": [
      "probability-generating-function",
      "pgf"
    ],
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/probability-generating-function/"
  },
  {
    "t": "0EBE031B8E",
    "n": "A finite integral domain is a field",
    "k": "statement",
    "m": [
      "13G05"
    ],
    "u": "/math2/wiki/a-finite-integral-domain-is-a-field/"
  },
  {
    "t": "0EBZ3G455G",
    "n": "The multiplicative group of a finite field is cyclic",
    "k": "statement",
    "m": [
      "12E20"
    ],
    "u": "/math2/wiki/the-multiplicative-group-of-a-finite-field-is-cyclic/"
  },
  {
    "t": "0EC7AGJ0PX",
    "n": "Exact equation",
    "k": "definition",
    "m": [
      "34A05"
    ],
    "u": "/math2/wiki/exact-equation-definition/"
  },
  {
    "t": "0ECVK59Y03",
    "n": "Empty set",
    "a": [
      "null-set"
    ],
    "k": "object",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/empty-set/"
  },
  {
    "t": "0ED4HWNDGW",
    "n": "Interval of convergence",
    "k": "concept",
    "m": [
      "30B10"
    ],
    "u": "/math2/wiki/interval-of-convergence/"
  },
  {
    "t": "0ED72CTBNP",
    "n": "Counterexample",
    "k": "concept",
    "m": [
      "00A35"
    ],
    "u": "/math2/wiki/counterexample/"
  },
  {
    "t": "0EDH403M21",
    "n": "Existence of the infimum",
    "k": "statement",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/existence-of-the-infimum/"
  },
  {
    "t": "0EDKGA2FAK",
    "n": "Hamiltonian system",
    "k": "concept",
    "m": [
      "37J06"
    ],
    "u": "/math2/wiki/hamiltonian-system/"
  },
  {
    "t": "0EE19CFEEF",
    "n": "Neyman–Pearson lemma",
    "a": [
      "neyman-pearson-lemma"
    ],
    "k": "statement",
    "m": [
      "62F03"
    ],
    "u": "/math2/wiki/neyman-pearson-lemma/"
  },
  {
    "t": "0EE2V3CHFK",
    "n": "Rule of sum",
    "a": [
      "addition-principle",
      "sum-rule"
    ],
    "k": "statement",
    "m": [
      "05A05"
    ],
    "u": "/math2/wiki/rule-of-sum/"
  },
  {
    "t": "0EEE2CZB2A",
    "n": "Continuity at a point",
    "k": "definition",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/continuity-at-a-point-definition/"
  },
  {
    "t": "0EEKF7YFBW",
    "n": "Refinement of a partition",
    "k": "definition",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/refinement-of-a-partition-definition/"
  },
  {
    "t": "0EERDDPSVT",
    "n": "Limit cycle",
    "k": "definition",
    "m": [
      "34C07",
      "37C27"
    ],
    "u": "/math2/wiki/limit-cycle-definition/"
  },
  {
    "t": "0EF2VG8XKQ",
    "n": "Concave function",
    "k": "definition",
    "m": [
      "26A51"
    ],
    "u": "/math2/wiki/concave-function-definition/"
  },
  {
    "t": "0EFDDXTVD6",
    "n": "Convergence in probability",
    "k": "definition",
    "m": [
      "60F05"
    ],
    "u": "/math2/wiki/convergence-in-probability-definition/"
  },
  {
    "t": "0EFYCFHYFG",
    "n": "Proof by infinite descent",
    "a": [
      "infinite-descent",
      "method-of-descent"
    ],
    "k": "concept",
    "m": [
      "11D99"
    ],
    "u": "/math2/wiki/proof-by-infinite-descent/"
  },
  {
    "t": "0EGJZHZ02C",
    "n": "Primality test",
    "k": "concept",
    "m": [
      "11Y11"
    ],
    "u": "/math2/wiki/primality-test/"
  },
  {
    "t": "0EGN1E1JPB",
    "n": "Formal derivative",
    "k": "concept",
    "m": [
      "13N15"
    ],
    "u": "/math2/wiki/formal-derivative/"
  },
  {
    "t": "0EGSEE9J9R",
    "n": "Boole's inequality",
    "a": [
      "union-bound"
    ],
    "k": "statement",
    "m": [
      "60E15"
    ],
    "u": "/math2/wiki/booles-inequality/"
  },
  {
    "t": "0EHBY5Y84N",
    "n": "Prime number theorem",
    "k": "statement",
    "m": [
      "11N05"
    ],
    "u": "/math2/wiki/prime-number-theorem/"
  },
  {
    "t": "0EHKVRF4J6",
    "n": "Liouville's theorem",
    "a": [
      "liouvilles-theorem-complex-analysis"
    ],
    "k": "statement",
    "m": [
      "30D20"
    ],
    "u": "/math2/wiki/liouvilles-theorem/"
  },
  {
    "t": "0EHM5ZP5QH",
    "n": "Primitive root of unity",
    "k": "concept",
    "m": [
      "11R18"
    ],
    "u": "/math2/wiki/primitive-root-of-unity/"
  },
  {
    "t": "0EHWPWGHB2",
    "n": "Binomial theorem",
    "k": "statement",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/binomial-theorem/"
  },
  {
    "t": "0EHYZFZ4PK",
    "n": "P-value",
    "k": "definition",
    "m": [
      "62F03"
    ],
    "u": "/math2/wiki/p-value-definition/"
  },
  {
    "t": "0EJ4PC8NJ6",
    "n": "Universal property of the abelianisation",
    "k": "statement",
    "m": [
      "20F12"
    ],
    "u": "/math2/wiki/universal-property-of-the-abelianisation/"
  },
  {
    "t": "0EJVD9K0K1",
    "n": "Normal convergence",
    "k": "concept",
    "m": [
      "40A30"
    ],
    "u": "/math2/wiki/normal-convergence/"
  },
  {
    "t": "0EKGKY5TGH",
    "n": "Epsilon-delta continuity in metric spaces",
    "k": "statement",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/epsilon-delta-continuity-in-metric-spaces/"
  },
  {
    "t": "0EKZCX4K3P",
    "n": "Hermitian matrix",
    "k": "definition",
    "m": [
      "15B57"
    ],
    "u": "/math2/wiki/hermitian-matrix-definition/"
  },
  {
    "t": "0EKZW08FQ5",
    "n": "Orientable surface",
    "k": "definition",
    "m": [
      "53A05"
    ],
    "u": "/math2/wiki/orientable-surface-definition/"
  },
  {
    "t": "0EM6C9SZN5",
    "n": "Existence of nontrivial solutions of Pell's equation",
    "k": "statement",
    "m": [
      "11D09"
    ],
    "u": "/math2/wiki/existence-of-nontrivial-solutions-of-pells-equation/"
  },
  {
    "t": "0EN0V3NY20",
    "n": "Chi-squared test",
    "a": [
      "chi-square-test",
      "pearsons-chi-squared-test"
    ],
    "k": "concept",
    "m": [
      "62H17",
      "62G10"
    ],
    "u": "/math2/wiki/chi-squared-test/"
  },
  {
    "t": "0ENVM493VK",
    "n": "Inverse in terms of the adjugate",
    "k": "statement",
    "m": [
      "15A09"
    ],
    "u": "/math2/wiki/inverse-in-terms-of-the-adjugate/"
  },
  {
    "t": "0ENZN5G4CV",
    "n": "Normal operator",
    "k": "definition",
    "m": [
      "47B15",
      "15A04"
    ],
    "u": "/math2/wiki/normal-operator-definition/"
  },
  {
    "t": "0EP59ESQ94",
    "n": "Invariant subspace",
    "k": "definition",
    "m": [
      "15A04",
      "47A15"
    ],
    "u": "/math2/wiki/invariant-subspace-definition/"
  },
  {
    "t": "0EP73HK4C4",
    "n": "Row space",
    "k": "definition",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/row-space-definition/"
  },
  {
    "t": "0EPAT51DXQ",
    "n": "Function",
    "a": [
      "map",
      "mapping"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/function/"
  },
  {
    "t": "0EPD87YVG8",
    "n": "Continuous image of a connected set is connected",
    "k": "statement",
    "m": [
      "54D05"
    ],
    "u": "/math2/wiki/continuous-image-of-a-connected-set-is-connected/"
  },
  {
    "t": "0EPTDZPJ83",
    "n": "Convergence in probability implies convergence in distribution",
    "k": "statement",
    "m": [
      "60F05"
    ],
    "u": "/math2/wiki/convergence-in-probability-implies-convergence-in-distribution/"
  },
  {
    "t": "0EPTJA5QV4",
    "n": "Linear subspace",
    "k": "definition",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/linear-subspace-definition/"
  },
  {
    "t": "0EPW94MJ1P",
    "n": "Constrained optimisation",
    "a": [
      "constrained-optimization"
    ],
    "k": "concept",
    "m": [
      "90C30"
    ],
    "u": "/math2/wiki/constrained-optimisation/"
  },
  {
    "t": "0EPZC4Z1FC",
    "n": "Central limit theorem",
    "a": [
      "clt",
      "lindeberg-levy-central-limit-theorem"
    ],
    "k": "statement",
    "m": [
      "60F05"
    ],
    "u": "/math2/wiki/central-limit-theorem/"
  },
  {
    "t": "0EQFWKJ37J",
    "n": "Hyperbolic cosine",
    "k": "definition",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/hyperbolic-cosine-definition/"
  },
  {
    "t": "0EQMWQ4WMJ",
    "n": "Locally compact space",
    "k": "definition",
    "m": [
      "54D45"
    ],
    "u": "/math2/wiki/locally-compact-space-definition/"
  },
  {
    "t": "0EQWVHF3W5",
    "n": "Field extension",
    "k": "concept",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/field-extension/"
  },
  {
    "t": "0EQZSAB9EC",
    "n": "Homogeneous linear equation",
    "k": "definition",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/homogeneous-linear-equation-definition/"
  },
  {
    "t": "0EREPBVG2G",
    "n": "Induced subgraph",
    "k": "concept",
    "m": [
      "05C99"
    ],
    "u": "/math2/wiki/induced-subgraph/"
  },
  {
    "t": "0ERWG4NXQ9",
    "n": "QR decomposition",
    "k": "statement",
    "m": [
      "15A23",
      "65F25"
    ],
    "u": "/math2/wiki/qr-decomposition/"
  },
  {
    "t": "0ESCX36MMC",
    "n": "Imaginary unit",
    "a": [
      "i"
    ],
    "k": "object",
    "m": [
      "12D99"
    ],
    "u": "/math2/wiki/imaginary-unit/"
  },
  {
    "t": "0ESHD7ZQDX",
    "n": "Divisibility by 9",
    "k": "statement",
    "m": [
      "11A63"
    ],
    "u": "/math2/wiki/divisibility-by-9/"
  },
  {
    "t": "0ETCTBTJM1",
    "n": "Collinear points",
    "k": "definition",
    "m": [
      "51N10"
    ],
    "u": "/math2/wiki/collinear-points-definition/"
  },
  {
    "t": "0ETGBAK2CC",
    "n": "Existence of an algebraic closure",
    "k": "statement",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/existence-of-an-algebraic-closure/"
  },
  {
    "t": "0ETGP0XVCJ",
    "n": "Gershgorin circle theorem",
    "k": "statement",
    "m": [
      "15A42",
      "15A18"
    ],
    "u": "/math2/wiki/gershgorin-circle-theorem/"
  },
  {
    "t": "0EVHJFTG9Z",
    "n": "Linear independence",
    "k": "definition",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/linear-independence-definition/"
  },
  {
    "t": "0EW1X61ZT1",
    "n": "Poincaré–Bendixson theorem",
    "k": "statement",
    "m": [
      "34C05",
      "37C27"
    ],
    "u": "/math2/wiki/poincare-bendixson-theorem/"
  },
  {
    "t": "0EW824Z7G2",
    "n": "Beta distribution",
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/beta-distribution/"
  },
  {
    "t": "0EWMDD6C14",
    "n": "Domain in the complex plane",
    "a": [
      "region",
      "complex-domain"
    ],
    "k": "concept",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/domain-in-the-complex-plane/"
  },
  {
    "t": "0EWQEYRVA8",
    "n": "Rank of a matrix",
    "k": "definition",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/rank-of-a-matrix-definition/"
  },
  {
    "t": "0EWXPZCSZ0",
    "n": "Impossibility of trisecting the angle",
    "k": "statement",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/impossibility-of-trisecting-the-angle/"
  },
  {
    "t": "0EX045E2BP",
    "n": "Conjugate transpose",
    "k": "definition",
    "m": [
      "15A99",
      "15B57"
    ],
    "u": "/math2/wiki/conjugate-transpose-definition/"
  },
  {
    "t": "0EX2HPXPJ6",
    "n": "Product of vector spaces",
    "k": "concept",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/product-of-vector-spaces/"
  },
  {
    "t": "0EX9GFJ0B3",
    "n": "The exponential function is its own derivative",
    "k": "statement",
    "m": [
      "33B10",
      "26A24"
    ],
    "u": "/math2/wiki/the-exponential-function-is-its-own-derivative/"
  },
  {
    "t": "0EY05Z9RPN",
    "n": "Iterated derivative",
    "k": "definition",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/iterated-derivative-definition/"
  },
  {
    "t": "0EYQ03XCR3",
    "n": "68–95–99.7 rule",
    "a": [
      "empirical-rule",
      "three-sigma-rule"
    ],
    "k": "example",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/68-95-99-7-rule/"
  },
  {
    "t": "0EZ758XE73",
    "n": "Element",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/element-definition/"
  },
  {
    "t": "0EZBG8SKJM",
    "n": "Cantor's intersection theorem",
    "k": "statement",
    "m": [
      "54D30"
    ],
    "u": "/math2/wiki/cantors-intersection-theorem/"
  },
  {
    "t": "0EZMAY1FQD",
    "n": "x sin(1/x) is continuous at 0",
    "k": "example",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/x-sin-1-x-is-continuous-at-0/"
  },
  {
    "t": "0EZSD6T9E0",
    "n": "Lower triangular matrix",
    "k": "definition",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/lower-triangular-matrix-definition/"
  },
  {
    "t": "0F0H5P5DED",
    "n": "Cauchy's integral formula for derivatives",
    "a": [
      "cauchy-differentiation-formula"
    ],
    "k": "statement",
    "m": [
      "30E20"
    ],
    "u": "/math2/wiki/cauchys-integral-formula-for-derivatives/"
  },
  {
    "t": "0F0J193T76",
    "n": "Set bounded above",
    "a": [
      "upper-bound"
    ],
    "k": "concept",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/set-bounded-above/"
  },
  {
    "t": "0F0K8DB9TD",
    "n": "Prime elements are irreducible in an integral domain",
    "k": "statement",
    "m": [
      "13A05"
    ],
    "u": "/math2/wiki/prime-elements-are-irreducible-in-an-integral-domain/"
  },
  {
    "t": "0F0RPPJ2TT",
    "n": "Column space",
    "k": "definition",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/column-space-definition/"
  },
  {
    "t": "0F1AVGX26N",
    "n": "Closed and exact forms",
    "k": "definition",
    "m": [
      "58A12"
    ],
    "u": "/math2/wiki/closed-and-exact-forms-definition/"
  },
  {
    "t": "0F1D6PK9RZ",
    "n": "Well-order",
    "k": "definition",
    "m": [
      "06A05"
    ],
    "u": "/math2/wiki/well-order-definition/"
  },
  {
    "t": "0F1KBVY161",
    "n": "Transition matrix",
    "k": "definition",
    "m": [
      "60J10"
    ],
    "u": "/math2/wiki/transition-matrix-definition/"
  },
  {
    "t": "0F1PR74BRX",
    "n": "Subsequence",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/subsequence/"
  },
  {
    "t": "0F1SN93KXE",
    "n": "Conditional variance",
    "k": "definition",
    "m": [
      "60A10"
    ],
    "u": "/math2/wiki/conditional-variance-definition/"
  },
  {
    "t": "0F1WR9C83K",
    "n": "Derivative",
    "k": "definition",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/derivative-definition/"
  },
  {
    "t": "0F27PBRWD7",
    "n": "Row echelon form",
    "k": "definition",
    "m": [
      "15A06"
    ],
    "u": "/math2/wiki/row-echelon-form-definition/"
  },
  {
    "t": "0F2PTGX1A2",
    "n": "Field of fractions",
    "a": [
      "fraction-field",
      "quotient-field"
    ],
    "k": "concept",
    "m": [
      "13B30"
    ],
    "u": "/math2/wiki/field-of-fractions/"
  },
  {
    "t": "0F2QCWVFT7",
    "n": "Riemann integrable function",
    "k": "concept",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/riemann-integrable-function/"
  },
  {
    "t": "0F2SYCKDT2",
    "n": "Lyapunov stability",
    "k": "concept",
    "m": [
      "34D20"
    ],
    "u": "/math2/wiki/lyapunov-stability/"
  },
  {
    "t": "0F2VBPXNP9",
    "n": "Superposition principle",
    "k": "statement",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/superposition-principle/"
  },
  {
    "t": "0F32S73FJN",
    "n": "Iterated derivative",
    "a": [
      "higher-frechet-derivative",
      "kth-derivative"
    ],
    "k": "concept",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/iterated-derivative/"
  },
  {
    "t": "0F33KX9Q6F",
    "n": "Primitive root modulo n",
    "k": "concept",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/primitive-root-modulo-n/"
  },
  {
    "t": "0F3K4C7XYW",
    "n": "Bounded linear maps are continuous",
    "k": "statement",
    "m": [
      "47B01"
    ],
    "u": "/math2/wiki/bounded-linear-maps-are-continuous/"
  },
  {
    "t": "0F3Z22M2GT",
    "n": "Mersenne prime",
    "k": "concept",
    "m": [
      "11A41"
    ],
    "u": "/math2/wiki/mersenne-prime/"
  },
  {
    "t": "0F405477F8",
    "n": "Derivative vanishes at a local extremum",
    "a": [
      "fermat-theorem-several-variables",
      "interior-extremum-theorem-several-variables"
    ],
    "k": "statement",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/derivative-vanishes-at-a-local-extremum/"
  },
  {
    "t": "0F462493EA",
    "n": "Transition matrix",
    "a": [
      "stochastic-matrix",
      "markov-matrix",
      "probability-matrix"
    ],
    "k": "concept",
    "m": [
      "60J10"
    ],
    "u": "/math2/wiki/transition-matrix/"
  },
  {
    "t": "0F4JSQE2EK",
    "n": "Divisors of a natural number",
    "k": "concept",
    "m": [
      "11A05"
    ],
    "u": "/math2/wiki/divisors-of-a-natural-number/"
  },
  {
    "t": "0F4WRWBZZC",
    "n": "Quadratic integer",
    "k": "concept",
    "m": [
      "11R11"
    ],
    "u": "/math2/wiki/quadratic-integer/"
  },
  {
    "t": "0F50N2P3FC",
    "n": "Outcome",
    "a": [
      "sample-point",
      "elementary-outcome"
    ],
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/outcome/"
  },
  {
    "t": "0F56CMMC5P",
    "n": "Divergence of a curl is zero",
    "a": [
      "div-curl-vanishes"
    ],
    "k": "statement",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/divergence-of-a-curl-is-zero/"
  },
  {
    "t": "0F5QC101Q7",
    "n": "g to the n equals 1 iff the order divides n",
    "a": [
      "power-is-identity-iff-order-divides"
    ],
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/g-to-the-n-equals-1-iff-the-order-divides-n/"
  },
  {
    "t": "0F6ES3BRYP",
    "n": "Characteristic of a ring",
    "k": "concept",
    "m": [
      "13A99"
    ],
    "u": "/math2/wiki/characteristic-of-a-ring/"
  },
  {
    "t": "0F6FM9Y4Y6",
    "n": "Order on the integers",
    "k": "definition",
    "m": [
      "06F25"
    ],
    "u": "/math2/wiki/order-on-the-integers-definition/"
  },
  {
    "t": "0F72FK8EKB",
    "n": "Disjunction",
    "a": [
      "logical-or",
      "inclusive-or"
    ],
    "k": "concept",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/disjunction/"
  },
  {
    "t": "0F765KFC2J",
    "n": "Cayley–Hamilton theorem",
    "k": "statement",
    "m": [
      "15A24",
      "15A18"
    ],
    "u": "/math2/wiki/cayley-hamilton-theorem/"
  },
  {
    "t": "0F7FQS6XY6",
    "n": "Square root",
    "k": "concept",
    "m": [
      "26A09"
    ],
    "u": "/math2/wiki/square-root/"
  },
  {
    "t": "0F7KNJ1ZYN",
    "n": "Greatest common divisor in an integral domain",
    "k": "definition",
    "m": [
      "13A05"
    ],
    "u": "/math2/wiki/greatest-common-divisor-in-an-integral-domain-definition/"
  },
  {
    "t": "0F7QKGJS6B",
    "n": "Graph isomorphism",
    "k": "concept",
    "m": [
      "05C60"
    ],
    "u": "/math2/wiki/graph-isomorphism/"
  },
  {
    "t": "0F8GDKM0A7",
    "n": "Convolution of probability distributions",
    "a": [
      "convolution-of-distributions",
      "convolution-of-measures"
    ],
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/convolution-of-probability-distributions/"
  },
  {
    "t": "0F8X8ZRQ53",
    "n": "Group of units of Z/nZ",
    "a": [
      "multiplicative-group-of-integers-modulo-n"
    ],
    "k": "object",
    "m": [
      "11A07",
      "20K01"
    ],
    "u": "/math2/wiki/group-of-units-of-z-nz/"
  },
  {
    "t": "0F8YBHF2W3",
    "n": "Double counting",
    "a": [
      "counting-in-two-ways"
    ],
    "k": "concept",
    "m": [
      "05A19"
    ],
    "u": "/math2/wiki/double-counting/"
  },
  {
    "t": "0F98FZK14A",
    "n": "Circumcentre",
    "a": [
      "circumcenter"
    ],
    "k": "concept",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/circumcentre/"
  },
  {
    "t": "0F9JHP8AJN",
    "n": "Codomain",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/codomain-definition/"
  },
  {
    "t": "0F9VKJPWCA",
    "n": "Absolutely convergent improper integral",
    "k": "concept",
    "m": [
      "40A10"
    ],
    "u": "/math2/wiki/absolutely-convergent-improper-integral/"
  },
  {
    "t": "0FANE7P0DY",
    "n": "Möbius function",
    "k": "concept",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/mobius-function/"
  },
  {
    "t": "0FBETJR0JG",
    "n": "Local maximum",
    "k": "concept",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/local-maximum/"
  },
  {
    "t": "0FBXFBZBH8",
    "n": "Affine subspace",
    "k": "definition",
    "m": [
      "51N10"
    ],
    "u": "/math2/wiki/affine-subspace-definition/"
  },
  {
    "t": "0FBXJZX3MK",
    "n": "Closed subsets of complete spaces are complete",
    "k": "statement",
    "m": [
      "54E50"
    ],
    "u": "/math2/wiki/closed-subsets-of-complete-spaces-are-complete/"
  },
  {
    "t": "0FCCDXH97W",
    "n": "Evaluation homomorphism",
    "k": "concept",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/evaluation-homomorphism/"
  },
  {
    "t": "0FCCTFA275",
    "n": "Exponent of a group",
    "k": "definition",
    "m": [
      "20F50"
    ],
    "u": "/math2/wiki/exponent-of-a-group-definition/"
  },
  {
    "t": "0FCHE902D7",
    "n": "General linear group",
    "a": [
      "gl-n"
    ],
    "k": "object",
    "m": [
      "20G15",
      "15A09"
    ],
    "u": "/math2/wiki/general-linear-group/"
  },
  {
    "t": "0FCWA16FZE",
    "n": "Divisors of a natural number",
    "k": "definition",
    "m": [
      "11A05"
    ],
    "u": "/math2/wiki/divisors-of-a-natural-number-definition/"
  },
  {
    "t": "0FDCW77H44",
    "n": "The gamma function extends the factorial",
    "k": "statement",
    "m": [
      "33B15"
    ],
    "u": "/math2/wiki/the-gamma-function-extends-the-factorial/"
  },
  {
    "t": "0FDKRX9M9Y",
    "n": "Reachability",
    "k": "concept",
    "m": [
      "05C40"
    ],
    "u": "/math2/wiki/reachability/"
  },
  {
    "t": "0FE2SB8WVJ",
    "n": "Locally compact space",
    "k": "concept",
    "m": [
      "54D45"
    ],
    "u": "/math2/wiki/locally-compact-space/"
  },
  {
    "t": "0FE8Q5S42Y",
    "n": "Subset",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/subset-definition/"
  },
  {
    "t": "0FEBE9NC0E",
    "n": "A subgroup whose index is the smallest prime divisor of the order is normal",
    "k": "statement",
    "m": [
      "20D60"
    ],
    "u": "/math2/wiki/a-subgroup-whose-index-is-the-smallest-prime-divisor-of-the-order-is-normal/"
  },
  {
    "t": "0FEMF8JKAF",
    "n": "e as the limit of (1 + 1/n)^n",
    "k": "statement",
    "m": [
      "26A09"
    ],
    "u": "/math2/wiki/e-as-the-limit-of-1-1-n-n/"
  },
  {
    "t": "0FER36N8SB",
    "n": "Twin prime conjecture",
    "k": "conjecture",
    "m": [
      "11N05"
    ],
    "u": "/math2/wiki/twin-prime-conjecture/"
  },
  {
    "t": "0FF2FJ8CH2",
    "n": "Universal property of the quotient topology",
    "k": "statement",
    "m": [
      "54B15"
    ],
    "u": "/math2/wiki/universal-property-of-the-quotient-topology/"
  },
  {
    "t": "0FF6CAQT2Y",
    "n": "Ellipse",
    "k": "definition",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/ellipse-definition/"
  },
  {
    "t": "0FF7726C7P",
    "n": "Inclusion–exclusion principle",
    "k": "statement",
    "m": [
      "05A05"
    ],
    "u": "/math2/wiki/inclusion-exclusion-principle/"
  },
  {
    "t": "0FFAE5P6R4",
    "n": "Affine span",
    "k": "definition",
    "m": [
      "51N10"
    ],
    "u": "/math2/wiki/affine-span-definition/"
  },
  {
    "t": "0FFAYNMAJZ",
    "n": "Connected graph",
    "k": "definition",
    "m": [
      "05C40"
    ],
    "u": "/math2/wiki/connected-graph-definition/"
  },
  {
    "t": "0FFH3HSRBA",
    "n": "Construction of the rationals as fractions",
    "k": "concept",
    "m": [
      "13B30"
    ],
    "u": "/math2/wiki/construction-of-the-rationals-as-fractions/"
  },
  {
    "t": "0FFXKTKKQC",
    "n": "Absolute value",
    "a": [
      "modulus"
    ],
    "k": "concept",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/absolute-value/"
  },
  {
    "t": "0FGAJSPX8E",
    "n": "Kurtosis",
    "k": "concept",
    "m": [
      "62E10"
    ],
    "u": "/math2/wiki/kurtosis/"
  },
  {
    "t": "0FGCFY1AZX",
    "n": "Preimage of a set",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/preimage-of-a-set-definition/"
  },
  {
    "t": "0FGENPMPJX",
    "n": "The reals form a field",
    "k": "statement",
    "m": [
      "12D99"
    ],
    "u": "/math2/wiki/the-reals-form-a-field/"
  },
  {
    "t": "0FHM8DB6PM",
    "n": "Characterization of bridges",
    "k": "statement",
    "m": [
      "05C40"
    ],
    "u": "/math2/wiki/characterization-of-bridges/"
  },
  {
    "t": "0FHSDCQACY",
    "n": "Epsilon-delta uniform continuity",
    "k": "statement",
    "m": [
      "54E40"
    ],
    "u": "/math2/wiki/epsilon-delta-uniform-continuity/"
  },
  {
    "t": "0FHVPRAE60",
    "n": "Matrix ring",
    "k": "object",
    "m": [
      "15A99",
      "16S50"
    ],
    "u": "/math2/wiki/matrix-ring/"
  },
  {
    "t": "0FJ90Y9926",
    "n": "Group of units of a monoid",
    "a": [
      "units-of-a-monoid"
    ],
    "k": "concept",
    "m": [
      "20M10"
    ],
    "u": "/math2/wiki/group-of-units-of-a-monoid/"
  },
  {
    "t": "0FJB06AD2P",
    "n": "Conditional probability",
    "k": "definition",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/conditional-probability-definition/"
  },
  {
    "t": "0FJBBCXYPS",
    "n": "Chromatic number of a complete bipartite graph",
    "k": "statement",
    "m": [
      "05C15"
    ],
    "u": "/math2/wiki/chromatic-number-of-a-complete-bipartite-graph/"
  },
  {
    "t": "0FJTGZA4GS",
    "n": "Bertrand's postulate",
    "a": [
      "bertrand-chebyshev-theorem",
      "chebyshev-theorem"
    ],
    "k": "statement",
    "m": [
      "11N05"
    ],
    "u": "/math2/wiki/bertrands-postulate/"
  },
  {
    "t": "0FJY6G7FNA",
    "n": "Maximum degree",
    "k": "concept",
    "m": [
      "05C07"
    ],
    "u": "/math2/wiki/maximum-degree/"
  },
  {
    "t": "0FJZMBX0ZZ",
    "n": "Triangle inequality for norms",
    "k": "statement",
    "m": [
      "46B20"
    ],
    "u": "/math2/wiki/triangle-inequality-for-norms/"
  },
  {
    "t": "0FK17N4DKA",
    "n": "Simultaneous diagonalisation",
    "k": "statement",
    "m": [
      "15A20",
      "15A27"
    ],
    "u": "/math2/wiki/simultaneous-diagonalisation/"
  },
  {
    "t": "0FM6N4R0VB",
    "n": "Monotone convergence theorem for sequences",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/monotone-convergence-theorem-for-sequences/"
  },
  {
    "t": "0FMAQSB1SC",
    "n": "Burnside's p^a q^b theorem",
    "a": [
      "burnsides-theorem"
    ],
    "k": "statement",
    "m": [
      "20D10"
    ],
    "u": "/math2/wiki/burnsides-p-a-q-b-theorem/"
  },
  {
    "t": "0FMN2MN7TM",
    "n": "Constructible number",
    "k": "definition",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/constructible-number-definition/"
  },
  {
    "t": "0FNKFT8H6E",
    "n": "Total derivative",
    "a": [
      "derivative-of-a-map-between-euclidean-spaces",
      "differential-of-a-map"
    ],
    "k": "concept",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/total-derivative/"
  },
  {
    "t": "0FNN9B4W64",
    "n": "Chinese remainder theorem",
    "k": "statement",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/chinese-remainder-theorem/"
  },
  {
    "t": "0FP31SX5EA",
    "n": "Even and odd functions",
    "k": "concept",
    "m": [
      "26A09"
    ],
    "u": "/math2/wiki/even-and-odd-functions/"
  },
  {
    "t": "0FP4BVDAAQ",
    "n": "Scalar potential",
    "k": "definition",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/scalar-potential-definition/"
  },
  {
    "t": "0FPWF7TTMB",
    "n": "Lévy's continuity theorem",
    "a": [
      "levy-continuity-theorem"
    ],
    "k": "statement",
    "m": [
      "60E10",
      "60F05"
    ],
    "u": "/math2/wiki/levys-continuity-theorem/"
  },
  {
    "t": "0FPXK5CHQ3",
    "n": "Reduced word",
    "a": [
      "freely-reduced-word"
    ],
    "k": "definition",
    "m": [
      "20E05"
    ],
    "u": "/math2/wiki/reduced-word-definition/"
  },
  {
    "t": "0FQ5B8S1ZC",
    "n": "Spanning tree",
    "k": "definition",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/spanning-tree-definition/"
  },
  {
    "t": "0FQ968YKA1",
    "n": "Convergence of random variables",
    "a": [
      "modes-of-convergence-of-random-variables",
      "stochastic-convergence"
    ],
    "k": "concept",
    "m": [
      "60F05",
      "60F15"
    ],
    "u": "/math2/wiki/convergence-of-random-variables/"
  },
  {
    "t": "0FQPYAY9PJ",
    "n": "Meagre set",
    "k": "definition",
    "m": [
      "54E52"
    ],
    "u": "/math2/wiki/meagre-set-definition/"
  },
  {
    "t": "0FQRAV5SKH",
    "n": "Inverse of a complex number",
    "k": "statement",
    "m": [
      "12D99"
    ],
    "u": "/math2/wiki/inverse-of-a-complex-number/"
  },
  {
    "t": "0FQSDC2EQ2",
    "n": "Convex hull",
    "a": [
      "convex-envelope",
      "convex-closure"
    ],
    "k": "concept",
    "m": [
      "52A20"
    ],
    "u": "/math2/wiki/convex-hull/"
  },
  {
    "t": "0FR1BDKK10",
    "n": "Comparison test for improper integrals",
    "k": "statement",
    "m": [
      "40A10"
    ],
    "u": "/math2/wiki/comparison-test-for-improper-integrals/"
  },
  {
    "t": "0FRBZ2X4HJ",
    "n": "Heron's formula",
    "a": [
      "heros-formula"
    ],
    "k": "statement",
    "m": [
      "51M25"
    ],
    "u": "/math2/wiki/herons-formula/"
  },
  {
    "t": "0FREPFKNS7",
    "n": "Maximum likelihood estimation",
    "a": [
      "mle",
      "maximum-likelihood-estimator",
      "maximum-likelihood"
    ],
    "k": "concept",
    "m": [
      "62F10"
    ],
    "u": "/math2/wiki/maximum-likelihood-estimation/"
  },
  {
    "t": "0FRM62SG7D",
    "n": "Scalar matrix",
    "k": "definition",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/scalar-matrix-definition/"
  },
  {
    "t": "0FRMJH3CY7",
    "n": "Sequential compactness",
    "a": [
      "sequentially-compact-space",
      "sequentially-compact-set"
    ],
    "k": "concept",
    "m": [
      "54D30"
    ],
    "u": "/math2/wiki/sequential-compactness/"
  },
  {
    "t": "0FRSR10DWF",
    "n": "The complex numbers form a field",
    "k": "statement",
    "m": [
      "12D99"
    ],
    "u": "/math2/wiki/the-complex-numbers-form-a-field/"
  },
  {
    "t": "0FRX8JD7QH",
    "n": "Grönwall bound",
    "k": "definition",
    "m": [
      "34A40"
    ],
    "u": "/math2/wiki/gronwall-bound-definition/"
  },
  {
    "t": "0FRXBVVR03",
    "n": "Total order",
    "a": [
      "linear-order",
      "totally-ordered-set"
    ],
    "k": "concept",
    "m": [
      "06A05"
    ],
    "u": "/math2/wiki/total-order/"
  },
  {
    "t": "0FRYPZ6D0X",
    "n": "Trace is a coefficient of the characteristic polynomial",
    "k": "statement",
    "m": [
      "15A15",
      "15A18"
    ],
    "u": "/math2/wiki/trace-is-a-coefficient-of-the-characteristic-polynomial/"
  },
  {
    "t": "0FS3RHF6KE",
    "n": "Infinite pigeonhole principle",
    "k": "statement",
    "m": [
      "05A05"
    ],
    "u": "/math2/wiki/infinite-pigeonhole-principle/"
  },
  {
    "t": "0FS6B46E5T",
    "n": "Determinant of a matrix with a zero row",
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/determinant-of-a-matrix-with-a-zero-row/"
  },
  {
    "t": "0FS972T0ZH",
    "n": "Bertrand's ballot theorem",
    "k": "statement",
    "m": [
      "05A15"
    ],
    "u": "/math2/wiki/bertrands-ballot-theorem/"
  },
  {
    "t": "0FSCXYG856",
    "n": "Reversing a path changes the sign of a line integral",
    "a": [
      "orientation-reversal-of-line-integrals"
    ],
    "k": "statement",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/reversing-a-path-changes-the-sign-of-a-line-integral/"
  },
  {
    "t": "0FSJA9M43W",
    "n": "Multiplicativity of the totient function",
    "k": "statement",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/multiplicativity-of-the-totient-function/"
  },
  {
    "t": "0FSNQ0GNCC",
    "n": "Identity function",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/identity-function-definition/"
  },
  {
    "t": "0FTH2E9TAS",
    "n": "Complex conjugate",
    "a": [
      "conjugate"
    ],
    "k": "concept",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/complex-conjugate/"
  },
  {
    "t": "0FWBQ53MPJ",
    "n": "Choice function",
    "a": [
      "selector"
    ],
    "k": "concept",
    "m": [
      "03E25"
    ],
    "u": "/math2/wiki/choice-function/"
  },
  {
    "t": "0FWJ0VW561",
    "n": "Orthonormal basis",
    "k": "definition",
    "m": [
      "15A63",
      "46C05"
    ],
    "u": "/math2/wiki/orthonormal-basis-definition/"
  },
  {
    "t": "0FWVRHBRWM",
    "n": "Transposition",
    "k": "concept",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/transposition/"
  },
  {
    "t": "0FXDW992DS",
    "n": "Initial value problem",
    "k": "concept",
    "m": [
      "34A12"
    ],
    "u": "/math2/wiki/initial-value-problem/"
  },
  {
    "t": "0FXJ7YFMMX",
    "n": "Solvable group",
    "a": [
      "soluble-group"
    ],
    "k": "concept",
    "m": [
      "20F16"
    ],
    "u": "/math2/wiki/solvable-group/"
  },
  {
    "t": "0FY42N02DV",
    "n": "Algebraic multiplicity",
    "k": "concept",
    "m": [
      "15A18"
    ],
    "u": "/math2/wiki/algebraic-multiplicity/"
  },
  {
    "t": "0FYQMKFE77",
    "n": "Order of quantifiers",
    "a": [
      "quantifier-order"
    ],
    "k": "concept",
    "m": [
      "03B10"
    ],
    "u": "/math2/wiki/order-of-quantifiers/"
  },
  {
    "t": "0FYX44GP92",
    "n": "Recurrence relation",
    "k": "concept",
    "m": [
      "39A05"
    ],
    "u": "/math2/wiki/recurrence-relation/"
  },
  {
    "t": "0FZFHK97P7",
    "n": "Second derivative test",
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/second-derivative-test/"
  },
  {
    "t": "0G01TS1RRP",
    "n": "Deficient number",
    "k": "definition",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/deficient-number-definition/"
  },
  {
    "t": "0G0ASKNA6Z",
    "n": "Cardinality",
    "a": [
      "size-of-a-set",
      "number-of-elements"
    ],
    "k": "concept",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/cardinality/"
  },
  {
    "t": "0G0B3DRG65",
    "n": "Cyclic group of order n",
    "a": [
      "integers-modulo-n-under-addition"
    ],
    "k": "example",
    "m": [
      "20K01"
    ],
    "u": "/math2/wiki/cyclic-group-of-order-n/"
  },
  {
    "t": "0G0F7FGCGP",
    "n": "Transcendence of pi",
    "a": [
      "lindemann-s-theorem"
    ],
    "k": "statement",
    "m": [
      "11J81"
    ],
    "u": "/math2/wiki/transcendence-of-pi/"
  },
  {
    "t": "0G0RFPG8HR",
    "n": "Eigenspace",
    "k": "concept",
    "m": [
      "15A18"
    ],
    "u": "/math2/wiki/eigenspace/"
  },
  {
    "t": "0G1022YXVQ",
    "n": "Galton–Watson process",
    "a": [
      "galton-watson-process",
      "bienayme-galton-watson-process",
      "branching-process"
    ],
    "k": "concept",
    "m": [
      "60J80"
    ],
    "u": "/math2/wiki/galton-watson-process/"
  },
  {
    "t": "0G24VQ1088",
    "n": "Sylvester's determinant theorem",
    "a": [
      "weinstein-aronszajn-identity"
    ],
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/sylvesters-determinant-theorem/"
  },
  {
    "t": "0G2YJN0H5S",
    "n": "The complex exponential is entire",
    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/the-complex-exponential-is-entire/"
  },
  {
    "t": "0G31VJ5YS5",
    "n": "Tensor product of vector spaces",
    "k": "definition",
    "m": [
      "15A69"
    ],
    "u": "/math2/wiki/tensor-product-of-vector-spaces-definition/"
  },
  {
    "t": "0G3DBXRRQJ",
    "n": "Continuous dependence on initial data",
    "k": "statement",
    "m": [
      "34A12"
    ],
    "u": "/math2/wiki/continuous-dependence-on-initial-data/"
  },
  {
    "t": "0G3RRM41X9",
    "n": "Dedekind cut",
    "k": "concept",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/dedekind-cut/"
  },
  {
    "t": "0G48PYM96Q",
    "n": "Markov chain",
    "a": [
      "discrete-time-markov-chain"
    ],
    "k": "concept",
    "m": [
      "60J10"
    ],
    "u": "/math2/wiki/markov-chain/"
  },
  {
    "t": "0G4C8SJ6PV",
    "n": "Automorphism group of a cyclic group",
    "k": "statement",
    "m": [
      "20F28"
    ],
    "u": "/math2/wiki/automorphism-group-of-a-cyclic-group/"
  },
  {
    "t": "0G4D3ZKTP8",
    "n": "Sum of the reciprocals of the factorials",
    "k": "example",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/sum-of-the-reciprocals-of-the-factorials/"
  },
  {
    "t": "0G4F0XB9X2",
    "n": "Entire function",
    "a": [
      "integral-function"
    ],
    "k": "concept",
    "m": [
      "30D20"
    ],
    "u": "/math2/wiki/entire-function/"
  },
  {
    "t": "0G4J7Z7WPJ",
    "n": "Completion of a metric space",
    "k": "definition",
    "m": [
      "54E50"
    ],
    "u": "/math2/wiki/completion-of-a-metric-space-definition/"
  },
  {
    "t": "0G4MFRQSGN",
    "n": "Cylindrical coordinates",
    "k": "definition",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/cylindrical-coordinates-definition/"
  },
  {
    "t": "0G4W89YJRK",
    "n": "Oriented angle",
    "k": "definition",
    "m": [
      "51M05"
    ],
    "u": "/math2/wiki/oriented-angle-definition/"
  },
  {
    "t": "0G4X36AE0X",
    "n": "Equilibrium point",
    "a": [
      "critical-point"
    ],
    "k": "definition",
    "m": [
      "34C05",
      "34A34"
    ],
    "u": "/math2/wiki/equilibrium-point-definition/"
  },
  {
    "t": "0G52BPNPKG",
    "n": "Clique",
    "k": "definition",
    "m": [
      "05C69"
    ],
    "u": "/math2/wiki/clique-definition/"
  },
  {
    "t": "0G558GJQMW",
    "n": "Multivariate normal distribution",
    "k": "definition",
    "m": [
      "62H05"
    ],
    "u": "/math2/wiki/multivariate-normal-distribution-definition/"
  },
  {
    "t": "0G5AV9Q4RR",
    "n": "Closed set",
    "k": "definition",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/closed-set-definition/"
  },
  {
    "t": "0G65751VSW",
    "n": "Derivative of the inverse function",
    "a": [
      "inverse-derivative-formula"
    ],
    "k": "statement",
    "m": [
      "26B10"
    ],
    "u": "/math2/wiki/derivative-of-the-inverse-function/"
  },
  {
    "t": "0G6D8E7CTA",
    "n": "Cauchy sequences are bounded",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/cauchy-sequences-are-bounded/"
  },
  {
    "t": "0G77XFBV00",
    "n": "Lexicographic order",
    "k": "definition",
    "m": [
      "06A05"
    ],
    "u": "/math2/wiki/lexicographic-order-definition/"
  },
  {
    "t": "0G78GP5TF1",
    "n": "Vector projection",
    "k": "definition",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/vector-projection-definition/"
  },
  {
    "t": "0G7WM8DX4P",
    "n": "Parametrised curve",
    "a": [
      "parametric-curve",
      "path-in-rn"
    ],
    "k": "concept",
    "m": [
      "53A04"
    ],
    "u": "/math2/wiki/parametrised-curve/"
  },
  {
    "t": "0G8G1TH5WK",
    "n": "Uniqueness of the complete ordered field",
    "k": "statement",
    "m": [
      "12J15"
    ],
    "u": "/math2/wiki/uniqueness-of-the-complete-ordered-field/"
  },
  {
    "t": "0G8VEZ3WTK",
    "n": "Equivalence relation",
    "a": [
      "equivalence"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/equivalence-relation/"
  },
  {
    "t": "0G9EKM0E15",
    "n": "Sequence",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/sequence/"
  },
  {
    "t": "0GA1V8NN8C",
    "n": "Inscribed angle theorem",
    "a": [
      "central-angle-theorem"
    ],
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/inscribed-angle-theorem/"
  },
  {
    "t": "0GA6G43EA9",
    "n": "Derivative of arcsine",
    "k": "statement",
    "m": [
      "33B10",
      "26A24"
    ],
    "u": "/math2/wiki/derivative-of-arcsine/"
  },
  {
    "t": "0GA9K57A39",
    "n": "Fibonacci sequence",
    "k": "example",
    "m": [
      "11B39"
    ],
    "u": "/math2/wiki/fibonacci-sequence/"
  },
  {
    "t": "0GBG8B49AA",
    "n": "Product topology",
    "a": [
      "tychonoff-topology"
    ],
    "k": "concept",
    "m": [
      "54B10"
    ],
    "u": "/math2/wiki/product-topology/"
  },
  {
    "t": "0GBJACNAP6",
    "n": "Independence of two random variables",
    "a": [
      "independent-random-variables"
    ],
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/independence-of-two-random-variables/"
  },
  {
    "t": "0GBZDAFPX8",
    "n": "Epsilon-delta definition of a limit",
    "k": "statement",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/epsilon-delta-definition-of-a-limit/"
  },
  {
    "t": "0GBZM0MT0F",
    "n": "Binomial coefficient",
    "k": "concept",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/binomial-coefficient/"
  },
  {
    "t": "0GCM7B6PBK",
    "n": "Concave function",
    "k": "concept",
    "m": [
      "26A51"
    ],
    "u": "/math2/wiki/concave-function/"
  },
  {
    "t": "0GCVEV6BJA",
    "n": "Mutual independence of events",
    "k": "definition",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/mutual-independence-of-events-definition/"
  },
  {
    "t": "0GCWJS2EGB",
    "n": "Eccentricity",
    "k": "definition",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/eccentricity-definition/"
  },
  {
    "t": "0GDNHS9J2X",
    "n": "Curl",
    "k": "definition",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/curl-definition/"
  },
  {
    "t": "0GDQRETR59",
    "n": "Prüfer sequence",
    "k": "concept",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/prufer-sequence/"
  },
  {
    "t": "0GE4DVQKR8",
    "n": "The quaternions",
    "a": [
      "hamilton-quaternions"
    ],
    "k": "example",
    "m": [
      "16K20"
    ],
    "u": "/math2/wiki/the-quaternions/"
  },
  {
    "t": "0GEQ42PTGB",
    "n": "Critical point",
    "a": [
      "stationary-point"
    ],
    "k": "definition",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/critical-point-definition/"
  },
  {
    "t": "0GETX79CJN",
    "n": "Normal core",
    "a": [
      "core-of-a-subgroup"
    ],
    "k": "concept",
    "m": [
      "20D25"
    ],
    "u": "/math2/wiki/normal-core/"
  },
  {
    "t": "0GF6AJEBZ0",
    "n": "Induction from an arbitrary base case",
    "k": "statement",
    "m": [
      "03F30"
    ],
    "u": "/math2/wiki/induction-from-an-arbitrary-base-case/"
  },
  {
    "t": "0GFGHRT2FJ",
    "n": "Subfield",
    "k": "concept",
    "m": [
      "12F99"
    ],
    "u": "/math2/wiki/subfield/"
  },
  {
    "t": "0GFGK40582",
    "n": "Pointwise convergence",
    "k": "concept",
    "m": [
      "40A30"
    ],
    "u": "/math2/wiki/pointwise-convergence/"
  },
  {
    "t": "0GFKP8F8AG",
    "n": "Coprime integers",
    "a": [
      "relatively-prime",
      "mutually-prime"
    ],
    "k": "definition",
    "m": [
      "11A05"
    ],
    "u": "/math2/wiki/coprime-integers-definition/"
  },
  {
    "t": "0GG9TVW90M",
    "n": "Bijective function",
    "a": [
      "bijection",
      "one-to-one-correspondence"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/bijective-function/"
  },
  {
    "t": "0GGE0Z0JQ1",
    "n": "Ring homomorphism",
    "k": "definition",
    "m": [
      "16B99"
    ],
    "u": "/math2/wiki/ring-homomorphism-definition/"
  },
  {
    "t": "0GGKJGZF6D",
    "n": "P-value",
    "a": [
      "p-value",
      "probability-value"
    ],
    "k": "concept",
    "m": [
      "62F03"
    ],
    "u": "/math2/wiki/p-value/"
  },
  {
    "t": "0GGXWDNKBR",
    "n": "Forest",
    "k": "concept",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/forest/"
  },
  {
    "t": "0GHDDVAH8P",
    "n": "Frobenius endomorphism",
    "k": "definition",
    "m": [
      "13A35"
    ],
    "u": "/math2/wiki/frobenius-endomorphism-definition/"
  },
  {
    "t": "0GHS47PDAQ",
    "n": "Universal quantifier",
    "a": [
      "for-all",
      "universal-quantification"
    ],
    "k": "concept",
    "m": [
      "03B10"
    ],
    "u": "/math2/wiki/universal-quantifier/"
  },
  {
    "t": "0GHWEH6H15",
    "n": "General solution of an inhomogeneous linear equation",
    "k": "statement",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/general-solution-of-an-inhomogeneous-linear-equation/"
  },
  {
    "t": "0GJ2HRG95T",
    "n": "Euclidean domain",
    "k": "definition",
    "m": [
      "13F07"
    ],
    "u": "/math2/wiki/euclidean-domain-definition/"
  },
  {
    "t": "0GJ7T0NK49",
    "n": "Polynomial evaluation",
    "k": "definition",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/polynomial-evaluation-definition/"
  },
  {
    "t": "0GJ83E78A5",
    "n": "Universal property of the quotient group",
    "a": [
      "factorization-through-the-quotient"
    ],
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/universal-property-of-the-quotient-group/"
  },
  {
    "t": "0GJAJC6TNZ",
    "n": "Angle at a point",
    "a": [
      "unoriented-angle"
    ],
    "k": "concept",
    "m": [
      "51M05"
    ],
    "u": "/math2/wiki/angle-at-a-point/"
  },
  {
    "t": "0GJBJ19NXR",
    "n": "Mersenne number",
    "k": "definition",
    "m": [
      "11A41"
    ],
    "u": "/math2/wiki/mersenne-number-definition/"
  },
  {
    "t": "0GJM24EXP9",
    "n": "Cancellation in an integral domain",
    "k": "statement",
    "m": [
      "13G05"
    ],
    "u": "/math2/wiki/cancellation-in-an-integral-domain/"
  },
  {
    "t": "0GJWQZCPZM",
    "n": "Trace is linear",
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/trace-is-linear/"
  },
  {
    "t": "0GJZCE87WP",
    "n": "Addition formulas for hyperbolic functions",
    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/addition-formulas-for-hyperbolic-functions/"
  },
  {
    "t": "0GJZE2E4RX",
    "n": "Function for which the iterated integrals differ",
    "a": [
      "fubini-counterexample"
    ],
    "k": "counterexample",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/function-for-which-the-iterated-integrals-differ/"
  },
  {
    "t": "0GJZW9JFZQ",
    "n": "Transitive relation",
    "a": [
      "transitivity"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/transitive-relation/"
  },
  {
    "t": "0GK1WB9R98",
    "n": "Minimal polynomial of an algebraic element",
    "k": "definition",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/minimal-polynomial-of-an-algebraic-element/"
  },
  {
    "t": "0GK68PZ6KH",
    "n": "Solution space of a homogeneous linear equation has dimension n",
    "k": "statement",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/solution-space-of-a-homogeneous-linear-equation-has-dimension-n/"
  },
  {
    "t": "0GKJ78948V",
    "n": "Separable space",
    "k": "definition",
    "m": [
      "54D65"
    ],
    "u": "/math2/wiki/separable-space-definition/"
  },
  {
    "t": "0GKQKF0FXJ",
    "n": "The alternating group A5 is simple",
    "k": "example",
    "m": [
      "20B30",
      "20D06"
    ],
    "u": "/math2/wiki/the-alternating-group-a5-is-simple/"
  },
  {
    "t": "0GMPYM0NSR",
    "n": "Adjugate matrix",
    "k": "definition",
    "m": [
      "15A09",
      "15A15"
    ],
    "u": "/math2/wiki/adjugate-matrix-definition/"
  },
  {
    "t": "0GMV7GP8W0",
    "n": "Absolute value is multiplicative",
    "k": "statement",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/absolute-value-is-multiplicative/"
  },
  {
    "t": "0GNCRPYXYV",
    "n": "Subring",
    "k": "concept",
    "m": [
      "16B99"
    ],
    "u": "/math2/wiki/subring/"
  },
  {
    "t": "0GNG2KVPZJ",
    "n": "Nilpotent groups are solvable",
    "k": "statement",
    "m": [
      "20F18",
      "20F16"
    ],
    "u": "/math2/wiki/nilpotent-groups-are-solvable/"
  },
  {
    "t": "0GNGPF7KS5",
    "n": "Antichain",
    "k": "definition",
    "m": [
      "06A07"
    ],
    "u": "/math2/wiki/antichain-definition/"
  },
  {
    "t": "0GNVN3CA2P",
    "n": "Dirichlet's theorem on arithmetic progressions",
    "a": [
      "dirichlet-prime-number-theorem"
    ],
    "k": "statement",
    "m": [
      "11N13"
    ],
    "u": "/math2/wiki/dirichlets-theorem-on-arithmetic-progressions/"
  },
  {
    "t": "0GP9ASVQ1X",
    "n": "Chain",
    "k": "definition",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/chain-definition/"
  },
  {
    "t": "0GPBVKE31D",
    "n": "Complete residue system",
    "k": "concept",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/complete-residue-system/"
  },
  {
    "t": "0GPFKS96T7",
    "n": "Cardinality of the power set",
    "k": "statement",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/cardinality-of-the-power-set/"
  },
  {
    "t": "0GPG24Q3GR",
    "n": "Cauchy distribution",
    "a": [
      "lorentz-distribution",
      "cauchy-lorentz-distribution"
    ],
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/cauchy-distribution/"
  },
  {
    "t": "0GPQ67XV7N",
    "n": "The medians meet at the centroid",
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/the-medians-meet-at-the-centroid/"
  },
  {
    "t": "0GQ3H7VW3V",
    "n": "Skewness",
    "k": "definition",
    "m": [
      "62E10"
    ],
    "u": "/math2/wiki/skewness-definition/"
  },
  {
    "t": "0GQ938GDE0",
    "n": "Independence of random variables",
    "a": [
      "mutually-independent-random-variables"
    ],
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/independence-of-random-variables/"
  },
  {
    "t": "0GR2APWTAC",
    "n": "Quotient of continuous functions is continuous",
    "k": "statement",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/quotient-of-continuous-functions-is-continuous/"
  },
  {
    "t": "0GRAATMGP1",
    "n": "Wedge product of forms",
    "a": [
      "exterior-product-of-forms"
    ],
    "k": "concept",
    "m": [
      "15A75"
    ],
    "u": "/math2/wiki/wedge-product-of-forms/"
  },
  {
    "t": "0GRM3BS0DD",
    "n": "Curl-free field that is not conservative",
    "a": [
      "vortex-field"
    ],
    "k": "counterexample",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/curl-free-field-that-is-not-conservative/"
  },
  {
    "t": "0GS0AW6JRY",
    "n": "Angles in the same segment are equal",
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/angles-in-the-same-segment-are-equal/"
  },
  {
    "t": "0GS27TKF1V",
    "n": "Completely multiplicative function",
    "a": [
      "totally-multiplicative-function"
    ],
    "k": "definition",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/completely-multiplicative-function-definition/"
  },
  {
    "t": "0GS74FGFEK",
    "n": "Degree of a field extension",
    "k": "definition",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/degree-of-a-field-extension-definition/"
  },
  {
    "t": "0GSDHYMA1T",
    "n": "Thales's theorem",
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/thaless-theorem/"
  },
  {
    "t": "0GSW76Q14N",
    "n": "Ideal generated by a subset",
    "k": "concept",
    "m": [
      "13A15"
    ],
    "u": "/math2/wiki/ideal-generated-by-a-subset/"
  },
  {
    "t": "0GSZ7B0CGR",
    "n": "Extended real number line",
    "a": [
      "extended-reals"
    ],
    "k": "object",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/extended-real-number-line/"
  },
  {
    "t": "0GT4WWGWH2",
    "n": "System of linear equations",
    "k": "concept",
    "m": [
      "15A06"
    ],
    "u": "/math2/wiki/system-of-linear-equations/"
  },
  {
    "t": "0GT85FBPTS",
    "n": "Decimal expansion as a series",
    "k": "example",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/decimal-expansion-as-a-series/"
  },
  {
    "t": "0GTBGMZXV8",
    "n": "Triple integral",
    "k": "definition",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/triple-integral-definition/"
  },
  {
    "t": "0GTEHJQRFK",
    "n": "Gaussian prime",
    "k": "definition",
    "m": [
      "11R11"
    ],
    "u": "/math2/wiki/gaussian-prime-definition/"
  },
  {
    "t": "0GTZ2F3PQY",
    "n": "Cavalieri's principle",
    "a": [
      "method-of-indivisibles"
    ],
    "k": "statement",
    "m": [
      "28A75"
    ],
    "u": "/math2/wiki/cavalieris-principle/"
  },
  {
    "t": "0GV2573FP4",
    "n": "Bijection principle",
    "k": "statement",
    "m": [
      "05A19"
    ],
    "u": "/math2/wiki/bijection-principle/"
  },
  {
    "t": "0GVDFAY4KW",
    "n": "Disjunctive normal form",
    "k": "concept",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/disjunctive-normal-form/"
  },
  {
    "t": "0GVMR0C3S6",
    "n": "Moment of inertia",
    "k": "definition",
    "m": [
      "26B15",
      "70E15"
    ],
    "u": "/math2/wiki/moment-of-inertia-definition/"
  },
  {
    "t": "0GW1ZZH0R4",
    "n": "Fundamental theorem of symmetric polynomials",
    "k": "statement",
    "m": [
      "05E05"
    ],
    "u": "/math2/wiki/fundamental-theorem-of-symmetric-polynomials/"
  },
  {
    "t": "0GWD21EWRW",
    "n": "Hyperbolic sine",
    "k": "definition",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/hyperbolic-sine-definition/"
  },
  {
    "t": "0GWN3CMRK8",
    "n": "One-point compactification",
    "a": [
      "alexandroff-extension",
      "alexandroff-compactification"
    ],
    "k": "concept",
    "m": [
      "54D35"
    ],
    "u": "/math2/wiki/one-point-compactification/"
  },
  {
    "t": "0GXA8Z205E",
    "n": "Area under a curve",
    "k": "concept",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/area-under-a-curve/"
  },
  {
    "t": "0GXCXCX3QN",
    "n": "Integral of sine",
    "k": "statement",
    "m": [
      "26A36"
    ],
    "u": "/math2/wiki/integral-of-sine/"
  },
  {
    "t": "0GXKM1R7E4",
    "n": "Telescoping series",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/telescoping-series/"
  },
  {
    "t": "0GXMPDNYX3",
    "n": "Laurent series",
    "a": [
      "laurent-expansion"
    ],
    "k": "concept",
    "m": [
      "30B10"
    ],
    "u": "/math2/wiki/laurent-series/"
  },
  {
    "t": "0GXNHEHQNA",
    "n": "Units of Z/nZ are the residues coprime to n",
    "k": "statement",
    "m": [
      "11A07",
      "20K01"
    ],
    "u": "/math2/wiki/units-of-z-nz-are-the-residues-coprime-to-n/"
  },
  {
    "t": "0GYDV9FE98",
    "n": "Second derivative test in several variables",
    "a": [
      "second-partial-derivative-test"
    ],
    "k": "statement",
    "m": [
      "49K10"
    ],
    "u": "/math2/wiki/second-derivative-test-in-several-variables/"
  },
  {
    "t": "0GYGHKX834",
    "n": "Commutative ring",
    "k": "definition",
    "m": [
      "13A99"
    ],
    "u": "/math2/wiki/commutative-ring-definition/"
  },
  {
    "t": "0GYQK9NDJF",
    "n": "Cayley graph",
    "k": "concept",
    "m": [
      "05C25",
      "20F65"
    ],
    "u": "/math2/wiki/cayley-graph/"
  },
  {
    "t": "0GZ3D8F921",
    "n": "Divergence theorem on a rectangle in the plane",
    "a": [
      "planar-divergence-theorem-rectangle"
    ],
    "k": "statement",
    "m": [
      "26B20"
    ],
    "u": "/math2/wiki/divergence-theorem-on-a-rectangle-in-the-plane/"
  },
  {
    "t": "0GZ6Y1H4RN",
    "n": "Ascending chain condition",
    "a": [
      "acc"
    ],
    "k": "concept",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/ascending-chain-condition/"
  },
  {
    "t": "0GZB2SN0PH",
    "n": "Function space",
    "k": "example",
    "m": [
      "15A03",
      "46E99"
    ],
    "u": "/math2/wiki/function-space/"
  },
  {
    "t": "0GZNSHMG4Q",
    "n": "Dirichlet integral",
    "k": "example",
    "m": [
      "26A42",
      "40A10"
    ],
    "u": "/math2/wiki/dirichlet-integral/"
  },
  {
    "t": "0GZWXM2DKE",
    "n": "Characteristic equation",
    "k": "concept",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/characteristic-equation/"
  },
  {
    "t": "0H11ZPX4ND",
    "n": "Conjugate subgroup",
    "k": "concept",
    "m": [
      "20E45"
    ],
    "u": "/math2/wiki/conjugate-subgroup/"
  },
  {
    "t": "0H1GN6P9R5",
    "n": "Fundamental matrix",
    "k": "concept",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/fundamental-matrix/"
  },
  {
    "t": "0H1JFKE7H4",
    "n": "Hyperbolic sine",
    "k": "concept",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/hyperbolic-sine/"
  },
  {
    "t": "0H2EPRZC0D",
    "n": "Arithmetic function",
    "a": [
      "arithmetical-function",
      "number-theoretic-function"
    ],
    "k": "definition",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/arithmetic-function-definition/"
  },
  {
    "t": "0H3W614GEC",
    "n": "Pseudometric space",
    "k": "definition",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/pseudometric-space-definition/"
  },
  {
    "t": "0H3WZXCZNF",
    "n": "Semidirect product",
    "k": "concept",
    "m": [
      "20E22"
    ],
    "u": "/math2/wiki/semidirect-product/"
  },
  {
    "t": "0H3YY8CPKH",
    "n": "Euclidean group",
    "k": "object",
    "m": [
      "20H15"
    ],
    "u": "/math2/wiki/euclidean-group/"
  },
  {
    "t": "0H47DMFN3S",
    "n": "Inner automorphism",
    "a": [
      "conjugation-automorphism"
    ],
    "k": "definition",
    "m": [
      "20F28"
    ],
    "u": "/math2/wiki/inner-automorphism-definition/"
  },
  {
    "t": "0H4KNNCHPY",
    "n": "Fundamental system of solutions",
    "a": [
      "fundamental-set-of-solutions"
    ],
    "k": "definition",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/fundamental-system-of-solutions-definition/"
  },
  {
    "t": "0H4R3RESGV",
    "n": "Limit inferior",
    "a": [
      "liminf"
    ],
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/limit-inferior-definition/"
  },
  {
    "t": "0H5GKDTB01",
    "n": "Disjunction",
    "k": "definition",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/disjunction-definition/"
  },
  {
    "t": "0H5J02P8S9",
    "n": "Upper bound",
    "k": "definition",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/upper-bound-definition/"
  },
  {
    "t": "0H5MR9B6GT",
    "n": "Line integral of a vector field",
    "a": [
      "work-integral",
      "circulation-integral"
    ],
    "k": "concept",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/line-integral-of-a-vector-field/"
  },
  {
    "t": "0H5SYBSED9",
    "n": "Gamma function",
    "k": "concept",
    "m": [
      "33B15"
    ],
    "u": "/math2/wiki/gamma-function/"
  },
  {
    "t": "0H5WWC8RZX",
    "n": "The order of a finite field is a prime power",
    "k": "statement",
    "m": [
      "12E20"
    ],
    "u": "/math2/wiki/the-order-of-a-finite-field-is-a-prime-power/"
  },
  {
    "t": "0H5ZAZCX2T",
    "n": "Taylor's theorem with the Lagrange remainder",
    "k": "statement",
    "m": [
      "41A80"
    ],
    "u": "/math2/wiki/taylors-theorem-with-the-lagrange-remainder/"
  },
  {
    "t": "0H60H1Q0SX",
    "n": "Changing the order of integration",
    "a": [
      "reversing-order-of-integration"
    ],
    "k": "statement",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/changing-the-order-of-integration/"
  },
  {
    "t": "0H628RSGWX",
    "n": "Algebraic element",
    "k": "concept",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/algebraic-element/"
  },
  {
    "t": "0H631CZP5K",
    "n": "Galton–Watson process",
    "k": "definition",
    "m": [
      "60J80"
    ],
    "u": "/math2/wiki/galton-watson-process-definition/"
  },
  {
    "t": "0H6DP8CHND",
    "n": "Del operator",
    "a": [
      "nabla",
      "del"
    ],
    "k": "concept",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/del-operator/"
  },
  {
    "t": "0H6KWAYS87",
    "n": "Product of power series",
    "k": "statement",
    "m": [
      "13F25"
    ],
    "u": "/math2/wiki/product-of-power-series/"
  },
  {
    "t": "0H7C3T1GJY",
    "n": "Scalar potential",
    "a": [
      "potential-function"
    ],
    "k": "concept",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/scalar-potential/"
  },
  {
    "t": "0H8H7ZTHW2",
    "n": "Cumulative distribution function",
    "a": [
      "cdf",
      "distribution-function"
    ],
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/cumulative-distribution-function/"
  },
  {
    "t": "0H8Q4MANBD",
    "n": "Every finite tree with at least two vertices has a leaf",
    "k": "statement",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/every-finite-tree-with-at-least-two-vertices-has-a-leaf/"
  },
  {
    "t": "0H8SZFFDXJ",
    "n": "Rule of Sarrus",
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/rule-of-sarrus/"
  },
  {
    "t": "0H97Q4Z2SF",
    "n": "Plane",
    "k": "definition",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/plane-definition/"
  },
  {
    "t": "0H9K5D3RDV",
    "n": "Abelianisation",
    "k": "definition",
    "m": [
      "20F12"
    ],
    "u": "/math2/wiki/abelianisation-definition/"
  },
  {
    "t": "0HATW2VWAZ",
    "n": "Rectifiable curve",
    "a": [
      "curve-of-finite-length"
    ],
    "k": "concept",
    "m": [
      "26A45"
    ],
    "u": "/math2/wiki/rectifiable-curve/"
  },
  {
    "t": "0HAZEFH137",
    "n": "Interior is the largest open subset",
    "k": "statement",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/interior-is-the-largest-open-subset/"
  },
  {
    "t": "0HB0XKDXHH",
    "n": "Binomial series",
    "k": "example",
    "m": [
      "30B10"
    ],
    "u": "/math2/wiki/binomial-series/"
  },
  {
    "t": "0HB8SXHPFA",
    "n": "Markov property",
    "k": "definition",
    "m": [
      "60J05"
    ],
    "u": "/math2/wiki/markov-property-definition/"
  },
  {
    "t": "0HBQC2GJXT",
    "n": "Limit point",
    "k": "definition",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/limit-point-definition/"
  },
  {
    "t": "0HBRW4E6G1",
    "n": "Intersection",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/intersection-definition/"
  },
  {
    "t": "0HBS1F00DN",
    "n": "Induction on the integers",
    "k": "statement",
    "m": [
      "11A99"
    ],
    "u": "/math2/wiki/induction-on-the-integers/"
  },
  {
    "t": "0HBY48G8G1",
    "n": "Riemann sum",
    "k": "definition",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/riemann-sum-definition/"
  },
  {
    "t": "0HE5WDQ9FJ",
    "n": "Zermelo–Fraenkel set theory",
    "a": [
      "zf",
      "zfc",
      "zermelo-fraenkel"
    ],
    "k": "concept",
    "m": [
      "03E30"
    ],
    "u": "/math2/wiki/zermelo-fraenkel-set-theory/"
  },
  {
    "t": "0HEF46RPEK",
    "n": "Union of open sets is open",
    "k": "statement",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/union-of-open-sets-is-open/"
  },
  {
    "t": "0HESMMSYEG",
    "n": "Russell's paradox",
    "a": [
      "russell-paradox"
    ],
    "k": "statement",
    "m": [
      "03E30"
    ],
    "u": "/math2/wiki/russells-paradox/"
  },
  {
    "t": "0HF30P75G4",
    "n": "Hamiltonian cycle",
    "k": "concept",
    "m": [
      "05C45"
    ],
    "u": "/math2/wiki/hamiltonian-cycle/"
  },
  {
    "t": "0HFREYRSZP",
    "n": "Rotation",
    "k": "concept",
    "m": [
      "51F20"
    ],
    "u": "/math2/wiki/rotation/"
  },
  {
    "t": "0HFSFVMWQB",
    "n": "Taylor polynomial",
    "k": "definition",
    "m": [
      "41A58"
    ],
    "u": "/math2/wiki/taylor-polynomial-definition/"
  },
  {
    "t": "0HG11FW8MJ",
    "n": "First-countable space",
    "k": "definition",
    "m": [
      "54D70"
    ],
    "u": "/math2/wiki/first-countable-space-definition/"
  },
  {
    "t": "0HGVCWQGY3",
    "n": "Pigeonhole principle",
    "k": "statement",
    "m": [
      "05A05"
    ],
    "u": "/math2/wiki/pigeonhole-principle/"
  },
  {
    "t": "0HH4Y7HSRQ",
    "n": "Sum of a series",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/sum-of-a-series/"
  },
  {
    "t": "0HH6JX5WZZ",
    "n": "Generating function",
    "k": "definition",
    "m": [
      "05A15"
    ],
    "u": "/math2/wiki/generating-function-definition/"
  },
  {
    "t": "0HHHDCXZV4",
    "n": "Differentiable function of several variables",
    "a": [
      "differentiable-map",
      "totally-differentiable-function"
    ],
    "k": "concept",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/differentiable-function-of-several-variables/"
  },
  {
    "t": "0HJ0HDA6W7",
    "n": "Solutions for distinct real roots",
    "k": "statement",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/solutions-for-distinct-real-roots/"
  },
  {
    "t": "0HJ28H9Y95",
    "n": "Thomae's function",
    "a": [
      "popcorn-function"
    ],
    "k": "example",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/thomaes-function/"
  },
  {
    "t": "0HJ4DTW6FN",
    "n": "Second isomorphism theorem for rings",
    "k": "statement",
    "m": [
      "16D25"
    ],
    "u": "/math2/wiki/second-isomorphism-theorem-for-rings/"
  },
  {
    "t": "0HJHYMGN3C",
    "n": "Discrete logarithm",
    "k": "concept",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/discrete-logarithm/"
  },
  {
    "t": "0HKXNG2RS1",
    "n": "Hamiltonian cycle",
    "k": "definition",
    "m": [
      "05C45"
    ],
    "u": "/math2/wiki/hamiltonian-cycle-definition/"
  },
  {
    "t": "0HM05N3FJD",
    "n": "Random experiment",
    "a": [
      "experiment",
      "trial"
    ],
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/random-experiment/"
  },
  {
    "t": "0HM0HQCK6N",
    "n": "Distributive lattice",
    "k": "concept",
    "m": [
      "06D05"
    ],
    "u": "/math2/wiki/distributive-lattice/"
  },
  {
    "t": "0HM584C465",
    "n": "RSA cryptosystem",
    "a": [
      "rivest-shamir-adleman"
    ],
    "k": "example",
    "m": [
      "94A60"
    ],
    "u": "/math2/wiki/rsa-cryptosystem/"
  },
  {
    "t": "0HM732ZNVC",
    "n": "A sequence converges iff its liminf and limsup agree",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/a-sequence-converges-iff-its-liminf-and-limsup-agree/"
  },
  {
    "t": "0HNATXFEV5",
    "n": "Order on the natural numbers",
    "k": "concept",
    "m": [
      "03F30"
    ],
    "u": "/math2/wiki/order-on-the-natural-numbers/"
  },
  {
    "t": "0HNK6KT05K",
    "n": "Centre of mass",
    "a": [
      "center-of-mass",
      "centroid"
    ],
    "k": "concept",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/centre-of-mass/"
  },
  {
    "t": "0HNMFG8F8K",
    "n": "Eigenvectors with distinct eigenvalues are linearly independent",
    "k": "statement",
    "m": [
      "15A18"
    ],
    "u": "/math2/wiki/eigenvectors-with-distinct-eigenvalues-are-linearly-independent/"
  },
  {
    "t": "0HPHKCGEQ0",
    "n": "Generalised Stokes theorem",
    "a": [
      "stokes-cartan-theorem"
    ],
    "k": "statement",
    "m": [
      "58C35"
    ],
    "u": "/math2/wiki/generalised-stokes-theorem/"
  },
  {
    "t": "0HQARMKEV5",
    "n": "Archimedean ordered field",
    "k": "definition",
    "m": [
      "12J15"
    ],
    "u": "/math2/wiki/archimedean-ordered-field-definition/"
  },
  {
    "t": "0HQFZAP3ND",
    "n": "Coefficient matrix",
    "k": "concept",
    "m": [
      "15A06"
    ],
    "u": "/math2/wiki/coefficient-matrix/"
  },
  {
    "t": "0HR3N02317",
    "n": "Green's theorem",
    "k": "statement",
    "m": [
      "26B20"
    ],
    "u": "/math2/wiki/greens-theorem/"
  },
  {
    "t": "0HR573CHNM",
    "n": "Linear span",
    "k": "definition",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/linear-span-definition/"
  },
  {
    "t": "0HRJ2Y74T3",
    "n": "Rearrangement of a series",
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/rearrangement-of-a-series-definition/"
  },
  {
    "t": "0HRVY67CNV",
    "n": "Solutions for repeated roots",
    "k": "statement",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/solutions-for-repeated-roots/"
  },
  {
    "t": "0HTGB13FE2",
    "n": "Axiom of choice",
    "a": [
      "ac",
      "axiom-of-choice"
    ],
    "k": "statement",
    "m": [
      "03E25"
    ],
    "u": "/math2/wiki/axiom-of-choice/"
  },
  {
    "t": "0HV01NH20W",
    "n": "Reduced residue system",
    "k": "concept",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/reduced-residue-system/"
  },
  {
    "t": "0HV1SKWPMS",
    "n": "Rouché–Capelli theorem",
    "a": [
      "kronecker-capelli-theorem"
    ],
    "k": "statement",
    "m": [
      "15A06"
    ],
    "u": "/math2/wiki/rouche-capelli-theorem/"
  },
  {
    "t": "0HV9Y7WG5R",
    "n": "Group homomorphism",
    "a": [
      "homomorphism-of-groups"
    ],
    "k": "definition",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/group-homomorphism-definition/"
  },
  {
    "t": "0HVX863SAJ",
    "n": "Eccentricity",
    "k": "concept",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/eccentricity/"
  },
  {
    "t": "0HW7BNHHGF",
    "n": "Limit comparison test",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/limit-comparison-test/"
  },
  {
    "t": "0HX8HZ1WTQ",
    "n": "Gram matrix",
    "k": "definition",
    "m": [
      "15A63",
      "15B57"
    ],
    "u": "/math2/wiki/gram-matrix-definition/"
  },
  {
    "t": "0HXEX0DPRA",
    "n": "One-sided derivative",
    "a": [
      "left-derivative",
      "right-derivative"
    ],
    "k": "definition",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/one-sided-derivative-definition/"
  },
  {
    "t": "0HY15D6WTX",
    "n": "Finitely generated group",
    "k": "definition",
    "m": [
      "20F05"
    ],
    "u": "/math2/wiki/finitely-generated-group-definition/"
  },
  {
    "t": "0HY1MXMEN9",
    "n": "Totient of a prime",
    "k": "statement",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/totient-of-a-prime/"
  },
  {
    "t": "0HYC2RHD3M",
    "n": "Eigenvalues of a positive definite matrix are positive",
    "k": "statement",
    "m": [
      "15B57",
      "15A18"
    ],
    "u": "/math2/wiki/eigenvalues-of-a-positive-definite-matrix-are-positive/"
  },
  {
    "t": "0HYFEEZAEM",
    "n": "Injective iff it has a left inverse",
    "k": "statement",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/injective-iff-it-has-a-left-inverse/"
  },
  {
    "t": "0HYFWKKY3C",
    "n": "Polar form of a quadratic form",
    "k": "concept",
    "m": [
      "15A63",
      "11E04"
    ],
    "u": "/math2/wiki/polar-form-of-a-quadratic-form/"
  },
  {
    "t": "0HYNZE940T",
    "n": "Modulus is multiplicative",
    "k": "statement",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/modulus-is-multiplicative/"
  },
  {
    "t": "0HYP606RYF",
    "n": "Student's t-test",
    "a": [
      "t-test",
      "students-t-test",
      "one-sample-t-test",
      "two-sample-t-test"
    ],
    "k": "concept",
    "m": [
      "62F03"
    ],
    "u": "/math2/wiki/students-t-test/"
  },
  {
    "t": "0HYPR64JM2",
    "n": "Mean value property",
    "a": [
      "mean-value-property-of-harmonic-functions",
      "gauss-mean-value-theorem"
    ],
    "k": "statement",
    "m": [
      "31A05"
    ],
    "u": "/math2/wiki/mean-value-property/"
  },
  {
    "t": "0HYRJF4WNQ",
    "n": "Norm of a Gaussian integer",
    "k": "concept",
    "m": [
      "11R11"
    ],
    "u": "/math2/wiki/norm-of-a-gaussian-integer/"
  },
  {
    "t": "0HYV2NME07",
    "n": "Hamiltonian graph",
    "k": "concept",
    "m": [
      "05C45"
    ],
    "u": "/math2/wiki/hamiltonian-graph/"
  },
  {
    "t": "0HZNE5QZDJ",
    "n": "Quadratic form",
    "k": "definition",
    "m": [
      "15A63",
      "11E04"
    ],
    "u": "/math2/wiki/quadratic-form-definition/"
  },
  {
    "t": "0J0BBCMJ5W",
    "n": "Pivot",
    "k": "concept",
    "m": [
      "15A06"
    ],
    "u": "/math2/wiki/pivot/"
  },
  {
    "t": "0J0FCWV32D",
    "n": "Exponential function",
    "k": "concept",
    "m": [
      "33B10",
      "26A09"
    ],
    "u": "/math2/wiki/exponential-function/"
  },
  {
    "t": "0J0QEN1DZR",
    "n": "Reduced residue system",
    "a": [
      "reduced-system-of-residues"
    ],
    "k": "definition",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/reduced-residue-system-definition/"
  },
  {
    "t": "0J0SK5FF4M",
    "n": "Quotient map",
    "k": "definition",
    "m": [
      "15A03",
      "15A04"
    ],
    "u": "/math2/wiki/quotient-map-definition/"
  },
  {
    "t": "0J0XBKG64S",
    "n": "Proof by contradiction",
    "a": [
      "reductio-ad-absurdum",
      "indirect-proof"
    ],
    "k": "concept",
    "m": [
      "00A35"
    ],
    "u": "/math2/wiki/proof-by-contradiction/"
  },
  {
    "t": "0J1E5ZRZRM",
    "n": "Fixed field",
    "k": "concept",
    "m": [
      "12F10"
    ],
    "u": "/math2/wiki/fixed-field/"
  },
  {
    "t": "0J1N3WTKM4",
    "n": "Euclidean isometry",
    "a": [
      "rigid-transformation",
      "euclidean-transformation"
    ],
    "k": "concept",
    "m": [
      "51F20"
    ],
    "u": "/math2/wiki/euclidean-isometry/"
  },
  {
    "t": "0J1R5NP36S",
    "n": "Liouville number",
    "k": "definition",
    "m": [
      "11J81"
    ],
    "u": "/math2/wiki/liouville-number-definition/"
  },
  {
    "t": "0J1TT091TN",
    "n": "Solutions of Pell's equation are powers of the fundamental solution",
    "k": "statement",
    "m": [
      "11D09"
    ],
    "u": "/math2/wiki/solutions-of-pells-equation-are-powers-of-the-fundamental-solution/"
  },
  {
    "t": "0J29GM30Z7",
    "n": "Existence of nth roots by the intermediate value theorem",
    "k": "example",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/existence-of-nth-roots-by-the-intermediate-value-theorem/"
  },
  {
    "t": "0J2C7BDJQA",
    "n": "Polar decomposition",
    "k": "statement",
    "m": [
      "15A23"
    ],
    "u": "/math2/wiki/polar-decomposition/"
  },
  {
    "t": "0J2WAR83WP",
    "n": "Inverse function",
    "a": [
      "inverse-map"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/inverse-function/"
  },
  {
    "t": "0J3578562S",
    "n": "Equivalent norms",
    "k": "definition",
    "m": [
      "46B20"
    ],
    "u": "/math2/wiki/equivalent-norms-definition/"
  },
  {
    "t": "0J3K4Y1KPD",
    "n": "Cycle type",
    "k": "concept",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/cycle-type/"
  },
  {
    "t": "0J438GAC8K",
    "n": "Conjugacy classes of the symmetric group correspond to cycle types",
    "k": "statement",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/conjugacy-classes-of-the-symmetric-group-correspond-to-cycle-types/"
  },
  {
    "t": "0J53NE674D",
    "n": "The symmetric group on five or more letters is not solvable",
    "k": "statement",
    "m": [
      "20F16",
      "20B30"
    ],
    "u": "/math2/wiki/the-symmetric-group-on-five-or-more-letters-is-not-solvable/"
  },
  {
    "t": "0J5EMJRRFM",
    "n": "Characteristic polynomial of a linear map",
    "k": "concept",
    "m": [
      "15A04",
      "15A18"
    ],
    "u": "/math2/wiki/characteristic-polynomial-of-a-linear-map/"
  },
  {
    "t": "0J5VGJYYC3",
    "n": "Congruence is compatible with powers",
    "k": "statement",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/congruence-is-compatible-with-powers/"
  },
  {
    "t": "0J5XR7BW2S",
    "n": "Intersecting secants theorem",
    "a": [
      "secant-theorem"
    ],
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/intersecting-secants-theorem/"
  },
  {
    "t": "0J6A752DTZ",
    "n": "Lyapunov's stability theorem",
    "a": [
      "lyapunov-direct-method"
    ],
    "k": "statement",
    "m": [
      "34D20"
    ],
    "u": "/math2/wiki/lyapunovs-stability-theorem/"
  },
  {
    "t": "0J6AKYZQT8",
    "n": "Associativity of composition",
    "a": [
      "composition-is-associative"
    ],
    "k": "statement",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/associativity-of-composition/"
  },
  {
    "t": "0J6G5NJC5R",
    "n": "Kuratowski's theorem",
    "k": "statement",
    "m": [
      "05C10"
    ],
    "u": "/math2/wiki/kuratowskis-theorem/"
  },
  {
    "t": "0J6M03WSS6",
    "n": "Hyperbolic functions",
    "k": "definition",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/hyperbolic-functions-definition/"
  },
  {
    "t": "0J6Z6H5VQJ",
    "n": "Discrete random variable",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/discrete-random-variable-definition/"
  },
  {
    "t": "0J768YF1ZE",
    "n": "Nine-point circle",
    "k": "definition",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/nine-point-circle-definition/"
  },
  {
    "t": "0J76TP9FGD",
    "n": "Rearrangements of an absolutely convergent series have the same sum",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/rearrangements-of-an-absolutely-convergent-series-have-the-same-sum/"
  },
  {
    "t": "0J78KBPFZB",
    "n": "Riemann sphere",
    "a": [
      "extended-complex-plane",
      "extended-complex-numbers"
    ],
    "k": "concept",
    "m": [
      "30F10"
    ],
    "u": "/math2/wiki/riemann-sphere/"
  },
  {
    "t": "0J7H0YBFDJ",
    "n": "Endomorphism",
    "a": [
      "linear-operator"
    ],
    "k": "concept",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/endomorphism/"
  },
  {
    "t": "0J7HF2PF1H",
    "n": "Picard–Lindelöf hypotheses",
    "k": "definition",
    "m": [
      "34A12"
    ],
    "u": "/math2/wiki/picard-lindelof-hypotheses-definition/"
  },
  {
    "t": "0J7PHRBNNS",
    "n": "Logarithm of a quotient",
    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/logarithm-of-a-quotient/"
  },
  {
    "t": "0J817RTVG6",
    "n": "Primitive root of unity",
    "k": "definition",
    "m": [
      "11R18"
    ],
    "u": "/math2/wiki/primitive-root-of-unity-definition/"
  },
  {
    "t": "0J87V9K1GE",
    "n": "Sperner's theorem",
    "k": "statement",
    "m": [
      "05D05"
    ],
    "u": "/math2/wiki/sperners-theorem/"
  },
  {
    "t": "0J8ANSYKAC",
    "n": "Composition of an integer",
    "k": "definition",
    "m": [
      "05A17"
    ],
    "u": "/math2/wiki/composition-of-an-integer-definition/"
  },
  {
    "t": "0J8T4K4YTE",
    "n": "Taylor's theorem in several variables",
    "a": [
      "multivariate-taylor-theorem"
    ],
    "k": "statement",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/taylors-theorem-in-several-variables/"
  },
  {
    "t": "0J8XE7W68F",
    "n": "Reachability",
    "k": "definition",
    "m": [
      "05C40"
    ],
    "u": "/math2/wiki/reachability-definition/"
  },
  {
    "t": "0J8Y1NCY0K",
    "n": "Limit of a function of several variables",
    "a": [
      "multivariable-limit"
    ],
    "k": "concept",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/limit-of-a-function-of-several-variables/"
  },
  {
    "t": "0J97P5KZY0",
    "n": "Bernoulli distribution",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/bernoulli-distribution-definition/"
  },
  {
    "t": "0J9TVTNB4K",
    "n": "Determinant of a block triangular matrix",
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/determinant-of-a-block-triangular-matrix/"
  },
  {
    "t": "0JAEHXTVV5",
    "n": "Riemann sum",
    "k": "concept",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/riemann-sum/"
  },
  {
    "t": "0JARTXX4XP",
    "n": "Euler method",
    "a": [
      "forward-euler-method",
      "explicit-euler-method"
    ],
    "k": "concept",
    "m": [
      "65L05",
      "65L20"
    ],
    "u": "/math2/wiki/euler-method/"
  },
  {
    "t": "0JB228DCWB",
    "n": "Image of a linear map",
    "k": "definition",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/image-of-a-linear-map-definition/"
  },
  {
    "t": "0JB3DP1BMF",
    "n": "Linear combination",
    "k": "definition",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/linear-combination-definition/"
  },
  {
    "t": "0JBJYT69ZV",
    "n": "Graph of a function",
    "a": [
      "function-graph"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/graph-of-a-function/"
  },
  {
    "t": "0JBMYAA9QH",
    "n": "Ratio formula for the radius of convergence",
    "k": "statement",
    "m": [
      "30B10"
    ],
    "u": "/math2/wiki/ratio-formula-for-the-radius-of-convergence/"
  },
  {
    "t": "0JC5X4HWR2",
    "n": "Vector calculus identities",
    "a": [
      "product-rules-for-grad-div-curl"
    ],
    "k": "statement",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/vector-calculus-identities/"
  },
  {
    "t": "0JCQGPY8Z4",
    "n": "Stirling numbers of the second kind",
    "k": "concept",
    "m": [
      "11B73"
    ],
    "u": "/math2/wiki/stirling-numbers-of-the-second-kind/"
  },
  {
    "t": "0JCSQNNP2M",
    "n": "Converse relation",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/converse-relation-definition/"
  },
  {
    "t": "0JD5C82QMB",
    "n": "Graph",
    "k": "definition",
    "m": [
      "05C99"
    ],
    "u": "/math2/wiki/graph-definition/"
  },
  {
    "t": "0JD5ZNW0F4",
    "n": "Analytic function",
    "a": [
      "real-analytic-function"
    ],
    "k": "definition",
    "m": [
      "26E05"
    ],
    "u": "/math2/wiki/analytic-function-definition/"
  },
  {
    "t": "0JDAQHWA9N",
    "n": "Convergence in distribution",
    "k": "definition",
    "m": [
      "60F05"
    ],
    "u": "/math2/wiki/convergence-in-distribution-definition/"
  },
  {
    "t": "0JDB8YJBSR",
    "n": "Triangle",
    "k": "definition",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/triangle-definition/"
  },
  {
    "t": "0JDE56HWQ8",
    "n": "Path",
    "k": "definition",
    "m": [
      "05C38"
    ],
    "u": "/math2/wiki/path-definition/"
  },
  {
    "t": "0JEJATBVD7",
    "n": "Continuity in R^n",
    "a": [
      "continuous-function-of-several-variables",
      "multivariable-continuity"
    ],
    "k": "concept",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/continuity-in-r-n/"
  },
  {
    "t": "0JEJJCB0EX",
    "n": "Sign is a homomorphism",
    "k": "statement",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/sign-is-a-homomorphism/"
  },
  {
    "t": "0JEVZAFDY6",
    "n": "The cumulative distribution function determines the distribution",
    "k": "statement",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/the-cumulative-distribution-function-determines-the-distribution/"
  },
  {
    "t": "0JF0TVYGWT",
    "n": "Affine map",
    "a": [
      "affine-transformation"
    ],
    "k": "concept",
    "m": [
      "51N10"
    ],
    "u": "/math2/wiki/affine-map/"
  },
  {
    "t": "0JF1XXGWB4",
    "n": "Parametrised curve",
    "k": "definition",
    "m": [
      "53A04"
    ],
    "u": "/math2/wiki/parametrised-curve-definition/"
  },
  {
    "t": "0JF9KW2TXB",
    "n": "Regular space",
    "k": "definition",
    "m": [
      "54D15"
    ],
    "u": "/math2/wiki/regular-space-definition/"
  },
  {
    "t": "0JFGKKWWFK",
    "n": "Residue",
    "k": "definition",
    "m": [
      "30E20"
    ],
    "u": "/math2/wiki/residue-definition/"
  },
  {
    "t": "0JG1KZSPFZ",
    "n": "Turán's theorem",
    "k": "statement",
    "m": [
      "05C35"
    ],
    "u": "/math2/wiki/turans-theorem/"
  },
  {
    "t": "0JG9W3KA6B",
    "n": "Connected component",
    "k": "concept",
    "m": [
      "05C40"
    ],
    "u": "/math2/wiki/connected-component/"
  },
  {
    "t": "0JGB7A6GTS",
    "n": "Rank of a linear map",
    "k": "definition",
    "m": [
      "15A03",
      "15A04"
    ],
    "u": "/math2/wiki/rank-of-a-linear-map-definition/"
  },
  {
    "t": "0JGEQXQ4AC",
    "n": "Presentation of a group",
    "k": "concept",
    "m": [
      "20F05"
    ],
    "u": "/math2/wiki/presentation-of-a-group/"
  },
  {
    "t": "0JGZCDT5DN",
    "n": "Space of polynomials of bounded degree",
    "k": "example",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/space-of-polynomials-of-bounded-degree/"
  },
  {
    "t": "0JH4MN4K1C",
    "n": "Series",
    "a": [
      "infinite-series"
    ],
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/series-definition/"
  },
  {
    "t": "0JHGAV9H25",
    "n": "Eigenspaces of a self-adjoint operator are orthogonal",
    "k": "statement",
    "m": [
      "47B15",
      "15A18"
    ],
    "u": "/math2/wiki/eigenspaces-of-a-self-adjoint-operator-are-orthogonal/"
  },
  {
    "t": "0JHM6JK7FD",
    "n": "The ring of integers",
    "k": "example",
    "m": [
      "13A99"
    ],
    "u": "/math2/wiki/the-ring-of-integers/"
  },
  {
    "t": "0JHXPVFKT0",
    "n": "Exponential generating function",
    "k": "concept",
    "m": [
      "05A15"
    ],
    "u": "/math2/wiki/exponential-generating-function/"
  },
  {
    "t": "0JJ6GDDE7Z",
    "n": "Underdamped",
    "k": "concept",
    "m": [
      "70J30"
    ],
    "u": "/math2/wiki/underdamped/"
  },
  {
    "t": "0JJ9J1XZ8G",
    "n": "Boundary",
    "k": "definition",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/boundary-definition/"
  },
  {
    "t": "0JJRENWMP6",
    "n": "Cauchy's estimates",
    "a": [
      "cauchy-inequalities",
      "cauchy-estimate"
    ],
    "k": "statement",
    "m": [
      "30A10"
    ],
    "u": "/math2/wiki/cauchys-estimates/"
  },
  {
    "t": "0JJV80RXHD",
    "n": "Abelian simple groups have prime order",
    "k": "statement",
    "m": [
      "20E32",
      "20K01"
    ],
    "u": "/math2/wiki/abelian-simple-groups-have-prime-order/"
  },
  {
    "t": "0JK6M18QZH",
    "n": "Kronecker product",
    "k": "definition",
    "m": [
      "15A69"
    ],
    "u": "/math2/wiki/kronecker-product-definition/"
  },
  {
    "t": "0JKW7W7XFR",
    "n": "Combinatorics",
    "k": "concept",
    "m": [
      "05A99"
    ],
    "u": "/math2/wiki/combinatorics/"
  },
  {
    "t": "0JM7PA288B",
    "n": "Cauchy's theorem",
    "a": [
      "cauchys-theorem-group-theory"
    ],
    "k": "statement",
    "m": [
      "20D20"
    ],
    "u": "/math2/wiki/cauchys-theorem/"
  },
  {
    "t": "0JMR2HM2N2",
    "n": "Logical equivalence",
    "a": [
      "logically-equivalent"
    ],
    "k": "concept",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/logical-equivalence/"
  },
  {
    "t": "0JMTY8MF54",
    "n": "Sum of subspaces",
    "k": "concept",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/sum-of-subspaces/"
  },
  {
    "t": "0JN0SQG2JH",
    "n": "Kernel of a ring homomorphism",
    "k": "concept",
    "m": [
      "16B99"
    ],
    "u": "/math2/wiki/kernel-of-a-ring-homomorphism/"
  },
  {
    "t": "0JN9P4A944",
    "n": "Sample variance",
    "k": "definition",
    "m": [
      "62F10"
    ],
    "u": "/math2/wiki/sample-variance-definition/"
  },
  {
    "t": "0JNCBFMPXR",
    "n": "Lindemann–Weierstrass theorem",
    "k": "statement",
    "m": [
      "11J81"
    ],
    "u": "/math2/wiki/lindemann-weierstrass-theorem/"
  },
  {
    "t": "0JNMJEDD93",
    "n": "Convolution theorem for the Laplace transform",
    "k": "statement",
    "m": [
      "44A10",
      "44A35"
    ],
    "u": "/math2/wiki/convolution-theorem-for-the-laplace-transform/"
  },
  {
    "t": "0JNXSS9TJ9",
    "n": "Universal set",
    "a": [
      "universe-of-discourse"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/universal-set/"
  },
  {
    "t": "0JP0W07Y9A",
    "n": "Fundamental theorem of algebra",
    "a": [
      "dalembert-gauss-theorem",
      "dalemberts-theorem"
    ],
    "k": "statement",
    "m": [
      "12D10"
    ],
    "u": "/math2/wiki/fundamental-theorem-of-algebra/"
  },
  {
    "t": "0JP0ZF57PN",
    "n": "Kőnig's theorem",
    "k": "statement",
    "m": [
      "05C70"
    ],
    "u": "/math2/wiki/konigs-theorem/"
  },
  {
    "t": "0JPCHTXWG0",
    "n": "Function of several variables",
    "a": [
      "multivariable-function",
      "function-of-several-real-variables"
    ],
    "k": "concept",
    "m": [
      "26B99"
    ],
    "u": "/math2/wiki/function-of-several-variables/"
  },
  {
    "t": "0JPDTEDCFD",
    "n": "Subgroups of abelian groups are normal",
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/subgroups-of-abelian-groups-are-normal/"
  },
  {
    "t": "0JPH2Y4DFV",
    "n": "Central binomial coefficient",
    "k": "concept",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/central-binomial-coefficient/"
  },
  {
    "t": "0JPYSD5E0B",
    "n": "Order of an element",
    "k": "definition",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/order-of-an-element-definition/"
  },
  {
    "t": "0JQ1KNQW2K",
    "n": "Order of the general linear group over a finite field",
    "k": "statement",
    "m": [
      "20G40"
    ],
    "u": "/math2/wiki/order-of-the-general-linear-group-over-a-finite-field/"
  },
  {
    "t": "0JQ5Y3WWVE",
    "n": "Alternating harmonic series",
    "k": "example",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/alternating-harmonic-series/"
  },
  {
    "t": "0JQE130DHW",
    "n": "Weierstrass approximation theorem",
    "k": "statement",
    "m": [
      "41A10"
    ],
    "u": "/math2/wiki/weierstrass-approximation-theorem/"
  },
  {
    "t": "0JQWWFCS9R",
    "n": "Ordered pair",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/ordered-pair-definition/"
  },
  {
    "t": "0JRC32D6K2",
    "n": "Multiplication of natural numbers",
    "k": "definition",
    "m": [
      "03F30"
    ],
    "u": "/math2/wiki/multiplication-of-natural-numbers-definition/"
  },
  {
    "t": "0JRW4X1MDC",
    "n": "Inverse Laplace transform",
    "k": "definition",
    "m": [
      "44A10"
    ],
    "u": "/math2/wiki/inverse-laplace-transform-definition/"
  },
  {
    "t": "0JT92VK307",
    "n": "Bernstein polynomial",
    "k": "concept",
    "m": [
      "41A10"
    ],
    "u": "/math2/wiki/bernstein-polynomial/"
  },
  {
    "t": "0JTC045NNZ",
    "n": "Legendre symbol",
    "k": "concept",
    "m": [
      "11A15"
    ],
    "u": "/math2/wiki/legendre-symbol/"
  },
  {
    "t": "0JTGRV4WT4",
    "n": "Cardinality",
    "k": "definition",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/cardinality-definition/"
  },
  {
    "t": "0JTPMCCZT2",
    "n": "Estimate for approximate solutions",
    "k": "statement",
    "m": [
      "34A12",
      "34A45"
    ],
    "u": "/math2/wiki/estimate-for-approximate-solutions/"
  },
  {
    "t": "0JTRMBQ1SA",
    "n": "System of linear equations",
    "k": "definition",
    "m": [
      "15A06"
    ],
    "u": "/math2/wiki/system-of-linear-equations-definition/"
  },
  {
    "t": "0JTRSJKCFB",
    "n": "Tychonoff's theorem",
    "a": [
      "tychonoff-theorem"
    ],
    "k": "statement",
    "m": [
      "54D30"
    ],
    "u": "/math2/wiki/tychonoffs-theorem/"
  },
  {
    "t": "0JV30XN73Z",
    "n": "Integer partition",
    "k": "concept",
    "m": [
      "05A17"
    ],
    "u": "/math2/wiki/integer-partition/"
  },
  {
    "t": "0JVJ2WCXZH",
    "n": "Gaussian elimination",
    "a": [
      "row-reduction"
    ],
    "k": "concept",
    "m": [
      "15A06",
      "65F05"
    ],
    "u": "/math2/wiki/gaussian-elimination/"
  },
  {
    "t": "0JVSNJCN68",
    "n": "Split polynomial",
    "k": "concept",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/split-polynomial/"
  },
  {
    "t": "0JW13B48YP",
    "n": "Vector projection",
    "a": [
      "orthogonal-projection-onto-a-vector"
    ],
    "k": "concept",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/vector-projection/"
  },
  {
    "t": "0JW2FHW7G3",
    "n": "Existential quantifier",
    "k": "definition",
    "m": [
      "03B10"
    ],
    "u": "/math2/wiki/existential-quantifier-definition/"
  },
  {
    "t": "0JW6MDHAZD",
    "n": "Saddle point",
    "a": [
      "minimax-point"
    ],
    "k": "concept",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/saddle-point/"
  },
  {
    "t": "0JW7KT6PQW",
    "n": "Minimum spanning tree",
    "k": "concept",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/minimum-spanning-tree/"
  },
  {
    "t": "0JWCX0TW2S",
    "n": "Concyclic points",
    "k": "definition",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/concyclic-points-definition/"
  },
  {
    "t": "0JWM6GJNQW",
    "n": "An orthonormal family is linearly independent",
    "k": "statement",
    "m": [
      "15A63",
      "46C05"
    ],
    "u": "/math2/wiki/an-orthonormal-family-is-linearly-independent/"
  },
  {
    "t": "0JWMJSTBSG",
    "n": "Divergent series",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/divergent-series/"
  },
  {
    "t": "0JWRJX2RMP",
    "n": "Bayesian inference",
    "a": [
      "bayesian-statistics",
      "bayesian-updating"
    ],
    "k": "concept",
    "m": [
      "62F15"
    ],
    "u": "/math2/wiki/bayesian-inference/"
  },
  {
    "t": "0JWT4PPQ7B",
    "n": "L'Hôpital's rule",
    "a": [
      "lhopital-rule",
      "bernoulli-rule"
    ],
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/lhopitals-rule/"
  },
  {
    "t": "0JWZX6FKSH",
    "n": "Sylow p-subgroup",
    "a": [
      "sylow-subgroup"
    ],
    "k": "definition",
    "m": [
      "20D20"
    ],
    "u": "/math2/wiki/sylow-p-subgroup-definition/"
  },
  {
    "t": "0JX86PSSA9",
    "n": "Divergence theorem",
    "a": [
      "gauss-theorem",
      "gauss-ostrogradsky-theorem"
    ],
    "k": "statement",
    "m": [
      "26B20"
    ],
    "u": "/math2/wiki/divergence-theorem/"
  },
  {
    "t": "0JXTQ392ZM",
    "n": "Legendre's theorem on continued fractions",
    "k": "statement",
    "m": [
      "11J70"
    ],
    "u": "/math2/wiki/legendres-theorem-on-continued-fractions/"
  },
  {
    "t": "0JXZKX526R",
    "n": "Square matrix",
    "k": "concept",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/square-matrix/"
  },
  {
    "t": "0JYF6PTKEW",
    "n": "Lifting-the-exponent lemma",
    "a": [
      "lte-lemma"
    ],
    "k": "statement",
    "m": [
      "11A51"
    ],
    "u": "/math2/wiki/lifting-the-exponent-lemma/"
  },
  {
    "t": "0JYTG5K9Y4",
    "n": "Group homomorphism",
    "k": "concept",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/group-homomorphism/"
  },
  {
    "t": "0JZ27DMJ5D",
    "n": "Dihedral group",
    "k": "concept",
    "m": [
      "20B25"
    ],
    "u": "/math2/wiki/dihedral-group/"
  },
  {
    "t": "0JZGW75C5Z",
    "n": "Power rule",
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/power-rule/"
  },
  {
    "t": "0JZSRWRBZE",
    "n": "Combination",
    "k": "definition",
    "m": [
      "05A05"
    ],
    "u": "/math2/wiki/combination-definition/"
  },
  {
    "t": "0JZY3R908H",
    "n": "Galois group of a polynomial",
    "k": "definition",
    "m": [
      "12F10"
    ],
    "u": "/math2/wiki/galois-group-of-a-polynomial-definition/"
  },
  {
    "t": "0K06X9QXDX",
    "n": "Convex set",
    "k": "definition",
    "m": [
      "52A20"
    ],
    "u": "/math2/wiki/convex-set-definition/"
  },
  {
    "t": "0K090GVHVN",
    "n": "Laplace transform of a derivative",
    "k": "statement",
    "m": [
      "44A10"
    ],
    "u": "/math2/wiki/laplace-transform-of-a-derivative/"
  },
  {
    "t": "0K0A06X2MQ",
    "n": "Upper and lower Darboux sums",
    "k": "concept",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/upper-and-lower-darboux-sums/"
  },
  {
    "t": "0K0GE6BCYW",
    "n": "Path-connected space",
    "k": "definition",
    "m": [
      "54D05"
    ],
    "u": "/math2/wiki/path-connected-space-definition/"
  },
  {
    "t": "0K0H5E3Z5N",
    "n": "Sum of a series",
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/sum-of-a-series-definition/"
  },
  {
    "t": "0K1E2S6Z69",
    "n": "Distance from a point to a plane",
    "k": "statement",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/distance-from-a-point-to-a-plane/"
  },
  {
    "t": "0K1EWAR6AF",
    "n": "Lipschitz functions are uniformly continuous",
    "k": "statement",
    "m": [
      "26A16"
    ],
    "u": "/math2/wiki/lipschitz-functions-are-uniformly-continuous/"
  },
  {
    "t": "0K1KKMFHYH",
    "n": "Determinant of a triangular matrix",
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/determinant-of-a-triangular-matrix/"
  },
  {
    "t": "0K1N1Y4EGZ",
    "n": "Integral of 1/x",
    "k": "statement",
    "m": [
      "26A36"
    ],
    "u": "/math2/wiki/integral-of-1-x/"
  },
  {
    "t": "0K1SCPBNKJ",
    "n": "Automorphism group",
    "k": "concept",
    "m": [
      "20F28"
    ],
    "u": "/math2/wiki/automorphism-group/"
  },
  {
    "t": "0K26YKNBSA",
    "n": "Zero divisor",
    "k": "definition",
    "m": [
      "16U99"
    ],
    "u": "/math2/wiki/zero-divisor-definition/"
  },
  {
    "t": "0K28YXMS7Q",
    "n": "Scalar multiplication of matrices",
    "k": "definition",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/scalar-multiplication-of-matrices-definition/"
  },
  {
    "t": "0K2DMACEZ4",
    "n": "Brahmagupta–Fibonacci identity",
    "a": [
      "diophantus-identity"
    ],
    "k": "statement",
    "m": [
      "11E25"
    ],
    "u": "/math2/wiki/brahmagupta-fibonacci-identity/"
  },
  {
    "t": "0K2FNY6DYV",
    "n": "Logarithm of a product",
    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/logarithm-of-a-product/"
  },
  {
    "t": "0K2TX12X58",
    "n": "Singular value",
    "k": "definition",
    "m": [
      "15A18"
    ],
    "u": "/math2/wiki/singular-value-definition/"
  },
  {
    "t": "0K387S2PKQ",
    "n": "Minkowski's theorem",
    "a": [
      "minkowski-convex-body-theorem"
    ],
    "k": "statement",
    "m": [
      "11H06"
    ],
    "u": "/math2/wiki/minkowskis-theorem/"
  },
  {
    "t": "0K3HFZJK5Q",
    "n": "Solving initial value problems with the Laplace transform",
    "k": "concept",
    "m": [
      "44A10",
      "34A30"
    ],
    "u": "/math2/wiki/solving-initial-value-problems-with-the-laplace-transform/"
  },
  {
    "t": "0K3MWA7DMC",
    "n": "Factor theorem",
    "k": "statement",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/factor-theorem/"
  },
  {
    "t": "0K3T4A659R",
    "n": "Topologist's sine curve",
    "a": [
      "warsaw-sine-curve"
    ],
    "k": "counterexample",
    "m": [
      "54G20"
    ],
    "u": "/math2/wiki/topologists-sine-curve/"
  },
  {
    "t": "0K4NMMJBG2",
    "n": "Confidence interval",
    "k": "definition",
    "m": [
      "62F25"
    ],
    "u": "/math2/wiki/confidence-interval-definition/"
  },
  {
    "t": "0K4VQB7HWR",
    "n": "Determinant of a matrix with two equal rows",
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/determinant-of-a-matrix-with-two-equal-rows/"
  },
  {
    "t": "0K4WCNTMHG",
    "n": "Rayleigh quotient",
    "k": "definition",
    "m": [
      "15A18",
      "15A42"
    ],
    "u": "/math2/wiki/rayleigh-quotient-definition/"
  },
  {
    "t": "0K4ZWTFSV5",
    "n": "Homogeneous first-order equation",
    "k": "definition",
    "m": [
      "34A05"
    ],
    "u": "/math2/wiki/homogeneous-first-order-equation-definition/"
  },
  {
    "t": "0K57YG3BB8",
    "n": "Differentiable function",
    "k": "concept",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/differentiable-function/"
  },
  {
    "t": "0K5TWJAGPD",
    "n": "Action by left multiplication",
    "k": "example",
    "m": [
      "20B05"
    ],
    "u": "/math2/wiki/action-by-left-multiplication/"
  },
  {
    "t": "0K5W69AC0J",
    "n": "Gaussian integers",
    "k": "object",
    "m": [
      "11R11"
    ],
    "u": "/math2/wiki/gaussian-integers/"
  },
  {
    "t": "0K665H5V1S",
    "n": "Matrix exponential",
    "k": "definition",
    "m": [
      "15A16"
    ],
    "u": "/math2/wiki/matrix-exponential-definition/"
  },
  {
    "t": "0K67Q60Z8P",
    "n": "Complement of an open set is closed",
    "k": "statement",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/complement-of-an-open-set-is-closed/"
  },
  {
    "t": "0K6CH0MT0F",
    "n": "Alternating multilinear map",
    "k": "concept",
    "m": [
      "15A69",
      "15A75"
    ],
    "u": "/math2/wiki/alternating-multilinear-map/"
  },
  {
    "t": "0K78D81EF7",
    "n": "Young diagram",
    "k": "definition",
    "m": [
      "05A17"
    ],
    "u": "/math2/wiki/young-diagram-definition/"
  },
  {
    "t": "0K7P6PR838",
    "n": "Maclaurin series",
    "k": "concept",
    "m": [
      "41A58"
    ],
    "u": "/math2/wiki/maclaurin-series/"
  },
  {
    "t": "0K7TD9BV2D",
    "n": "Idempotent matrix",
    "k": "definition",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/idempotent-matrix-definition/"
  },
  {
    "t": "0K83KEJ43P",
    "n": "Isolated zeros theorem",
    "a": [
      "principle-of-isolated-zeros",
      "zeros-are-isolated"
    ],
    "k": "statement",
    "m": [
      "30C15"
    ],
    "u": "/math2/wiki/isolated-zeros-theorem/"
  },
  {
    "t": "0K8F7PVDMX",
    "n": "Associativity",
    "a": [
      "associative-property"
    ],
    "k": "concept",
    "m": [
      "08A02"
    ],
    "u": "/math2/wiki/associativity/"
  },
  {
    "t": "0K8SGQSV7G",
    "n": "Compactness and sequential compactness agree in metric spaces",
    "k": "statement",
    "m": [
      "54E45"
    ],
    "u": "/math2/wiki/compactness-and-sequential-compactness-agree-in-metric-spaces/"
  },
  {
    "t": "0K96Z2S699",
    "n": "Removable discontinuity",
    "k": "concept",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/removable-discontinuity/"
  },
  {
    "t": "0K98R7A4VC",
    "n": "Lower central series",
    "k": "concept",
    "m": [
      "20F14"
    ],
    "u": "/math2/wiki/lower-central-series/"
  },
  {
    "t": "0K9AAJ8G51",
    "n": "Continuous image of a compact set is compact",
    "k": "statement",
    "m": [
      "54D30"
    ],
    "u": "/math2/wiki/continuous-image-of-a-compact-set-is-compact/"
  },
  {
    "t": "0K9GBTZ1FX",
    "n": "Parallelepiped",
    "k": "definition",
    "m": [
      "51M20"
    ],
    "u": "/math2/wiki/parallelepiped-definition/"
  },
  {
    "t": "0K9HSJFCMJ",
    "n": "Inverse function theorem",
    "a": [
      "inverse-mapping-theorem"
    ],
    "k": "statement",
    "m": [
      "26B10"
    ],
    "u": "/math2/wiki/inverse-function-theorem/"
  },
  {
    "t": "0K9QCK6WJC",
    "n": "General Leibniz rule",
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/general-leibniz-rule/"
  },
  {
    "t": "0K9QVPJYJF",
    "n": "Ramsey number",
    "k": "concept",
    "m": [
      "05C55",
      "05D10"
    ],
    "u": "/math2/wiki/ramsey-number/"
  },
  {
    "t": "0KA4S8R39M",
    "n": "Regular graph",
    "k": "definition",
    "m": [
      "05C07"
    ],
    "u": "/math2/wiki/regular-graph-definition/"
  },
  {
    "t": "0KA7A4ENVJ",
    "n": "Determinant via the Schur complement",
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/determinant-via-the-schur-complement/"
  },
  {
    "t": "0KABP2HWMQ",
    "n": "Upper and lower Darboux integrals",
    "k": "concept",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/upper-and-lower-darboux-integrals/"
  },
  {
    "t": "0KABPMRHM2",
    "n": "Characteristic subgroup",
    "k": "concept",
    "m": [
      "20F28"
    ],
    "u": "/math2/wiki/characteristic-subgroup/"
  },
  {
    "t": "0KAMF19NV8",
    "n": "Sum of binomial coefficients",
    "k": "statement",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/sum-of-binomial-coefficients/"
  },
  {
    "t": "0KAN330PAH",
    "n": "Nondegenerate bilinear form",
    "k": "definition",
    "m": [
      "15A63"
    ],
    "u": "/math2/wiki/nondegenerate-bilinear-form-definition/"
  },
  {
    "t": "0KB1ND7XDS",
    "n": "Subgroups of cyclic groups are cyclic",
    "k": "statement",
    "m": [
      "20K27"
    ],
    "u": "/math2/wiki/subgroups-of-cyclic-groups-are-cyclic/"
  },
  {
    "t": "0KBEMAJAYA",
    "n": "Distributive law",
    "a": [
      "distributivity-of-multiplication-over-addition"
    ],
    "k": "statement",
    "m": [
      "03F30"
    ],
    "u": "/math2/wiki/distributive-law/"
  },
  {
    "t": "0KBFAWYRTE",
    "n": "Covariance",
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/covariance/"
  },
  {
    "t": "0KBTP8Q2FS",
    "n": "Reduced word",
    "k": "concept",
    "m": [
      "20E05"
    ],
    "u": "/math2/wiki/reduced-word/"
  },
  {
    "t": "0KC00K7KY4",
    "n": "Bernoulli number",
    "k": "concept",
    "m": [
      "11B68"
    ],
    "u": "/math2/wiki/bernoulli-number/"
  },
  {
    "t": "0KC0F51T6A",
    "n": "Stirling's formula",
    "a": [
      "stirling-approximation"
    ],
    "k": "statement",
    "m": [
      "41A60",
      "05A10"
    ],
    "u": "/math2/wiki/stirlings-formula/"
  },
  {
    "t": "0KC1NMG90B",
    "n": "Wronskian",
    "k": "concept",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/wronskian/"
  },
  {
    "t": "0KCE8CG86P",
    "n": "Idempotent matrix",
    "a": [
      "projection-matrix"
    ],
    "k": "concept",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/idempotent-matrix/"
  },
  {
    "t": "0KCQ9Y3QKA",
    "n": "Basis",
    "k": "concept",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/basis/"
  },
  {
    "t": "0KCT6DPXJK",
    "n": "Venn diagram",
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/venn-diagram/"
  },
  {
    "t": "0KCYJSB9FW",
    "n": "Fundamental solution of Pell's equation",
    "k": "definition",
    "m": [
      "11D09"
    ],
    "u": "/math2/wiki/fundamental-solution-of-pells-equation-definition/"
  },
  {
    "t": "0KDADE9RQ8",
    "n": "Vertex cover",
    "k": "definition",
    "m": [
      "05C70",
      "05C69"
    ],
    "u": "/math2/wiki/vertex-cover-definition/"
  },
  {
    "t": "0KDJD249DT",
    "n": "Bolzano–Weierstrass theorem",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/bolzano-weierstrass-theorem/"
  },
  {
    "t": "0KE6NBTVY8",
    "n": "Exponential generating function",
    "k": "definition",
    "m": [
      "05A15"
    ],
    "u": "/math2/wiki/exponential-generating-function-definition/"
  },
  {
    "t": "0KF3J2KAER",
    "n": "Classification of Pythagorean triples",
    "a": [
      "euclid-formula"
    ],
    "k": "statement",
    "m": [
      "11D09"
    ],
    "u": "/math2/wiki/classification-of-pythagorean-triples/"
  },
  {
    "t": "0KFYGSHHF5",
    "n": "Directed graph",
    "k": "concept",
    "m": [
      "05C20"
    ],
    "u": "/math2/wiki/directed-graph/"
  },
  {
    "t": "0KFZ0QX83G",
    "n": "The alternating group is generated by three-cycles",
    "k": "statement",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/the-alternating-group-is-generated-by-three-cycles/"
  },
  {
    "t": "0KG4D8AP6G",
    "n": "Norm induced by an inner product",
    "k": "definition",
    "m": [
      "46C05"
    ],
    "u": "/math2/wiki/norm-induced-by-an-inner-product-definition/"
  },
  {
    "t": "0KH1N66QWW",
    "n": "Dirichlet convolution",
    "a": [
      "dirichlet-product"
    ],
    "k": "definition",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/dirichlet-convolution-definition/"
  },
  {
    "t": "0KJ7ZS8AJA",
    "n": "Posterior probability",
    "a": [
      "posterior",
      "posterior-distribution"
    ],
    "k": "concept",
    "m": [
      "62F15"
    ],
    "u": "/math2/wiki/posterior-probability/"
  },
  {
    "t": "0KJH6SRFZK",
    "n": "Affine combination",
    "a": [
      "barycentre-of-weighted-points"
    ],
    "k": "concept",
    "m": [
      "51N10"
    ],
    "u": "/math2/wiki/affine-combination/"
  },
  {
    "t": "0KJVQV3E0F",
    "n": "A polynomial over a field has at most as many roots as its degree",
    "k": "statement",
    "m": [
      "12E05"
    ],
    "u": "/math2/wiki/a-polynomial-over-a-field-has-at-most-as-many-roots-as-its-degree/"
  },
  {
    "t": "0KJXHN0TW0",
    "n": "One-sided limits of a monotone function exist",
    "k": "statement",
    "m": [
      "26A48"
    ],
    "u": "/math2/wiki/one-sided-limits-of-a-monotone-function-exist/"
  },
  {
    "t": "0KM2CJ80G7",
    "n": "Primitive root modulo n",
    "a": [
      "primitive-root"
    ],
    "k": "definition",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/primitive-root-modulo-n-definition/"
  },
  {
    "t": "0KM4KVR9MV",
    "n": "Hausdorff maximal principle",
    "a": [
      "maximal-chain-principle"
    ],
    "k": "statement",
    "m": [
      "03E25"
    ],
    "u": "/math2/wiki/hausdorff-maximal-principle/"
  },
  {
    "t": "0KMJ6919WS",
    "n": "Fixed field",
    "k": "definition",
    "m": [
      "12F10"
    ],
    "u": "/math2/wiki/fixed-field-definition/"
  },
  {
    "t": "0KMN32XGPF",
    "n": "Determinant of a linear map is the determinant of its matrix",
    "k": "statement",
    "m": [
      "15A04",
      "15A15"
    ],
    "u": "/math2/wiki/determinant-of-a-linear-map-is-the-determinant-of-its-matrix/"
  },
  {
    "t": "0KMVFSHFGZ",
    "n": "Strong induction",
    "a": [
      "complete-induction",
      "course-of-values-induction"
    ],
    "k": "statement",
    "m": [
      "03F30"
    ],
    "u": "/math2/wiki/strong-induction/"
  },
  {
    "t": "0KN22AAW5R",
    "n": "Monotone sequence",
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/monotone-sequence-definition/"
  },
  {
    "t": "0KN2S81K72",
    "n": "Ring isomorphism",
    "k": "concept",
    "m": [
      "16B99"
    ],
    "u": "/math2/wiki/ring-isomorphism/"
  },
  {
    "t": "0KN2V7840E",
    "n": "The exponential function is strictly increasing",
    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/the-exponential-function-is-strictly-increasing/"
  },
  {
    "t": "0KN7EPH7Z0",
    "n": "Restriction of an endomorphism to an invariant subspace",
    "k": "concept",
    "m": [
      "15A04",
      "47A15"
    ],
    "u": "/math2/wiki/restriction-of-an-endomorphism-to-an-invariant-subspace/"
  },
  {
    "t": "0KN93VDSXA",
    "n": "Ceva's theorem",
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/cevas-theorem/"
  },
  {
    "t": "0KNAN9F27P",
    "n": "Maximum degree",
    "k": "definition",
    "m": [
      "05C07"
    ],
    "u": "/math2/wiki/maximum-degree-definition/"
  },
  {
    "t": "0KNJWEVSMG",
    "n": "p-norm on R^n",
    "a": [
      "lp-norm-on-rn"
    ],
    "k": "example",
    "m": [
      "46B20"
    ],
    "u": "/math2/wiki/p-norm-on-r-n/"
  },
  {
    "t": "0KP0QNXPRT",
    "n": "Homogeneous linear equation",
    "k": "concept",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/homogeneous-linear-equation/"
  },
  {
    "t": "0KPHENZ5S7",
    "n": "Dirac delta function",
    "a": [
      "unit-impulse",
      "dirac-delta"
    ],
    "k": "object",
    "m": [
      "46F10"
    ],
    "u": "/math2/wiki/dirac-delta-function/"
  },
  {
    "t": "0KQZYGEJTF",
    "n": "Signature of a quadratic form",
    "k": "definition",
    "m": [
      "15A63",
      "11E04"
    ],
    "u": "/math2/wiki/signature-of-a-quadratic-form-definition/"
  },
  {
    "t": "0KRH5157WP",
    "n": "Stationary distribution",
    "a": [
      "invariant-distribution",
      "steady-state-distribution"
    ],
    "k": "concept",
    "m": [
      "60J10"
    ],
    "u": "/math2/wiki/stationary-distribution/"
  },
  {
    "t": "0KRMJRDRZT",
    "n": "Continuity at a point",
    "a": [
      "continuous-at-a-point"
    ],
    "k": "concept",
    "m": [
      "54C05"
    ],
    "u": "/math2/wiki/continuity-at-a-point/"
  },
  {
    "t": "0KRVRV5V80",
    "n": "Symmetric bilinear form associated with a quadratic form",
    "k": "concept",
    "m": [
      "15A63",
      "11E04"
    ],
    "u": "/math2/wiki/symmetric-bilinear-form-associated-with-a-quadratic-form/"
  },
  {
    "t": "0KS0KRDV4Y",
    "n": "Degree of a vertex",
    "k": "concept",
    "m": [
      "05C07"
    ],
    "u": "/math2/wiki/degree-of-a-vertex/"
  },
  {
    "t": "0KSM23SN3H",
    "n": "Nowhere dense set",
    "k": "definition",
    "m": [
      "54E52"
    ],
    "u": "/math2/wiki/nowhere-dense-set-definition/"
  },
  {
    "t": "0KT8TGXD8K",
    "n": "Equivalence relation induced by a function",
    "a": [
      "kernel-of-a-function",
      "equivalence-kernel"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/equivalence-relation-induced-by-a-function/"
  },
  {
    "t": "0KTGJW1ZTH",
    "n": "Jordan measure",
    "a": [
      "jordan-content",
      "peano-jordan-measure"
    ],
    "k": "concept",
    "m": [
      "28A75"
    ],
    "u": "/math2/wiki/jordan-measure/"
  },
  {
    "t": "0KTW26C80J",
    "n": "Free group",
    "k": "concept",
    "m": [
      "20E05"
    ],
    "u": "/math2/wiki/free-group/"
  },
  {
    "t": "0KVGH0J5B3",
    "n": "Cyclic group",
    "a": [
      "monogenous-group"
    ],
    "k": "concept",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/cyclic-group/"
  },
  {
    "t": "0KVQ9D86BM",
    "n": "Variance under scaling",
    "k": "statement",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/variance-under-scaling/"
  },
  {
    "t": "0KW2X0TFBX",
    "n": "Modulus of a complex number",
    "a": [
      "absolute-value-of-a-complex-number"
    ],
    "k": "definition",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/modulus-of-a-complex-number/"
  },
  {
    "t": "0KW3PN547K",
    "n": "Diameter of a set",
    "k": "concept",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/diameter-of-a-set/"
  },
  {
    "t": "0KWFFMDF8T",
    "n": "Connected graph",
    "k": "concept",
    "m": [
      "05C40"
    ],
    "u": "/math2/wiki/connected-graph/"
  },
  {
    "t": "0KWWEXW0RN",
    "n": "Reduction modulo p test for irreducibility",
    "k": "statement",
    "m": [
      "12E05"
    ],
    "u": "/math2/wiki/reduction-modulo-p-test-for-irreducibility/"
  },
  {
    "t": "0KWXYZPJKN",
    "n": "Change of basis matrix",
    "k": "definition",
    "m": [
      "15A03",
      "15A04"
    ],
    "u": "/math2/wiki/change-of-basis-matrix-definition/"
  },
  {
    "t": "0KX1MXJ5MR",
    "n": "Radius of convergence of the binomial series",
    "k": "statement",
    "m": [
      "30B10"
    ],
    "u": "/math2/wiki/radius-of-convergence-of-the-binomial-series/"
  },
  {
    "t": "0KX66CZMBB",
    "n": "Positive definite matrix",
    "k": "concept",
    "m": [
      "15B57",
      "15A63"
    ],
    "u": "/math2/wiki/positive-definite-matrix/"
  },
  {
    "t": "0KXJTZSW9B",
    "n": "Usual metric on the real line",
    "a": [
      "absolute-difference"
    ],
    "k": "example",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/usual-metric-on-the-real-line/"
  },
  {
    "t": "0KXQKES075",
    "n": "Number of prime factors counted with multiplicity",
    "k": "concept",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/number-of-prime-factors-counted-with-multiplicity/"
  },
  {
    "t": "0KXQKX9P63",
    "n": "Splitting field",
    "k": "concept",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/splitting-field/"
  },
  {
    "t": "0KXSK8TEEB",
    "n": "Continuous partial derivatives imply differentiability",
    "k": "statement",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/continuous-partial-derivatives-imply-differentiability/"
  },
  {
    "t": "0KY08TWDMQ",
    "n": "Derivative of x^a",
    "k": "statement",
    "m": [
      "26A24",
      "26A09"
    ],
    "u": "/math2/wiki/derivative-of-x-a/"
  },
  {
    "t": "0KY7GS695G",
    "n": "Stirling numbers of the first kind",
    "k": "concept",
    "m": [
      "11B73"
    ],
    "u": "/math2/wiki/stirling-numbers-of-the-first-kind/"
  },
  {
    "t": "0KYP951QWH",
    "n": "Discrete uniform distribution",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/discrete-uniform-distribution-definition/"
  },
  {
    "t": "0KYX2N69J0",
    "n": "Quotient group",
    "a": [
      "factor-group"
    ],
    "k": "concept",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/quotient-group/"
  },
  {
    "t": "0KYYSMEVHH",
    "n": "Lagrange's four-square theorem",
    "k": "statement",
    "m": [
      "11E25"
    ],
    "u": "/math2/wiki/lagranges-four-square-theorem/"
  },
  {
    "t": "0KYZXYDGQZ",
    "n": "Quadratic formula",
    "k": "statement",
    "m": [
      "12D10"
    ],
    "u": "/math2/wiki/quadratic-formula/"
  },
  {
    "t": "0KZDNGA561",
    "n": "Trace of a linear map",
    "k": "concept",
    "m": [
      "15A04",
      "15A15"
    ],
    "u": "/math2/wiki/trace-of-a-linear-map/"
  },
  {
    "t": "0KZJ82WEPP",
    "n": "Independent set",
    "k": "definition",
    "m": [
      "05C69"
    ],
    "u": "/math2/wiki/independent-set-definition/"
  },
  {
    "t": "0KZZ70ZHXP",
    "n": "Diffeomorphism",
    "a": [
      "smooth-isomorphism"
    ],
    "k": "concept",
    "m": [
      "58C25"
    ],
    "u": "/math2/wiki/diffeomorphism/"
  },
  {
    "t": "0M0H1ZH8TT",
    "n": "Antisymmetric relation",
    "a": [
      "antisymmetry"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/antisymmetric-relation/"
  },
  {
    "t": "0M0RZ3HSB0",
    "n": "Derivative of an inverse function",
    "a": [
      "inverse-function-rule"
    ],
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/derivative-of-an-inverse-function/"
  },
  {
    "t": "0M0SNKZ482",
    "n": "Block diagonal matrix",
    "k": "definition",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/block-diagonal-matrix-definition/"
  },
  {
    "t": "0M0TKFRX2A",
    "n": "Linearity of differentiation",
    "a": [
      "sum-rule-for-derivatives"
    ],
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/linearity-of-differentiation/"
  },
  {
    "t": "0M1GFS6PVA",
    "n": "Intercept theorem",
    "a": [
      "basic-proportionality-theorem",
      "thales-theorem-on-proportions"
    ],
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/intercept-theorem/"
  },
  {
    "t": "0M1GJSWZDA",
    "n": "Convex function on R^n",
    "k": "definition",
    "m": [
      "26B25"
    ],
    "u": "/math2/wiki/convex-function-on-r-n-definition/"
  },
  {
    "t": "0M1MX28VXK",
    "n": "Bernoulli's inequality",
    "k": "statement",
    "m": [
      "26D05"
    ],
    "u": "/math2/wiki/bernoullis-inequality/"
  },
  {
    "t": "0M25PRN3WQ",
    "n": "Fermat's little theorem",
    "k": "statement",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/fermats-little-theorem/"
  },
  {
    "t": "0M28ASWG8T",
    "n": "Conjunction",
    "k": "definition",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/conjunction-definition/"
  },
  {
    "t": "0M2JRW1J0N",
    "n": "Curl of a gradient is zero",
    "a": [
      "curl-grad-vanishes"
    ],
    "k": "statement",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/curl-of-a-gradient-is-zero/"
  },
  {
    "t": "0M2SSGSYPE",
    "n": "Cayley's formula",
    "k": "statement",
    "m": [
      "05C30"
    ],
    "u": "/math2/wiki/cayleys-formula/"
  },
  {
    "t": "0M3PYJ3TSE",
    "n": "The number of Sylow subgroups divides the index",
    "k": "statement",
    "m": [
      "20D20"
    ],
    "u": "/math2/wiki/the-number-of-sylow-subgroups-divides-the-index/"
  },
  {
    "t": "0M3YQJ81NB",
    "n": "Analytic continuation",
    "a": [
      "holomorphic-extension"
    ],
    "k": "concept",
    "m": [
      "30B40"
    ],
    "u": "/math2/wiki/analytic-continuation/"
  },
  {
    "t": "0M406JC8J1",
    "n": "Four colour theorem",
    "k": "statement",
    "m": [
      "05C15",
      "05C10"
    ],
    "u": "/math2/wiki/four-colour-theorem/"
  },
  {
    "t": "0M418FE7BB",
    "n": "Binary operation",
    "k": "concept",
    "m": [
      "08A02"
    ],
    "u": "/math2/wiki/binary-operation/"
  },
  {
    "t": "0M4JJT780X",
    "n": "Uniform continuity",
    "k": "concept",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/uniform-continuity/"
  },
  {
    "t": "0M4SXE5WW3",
    "n": "Every linearly independent set extends to a basis",
    "k": "statement",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/every-linearly-independent-set-extends-to-a-basis/"
  },
  {
    "t": "0M4TCS0RRG",
    "n": "Classification of the Platonic solids",
    "k": "statement",
    "m": [
      "51M20"
    ],
    "u": "/math2/wiki/classification-of-the-platonic-solids/"
  },
  {
    "t": "0M50E4WYWJ",
    "n": "Line integral of a scalar field",
    "k": "definition",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/line-integral-of-a-scalar-field-definition/"
  },
  {
    "t": "0M67FWZWPQ",
    "n": "Existence of inverses modulo n",
    "k": "statement",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/existence-of-inverses-modulo-n/"
  },
  {
    "t": "0M6G75E95E",
    "n": "The only ideals of a field are zero and the whole field",
    "k": "statement",
    "m": [
      "12E99"
    ],
    "u": "/math2/wiki/the-only-ideals-of-a-field-are-zero-and-the-whole-field/"
  },
  {
    "t": "0M6W4XNST6",
    "n": "Universal property of the product topology",
    "k": "statement",
    "m": [
      "54B10"
    ],
    "u": "/math2/wiki/universal-property-of-the-product-topology/"
  },
  {
    "t": "0M79HRJCRR",
    "n": "Elementary matrix",
    "k": "definition",
    "m": [
      "15A23"
    ],
    "u": "/math2/wiki/elementary-matrix-definition/"
  },
  {
    "t": "0M7ARED5Q7",
    "n": "Pythagorean triple",
    "k": "concept",
    "m": [
      "11D09"
    ],
    "u": "/math2/wiki/pythagorean-triple/"
  },
  {
    "t": "0M7DEDKSYB",
    "n": "Euler's criterion",
    "k": "statement",
    "m": [
      "11A15"
    ],
    "u": "/math2/wiki/eulers-criterion/"
  },
  {
    "t": "0M83V17KHX",
    "n": "Complementary subspaces",
    "k": "concept",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/complementary-subspaces/"
  },
  {
    "t": "0M856Q1AMZ",
    "n": "Dual space",
    "k": "definition",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/dual-space-definition/"
  },
  {
    "t": "0M85DXB5RM",
    "n": "Equivalent norms",
    "a": [
      "equivalence-of-norms"
    ],
    "k": "concept",
    "m": [
      "46B20"
    ],
    "u": "/math2/wiki/equivalent-norms/"
  },
  {
    "t": "0M893X7YY7",
    "n": "Adjoining a root of a polynomial",
    "k": "definition",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/adjoining-a-root-of-a-polynomial-definition/"
  },
  {
    "t": "0M8EWQJ1YV",
    "n": "Vieta's formulas",
    "k": "statement",
    "m": [
      "12D10"
    ],
    "u": "/math2/wiki/vietas-formulas/"
  },
  {
    "t": "0M8MHYERTY",
    "n": "Nilpotent endomorphism",
    "k": "definition",
    "m": [
      "15A04",
      "15A21"
    ],
    "u": "/math2/wiki/nilpotent-endomorphism-definition/"
  },
  {
    "t": "0M8TGGP9JP",
    "n": "Approximation property of the supremum",
    "k": "statement",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/approximation-property-of-the-supremum/"
  },
  {
    "t": "0M98XYVX6S",
    "n": "Coefficient of a power series",
    "k": "definition",
    "m": [
      "13F25"
    ],
    "u": "/math2/wiki/coefficient-of-a-power-series-definition/"
  },
  {
    "t": "0M9MX8YW0A",
    "n": "Incentre",
    "a": [
      "incenter"
    ],
    "k": "concept",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/incentre/"
  },
  {
    "t": "0M9XEDF1HJ",
    "n": "Step function",
    "k": "definition",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/step-function-definition/"
  },
  {
    "t": "0MA5B744K3",
    "n": "Field generated by adjoining elements",
    "k": "definition",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/field-generated-by-adjoining-elements-definition/"
  },
  {
    "t": "0MB48XDBY3",
    "n": "Schwarz lemma",
    "a": [
      "schwarzs-lemma"
    ],
    "k": "statement",
    "m": [
      "30C80"
    ],
    "u": "/math2/wiki/schwarz-lemma/"
  },
  {
    "t": "0MB4TGMXG6",
    "n": "Algebraic number",
    "k": "definition",
    "m": [
      "11R04"
    ],
    "u": "/math2/wiki/algebraic-number-definition/"
  },
  {
    "t": "0MB8HQW495",
    "n": "Self-adjoint operator",
    "k": "definition",
    "m": [
      "47B15",
      "15B57"
    ],
    "u": "/math2/wiki/self-adjoint-operator-definition/"
  },
  {
    "t": "0MBJVDSK1R",
    "n": "Sum of ideals",
    "k": "concept",
    "m": [
      "13A15"
    ],
    "u": "/math2/wiki/sum-of-ideals/"
  },
  {
    "t": "0MBV2VHMXA",
    "n": "Generators of a group",
    "a": [
      "generating-set-of-a-group"
    ],
    "k": "concept",
    "m": [
      "20F05"
    ],
    "u": "/math2/wiki/generators-of-a-group/"
  },
  {
    "t": "0MBWQKM8QR",
    "n": "Monotonicity of the integral",
    "k": "statement",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/monotonicity-of-the-integral/"
  },
  {
    "t": "0MC0AQZSHE",
    "n": "A finite abelian group is cyclic iff its exponent equals its order",
    "k": "statement",
    "m": [
      "20K01"
    ],
    "u": "/math2/wiki/a-finite-abelian-group-is-cyclic-iff-its-exponent-equals-its-order/"
  },
  {
    "t": "0MCDDSCB9Z",
    "n": "Orthogonal projection is the closest point",
    "k": "statement",
    "m": [
      "46C05",
      "65F20"
    ],
    "u": "/math2/wiki/orthogonal-projection-is-the-closest-point/"
  },
  {
    "t": "0MCK8K2D7Z",
    "n": "Epsilon characterisation of Cauchy sequences",
    "k": "statement",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/epsilon-characterisation-of-cauchy-sequences/"
  },
  {
    "t": "0MCR8ZAXQD",
    "n": "Minimal element",
    "k": "definition",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/minimal-element-definition/"
  },
  {
    "t": "0MCXX29HWY",
    "n": "Algebraic closure",
    "k": "definition",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/algebraic-closure-definition/"
  },
  {
    "t": "0MCYJ72VGA",
    "n": "Complement graph",
    "k": "concept",
    "m": [
      "05C76"
    ],
    "u": "/math2/wiki/complement-graph/"
  },
  {
    "t": "0MDJP82TEH",
    "n": "Coprime ideals",
    "k": "definition",
    "m": [
      "13A15"
    ],
    "u": "/math2/wiki/coprime-ideals-definition/"
  },
  {
    "t": "0MDMZ965VE",
    "n": "Exterior algebra",
    "a": [
      "grassmann-algebra"
    ],
    "k": "concept",
    "m": [
      "15A75"
    ],
    "u": "/math2/wiki/exterior-algebra/"
  },
  {
    "t": "0ME21QN125",
    "n": "Symmetric difference",
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/symmetric-difference/"
  },
  {
    "t": "0MES3KS0ZC",
    "n": "Division algorithm for polynomials",
    "a": [
      "euclidean-division-of-polynomials"
    ],
    "k": "statement",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/division-algorithm-for-polynomials/"
  },
  {
    "t": "0MFJJV97RJ",
    "n": "Norm induced by an inner product",
    "k": "concept",
    "m": [
      "46C05"
    ],
    "u": "/math2/wiki/norm-induced-by-an-inner-product/"
  },
  {
    "t": "0MH1WK89PP",
    "n": "Derivative of a polynomial",
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/derivative-of-a-polynomial/"
  },
  {
    "t": "0MHE4B1QCQ",
    "n": "Wronskian test for linear independence of solutions",
    "k": "statement",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/wronskian-test-for-linear-independence-of-solutions/"
  },
  {
    "t": "0MHGJRZMTM",
    "n": "Every sequence has a monotone subsequence",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/every-sequence-has-a-monotone-subsequence/"
  },
  {
    "t": "0MJ04A50QW",
    "n": "Matching",
    "k": "concept",
    "m": [
      "05C70"
    ],
    "u": "/math2/wiki/matching/"
  },
  {
    "t": "0MJ0JS72DZ",
    "n": "Tree",
    "k": "definition",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/tree-definition/"
  },
  {
    "t": "0MKABWDRNC",
    "n": "Upper triangular matrix",
    "k": "definition",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/upper-triangular-matrix-definition/"
  },
  {
    "t": "0MKRHZB3WS",
    "n": "Change of basis matrix",
    "a": [
      "transition-matrix"
    ],
    "k": "concept",
    "m": [
      "15A03",
      "15A04"
    ],
    "u": "/math2/wiki/change-of-basis-matrix/"
  },
  {
    "t": "0MM085RX00",
    "n": "Product of vector spaces",
    "k": "definition",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/product-of-vector-spaces-definition/"
  },
  {
    "t": "0MM45BT6HC",
    "n": "One-point compactification",
    "k": "definition",
    "m": [
      "54D35"
    ],
    "u": "/math2/wiki/one-point-compactification-definition/"
  },
  {
    "t": "0MMCB8RXGA",
    "n": "A ring homomorphism is injective iff its kernel is zero",
    "k": "statement",
    "m": [
      "16B99"
    ],
    "u": "/math2/wiki/a-ring-homomorphism-is-injective-iff-its-kernel-is-zero/"
  },
  {
    "t": "0MN2MER9WN",
    "n": "Continuum hypothesis",
    "a": [
      "ch"
    ],
    "k": "statement",
    "m": [
      "03E50"
    ],
    "u": "/math2/wiki/continuum-hypothesis/"
  },
  {
    "t": "0MN882VJ4P",
    "n": "Derivative as a little-o approximation",
    "k": "statement",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/derivative-as-a-little-o-approximation/"
  },
  {
    "t": "0MNF0BYFQC",
    "n": "Algebraic number",
    "k": "concept",
    "m": [
      "11R04"
    ],
    "u": "/math2/wiki/algebraic-number/"
  },
  {
    "t": "0MNHXBSX3M",
    "n": "Prime element",
    "k": "definition",
    "m": [
      "13A05"
    ],
    "u": "/math2/wiki/prime-element-definition/"
  },
  {
    "t": "0MNM54WB99",
    "n": "Geometric sequence",
    "a": [
      "geometric-progression"
    ],
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/geometric-sequence-definition/"
  },
  {
    "t": "0MNZCN4BQK",
    "n": "Product of rings",
    "k": "definition",
    "m": [
      "16B99"
    ],
    "u": "/math2/wiki/product-of-rings-definition/"
  },
  {
    "t": "0MP9BCF6DP",
    "n": "Line",
    "a": [
      "straight-line"
    ],
    "k": "concept",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/line/"
  },
  {
    "t": "0MPAJRB23T",
    "n": "Diagonalisable iff the minimal polynomial has distinct roots",
    "k": "statement",
    "m": [
      "15A20"
    ],
    "u": "/math2/wiki/diagonalisable-iff-the-minimal-polynomial-has-distinct-roots/"
  },
  {
    "t": "0MPZGAZ2GK",
    "n": "Centre of mass",
    "k": "definition",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/centre-of-mass-definition/"
  },
  {
    "t": "0MQ24RBG93",
    "n": "Fundamental matrix",
    "k": "definition",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/fundamental-matrix-definition/"
  },
  {
    "t": "0MQQQ5NA2S",
    "n": "Compact Hausdorff spaces are normal",
    "k": "statement",
    "m": [
      "54D30"
    ],
    "u": "/math2/wiki/compact-hausdorff-spaces-are-normal/"
  },
  {
    "t": "0MQXVZEBMT",
    "n": "Change of basis formula",
    "k": "statement",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/change-of-basis-formula/"
  },
  {
    "t": "0MR0BYF0K2",
    "n": "Normal matrix",
    "k": "concept",
    "m": [
      "15B57",
      "15A21"
    ],
    "u": "/math2/wiki/normal-matrix/"
  },
  {
    "t": "0MRE6XRE5V",
    "n": "Series of functions",
    "k": "definition",
    "m": [
      "40A30"
    ],
    "u": "/math2/wiki/series-of-functions-definition/"
  },
  {
    "t": "0MS8QGA6S5",
    "n": "A quotient is abelian iff the subgroup contains the commutator subgroup",
    "k": "statement",
    "m": [
      "20F12"
    ],
    "u": "/math2/wiki/a-quotient-is-abelian-iff-the-subgroup-contains-the-commutator-subgroup/"
  },
  {
    "t": "0MSCQNFTM8",
    "n": "Test for exactness",
    "k": "statement",
    "m": [
      "34A05"
    ],
    "u": "/math2/wiki/test-for-exactness/"
  },
  {
    "t": "0MSRQHCNN9",
    "n": "Existential quantifier",
    "a": [
      "there-exists",
      "existential-quantification"
    ],
    "k": "concept",
    "m": [
      "03B10"
    ],
    "u": "/math2/wiki/existential-quantifier/"
  },
  {
    "t": "0MSSD1VCW9",
    "n": "Order on the reals",
    "k": "concept",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/order-on-the-reals/"
  },
  {
    "t": "0MSWYWHYF5",
    "n": "Alternating multilinear map",
    "k": "definition",
    "m": [
      "15A69",
      "15A75"
    ],
    "u": "/math2/wiki/alternating-multilinear-map-definition/"
  },
  {
    "t": "0MT2S0ZX4Y",
    "n": "Contraction mapping",
    "k": "definition",
    "m": [
      "47H09"
    ],
    "u": "/math2/wiki/contraction-mapping-definition/"
  },
  {
    "t": "0MTBGVZ4XJ",
    "n": "First isomorphism theorem for linear maps",
    "k": "statement",
    "m": [
      "15A04",
      "16D10"
    ],
    "u": "/math2/wiki/first-isomorphism-theorem-for-linear-maps/"
  },
  {
    "t": "0MTENFBW3Q",
    "n": "One-form",
    "k": "definition",
    "m": [
      "58A10"
    ],
    "u": "/math2/wiki/one-form-definition/"
  },
  {
    "t": "0MTNR28K60",
    "n": "Poisson point process",
    "a": [
      "poisson-process"
    ],
    "k": "concept",
    "m": [
      "60G55"
    ],
    "u": "/math2/wiki/poisson-point-process/"
  },
  {
    "t": "0MVCFMW7S4",
    "n": "e",
    "a": [
      "euler-number",
      "napier-constant"
    ],
    "k": "object",
    "m": [
      "11Y60"
    ],
    "u": "/math2/wiki/e/"
  },
  {
    "t": "0MVDQEAB60",
    "n": "Sequential continuity",
    "k": "definition",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/sequential-continuity-definition/"
  },
  {
    "t": "0MVH4Y1CRZ",
    "n": "Noetherian ring",
    "k": "definition",
    "m": [
      "13E05"
    ],
    "u": "/math2/wiki/noetherian-ring-definition/"
  },
  {
    "t": "0MVTCFW42K",
    "n": "Exponentials dominate powers in sequences",
    "k": "statement",
    "m": [
      "26A12"
    ],
    "u": "/math2/wiki/exponentials-dominate-powers-in-sequences/"
  },
  {
    "t": "0MW2WXTHMC",
    "n": "Equicontinuity",
    "k": "definition",
    "m": [
      "54C35"
    ],
    "u": "/math2/wiki/equicontinuity-definition/"
  },
  {
    "t": "0MWKJ44V5A",
    "n": "Natural numbers",
    "a": [
      "natural-number",
      "set-of-natural-numbers"
    ],
    "k": "object",
    "m": [
      "11A99"
    ],
    "u": "/math2/wiki/natural-numbers/"
  },
  {
    "t": "0MWV6ZTK6S",
    "n": "Divergence",
    "a": [
      "div"
    ],
    "k": "concept",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/divergence/"
  },
  {
    "t": "0MWYQTZ07Z",
    "n": "Hyperbolic tangent",
    "k": "definition",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/hyperbolic-tangent-definition/"
  },
  {
    "t": "0MX1HZBBXJ",
    "n": "A series of nonnegative terms converges iff its partial sums are bounded",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/a-series-of-nonnegative-terms-converges-iff-its-partial-sums-are-bounded/"
  },
  {
    "t": "0MXB4CKHFW",
    "n": "Hausdorff space",
    "k": "definition",
    "m": [
      "54D10"
    ],
    "u": "/math2/wiki/hausdorff-space-definition/"
  },
  {
    "t": "0MXCP7MXWJ",
    "n": "Coupon collector's problem",
    "a": [
      "coupon-collector-problem"
    ],
    "k": "problem",
    "m": [
      "60C05"
    ],
    "u": "/math2/wiki/coupon-collectors-problem/"
  },
  {
    "t": "0MXEHSCYCS",
    "n": "Mantel's theorem",
    "k": "statement",
    "m": [
      "05C35"
    ],
    "u": "/math2/wiki/mantels-theorem/"
  },
  {
    "t": "0MXFJ0J00R",
    "n": "Deficient number",
    "k": "concept",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/deficient-number/"
  },
  {
    "t": "0MXGYCH4SY",
    "n": "Perfect number",
    "k": "concept",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/perfect-number/"
  },
  {
    "t": "0MXMS3AE13",
    "n": "Cumulative distribution function",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/cumulative-distribution-function-definition/"
  },
  {
    "t": "0MXN7AFBPE",
    "n": "Open connected subsets of R^n are path-connected",
    "k": "statement",
    "m": [
      "54D05"
    ],
    "u": "/math2/wiki/open-connected-subsets-of-r-n-are-path-connected/"
  },
  {
    "t": "0MXT6PRZZ6",
    "n": "Marginal distribution",
    "a": [
      "marginal-probability"
    ],
    "k": "concept",
    "m": [
      "62H05"
    ],
    "u": "/math2/wiki/marginal-distribution/"
  },
  {
    "t": "0MYDNRT7PP",
    "n": "Characteristic function",
    "k": "definition",
    "m": [
      "60E10"
    ],
    "u": "/math2/wiki/characteristic-function-definition/"
  },
  {
    "t": "0MYFJVMN7M",
    "n": "Compact subsets of a Hausdorff space are closed",
    "k": "statement",
    "m": [
      "54D30"
    ],
    "u": "/math2/wiki/compact-subsets-of-a-hausdorff-space-are-closed/"
  },
  {
    "t": "0MYSA6MYNA",
    "n": "Ideal",
    "k": "definition",
    "m": [
      "13A15"
    ],
    "u": "/math2/wiki/ideal-definition/"
  },
  {
    "t": "0MZB06ST2B",
    "n": "Power series",
    "k": "concept",
    "m": [
      "30B10"
    ],
    "u": "/math2/wiki/power-series/"
  },
  {
    "t": "0N019F6RE9",
    "n": "Separable extension",
    "k": "definition",
    "m": [
      "12F10"
    ],
    "u": "/math2/wiki/separable-extension-definition/"
  },
  {
    "t": "0N0PXCTYA7",
    "n": "Subgroup",
    "k": "definition",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/subgroup-definition/"
  },
  {
    "t": "0N109NG5ZX",
    "n": "Well-ordering theorem",
    "a": [
      "zermelo-theorem",
      "well-ordering-principle"
    ],
    "k": "statement",
    "m": [
      "03E25"
    ],
    "u": "/math2/wiki/well-ordering-theorem/"
  },
  {
    "t": "0N10YRNNWV",
    "n": "Irrationality of square roots of non-squares",
    "k": "statement",
    "m": [
      "11J72"
    ],
    "u": "/math2/wiki/irrationality-of-square-roots-of-non-squares/"
  },
  {
    "t": "0N1JQXZXHC",
    "n": "Riemann integrable function",
    "k": "definition",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/riemann-integrable-function-definition/"
  },
  {
    "t": "0N1MY1T0W9",
    "n": "Matrix",
    "k": "definition",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/matrix-definition/"
  },
  {
    "t": "0N1ZWFJDN5",
    "n": "Completeness via Cauchy sequences",
    "k": "statement",
    "m": [
      "54E50"
    ],
    "u": "/math2/wiki/completeness-via-cauchy-sequences/"
  },
  {
    "t": "0N288P2TB5",
    "n": "Radius of convergence",
    "k": "concept",
    "m": [
      "30B10"
    ],
    "u": "/math2/wiki/radius-of-convergence/"
  },
  {
    "t": "0N28QN4CYA",
    "n": "Symmetric matrix",
    "k": "definition",
    "m": [
      "15A99",
      "15B57"
    ],
    "u": "/math2/wiki/symmetric-matrix-definition/"
  },
  {
    "t": "0N2P0XRTDF",
    "n": "A homomorphism is injective iff its kernel is trivial",
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/a-homomorphism-is-injective-iff-its-kernel-is-trivial/"
  },
  {
    "t": "0N2SP6K9ZC",
    "n": "Cumulant generating function",
    "a": [
      "cumulant-generating-function",
      "cgf"
    ],
    "k": "concept",
    "m": [
      "60E10"
    ],
    "u": "/math2/wiki/cumulant-generating-function/"
  },
  {
    "t": "0N2WPCC00T",
    "n": "The rationals form a field",
    "k": "statement",
    "m": [
      "12E99"
    ],
    "u": "/math2/wiki/the-rationals-form-a-field/"
  },
  {
    "t": "0N32V0E3XJ",
    "n": "Limits preserve non-strict inequalities",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/limits-preserve-non-strict-inequalities/"
  },
  {
    "t": "0N3ADS4CHH",
    "n": "Uniqueness quantifier",
    "k": "definition",
    "m": [
      "03B10"
    ],
    "u": "/math2/wiki/uniqueness-quantifier-definition/"
  },
  {
    "t": "0N3ADXHNTQ",
    "n": "Composite number",
    "k": "definition",
    "m": [
      "11A41"
    ],
    "u": "/math2/wiki/composite-number-definition/"
  },
  {
    "t": "0N3WFZEFPM",
    "n": "Liouville's theorem on Diophantine approximation",
    "k": "statement",
    "m": [
      "11J68"
    ],
    "u": "/math2/wiki/liouvilles-theorem-on-diophantine-approximation/"
  },
  {
    "t": "0N3Y8G340X",
    "n": "Hilbert's hotel",
    "a": [
      "hilbert-grand-hotel",
      "hilberts-hotel"
    ],
    "k": "example",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/hilberts-hotel/"
  },
  {
    "t": "0N4F5FMQZW",
    "n": "Quotient map",
    "a": [
      "canonical-projection"
    ],
    "k": "concept",
    "m": [
      "15A03",
      "15A04"
    ],
    "u": "/math2/wiki/quotient-map/"
  },
  {
    "t": "0N4XY7Z3NN",
    "n": "Upper triangular matrix",
    "k": "concept",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/upper-triangular-matrix/"
  },
  {
    "t": "0N57D1XY6T",
    "n": "Pairwise independence",
    "k": "definition",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/pairwise-independence-definition/"
  },
  {
    "t": "0N5FCV2YV6",
    "n": "Boolean ring",
    "k": "definition",
    "m": [
      "06E20"
    ],
    "u": "/math2/wiki/boolean-ring-definition/"
  },
  {
    "t": "0N5GP3YT8T",
    "n": "Square root of a positive semidefinite matrix",
    "k": "definition",
    "m": [
      "15A16",
      "15B57"
    ],
    "u": "/math2/wiki/square-root-of-a-positive-semidefinite-matrix-definition/"
  },
  {
    "t": "0N5M924N3P",
    "n": "Falling factorial",
    "k": "definition",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/falling-factorial-definition/"
  },
  {
    "t": "0N5N15HWZ7",
    "n": "Cross product",
    "a": [
      "vector-product"
    ],
    "k": "concept",
    "m": [
      "15A72"
    ],
    "u": "/math2/wiki/cross-product/"
  },
  {
    "t": "0N5NF1RGBP",
    "n": "Wronskian",
    "k": "definition",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/wronskian-definition/"
  },
  {
    "t": "0N5NJZKKN3",
    "n": "Idempotent element",
    "k": "concept",
    "m": [
      "16U40"
    ],
    "u": "/math2/wiki/idempotent-element/"
  },
  {
    "t": "0N5NR32NQG",
    "n": "Classification of conics by the discriminant",
    "k": "statement",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/classification-of-conics-by-the-discriminant/"
  },
  {
    "t": "0N5QW9K7MH",
    "n": "Degree of a simple extension is the degree of the minimal polynomial",
    "k": "statement",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/degree-of-a-simple-extension-is-the-degree-of-the-minimal-polynomial/"
  },
  {
    "t": "0N5ZSZMYH6",
    "n": "Fermat primality test",
    "k": "concept",
    "m": [
      "11Y11"
    ],
    "u": "/math2/wiki/fermat-primality-test/"
  },
  {
    "t": "0N67NBKQ5T",
    "n": "Vector field",
    "k": "definition",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/vector-field-definition/"
  },
  {
    "t": "0N681SSTHC",
    "n": "Simple extension",
    "k": "concept",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/simple-extension/"
  },
  {
    "t": "0N6960W0BV",
    "n": "Eigenvector",
    "k": "concept",
    "m": [
      "15A18"
    ],
    "u": "/math2/wiki/eigenvector/"
  },
  {
    "t": "0N6R902FG1",
    "n": "Monoid",
    "k": "concept",
    "m": [
      "20M10"
    ],
    "u": "/math2/wiki/monoid/"
  },
  {
    "t": "0N7ATVF2X8",
    "n": "Classification of equilibria of planar linear systems",
    "k": "concept",
    "m": [
      "34C05",
      "34D20"
    ],
    "u": "/math2/wiki/classification-of-equilibria-of-planar-linear-systems/"
  },
  {
    "t": "0N7ENQRCXN",
    "n": "Kronecker product",
    "k": "concept",
    "m": [
      "15A69"
    ],
    "u": "/math2/wiki/kronecker-product/"
  },
  {
    "t": "0N8NGKDZDZ",
    "n": "Equilibrium point",
    "k": "concept",
    "m": [
      "34C05"
    ],
    "u": "/math2/wiki/equilibrium-point/"
  },
  {
    "t": "0N91N98EG5",
    "n": "Mean value theorem for integrals",
    "k": "statement",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/mean-value-theorem-for-integrals/"
  },
  {
    "t": "0N9E4G2P97",
    "n": "Fermat prime",
    "k": "definition",
    "m": [
      "11A41"
    ],
    "u": "/math2/wiki/fermat-prime-definition/"
  },
  {
    "t": "0N9R5NN6TW",
    "n": "Nilpotent element",
    "k": "definition",
    "m": [
      "16N40"
    ],
    "u": "/math2/wiki/nilpotent-element-definition/"
  },
  {
    "t": "0N9SA25Z3V",
    "n": "Symmetric relation",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/symmetric-relation-definition/"
  },
  {
    "t": "0NA0732YAG",
    "n": "Basis of a topology",
    "a": [
      "base-of-a-topology",
      "topological-basis"
    ],
    "k": "concept",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/basis-of-a-topology/"
  },
  {
    "t": "0NA4FK7B8S",
    "n": "Discrete metric",
    "k": "example",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/discrete-metric/"
  },
  {
    "t": "0NA6Q82YR7",
    "n": "Cauchy distribution",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/cauchy-distribution-definition/"
  },
  {
    "t": "0NACHJYPKW",
    "n": "Ore's theorem",
    "k": "statement",
    "m": [
      "05C45"
    ],
    "u": "/math2/wiki/ores-theorem/"
  },
  {
    "t": "0NAHXR1FRH",
    "n": "Holomorphic function",
    "a": [
      "holomorphic",
      "complex-analytic-function"
    ],
    "k": "concept",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/holomorphic-function/"
  },
  {
    "t": "0NAKHQ9XYY",
    "n": "Apollonius's theorem",
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/apolloniuss-theorem/"
  },
  {
    "t": "0NANDX7V02",
    "n": "Harmonic number",
    "k": "concept",
    "m": [
      "11B83"
    ],
    "u": "/math2/wiki/harmonic-number/"
  },
  {
    "t": "0NB0AWGJBW",
    "n": "Inner product",
    "k": "concept",
    "m": [
      "15A63",
      "46C05"
    ],
    "u": "/math2/wiki/inner-product/"
  },
  {
    "t": "0NB31CC4SN",
    "n": "exp(1/z) has an essential singularity at 0",
    "a": [
      "exponential-of-one-over-z"
    ],
    "k": "example",
    "m": [
      "30D30"
    ],
    "u": "/math2/wiki/exp-1-z-has-an-essential-singularity-at-0/"
  },
  {
    "t": "0NB643K60Q",
    "n": "Partial sum",
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/partial-sum-definition/"
  },
  {
    "t": "0NB689782W",
    "n": "Asymptotic stability",
    "k": "concept",
    "m": [
      "34D20"
    ],
    "u": "/math2/wiki/asymptotic-stability/"
  },
  {
    "t": "0NB8VPB93V",
    "n": "Composition series",
    "k": "definition",
    "m": [
      "20E15",
      "20D30"
    ],
    "u": "/math2/wiki/composition-series-definition/"
  },
  {
    "t": "0NBRP6093V",
    "n": "Divergent series",
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/divergent-series-definition/"
  },
  {
    "t": "0NC2A3HWGT",
    "n": "The integral of a continuous function is an antiderivative",
    "k": "statement",
    "m": [
      "26A36"
    ],
    "u": "/math2/wiki/the-integral-of-a-continuous-function-is-an-antiderivative/"
  },
  {
    "t": "0NC9R64TXP",
    "n": "Planar graph",
    "k": "concept",
    "m": [
      "05C10"
    ],
    "u": "/math2/wiki/planar-graph/"
  },
  {
    "t": "0NCJ5WXN6Z",
    "n": "Rational numbers",
    "a": [
      "rational-number",
      "rationals",
      "set-of-rational-numbers"
    ],
    "k": "object",
    "m": [
      "11A99"
    ],
    "u": "/math2/wiki/rational-numbers/"
  },
  {
    "t": "0NCPXH194Y",
    "n": "Graph colouring",
    "k": "concept",
    "m": [
      "05C15"
    ],
    "u": "/math2/wiki/graph-colouring/"
  },
  {
    "t": "0NDV5R6Z6X",
    "n": "Principal part",
    "k": "definition",
    "m": [
      "30B10"
    ],
    "u": "/math2/wiki/principal-part-definition/"
  },
  {
    "t": "0NDVHBVBXB",
    "n": "Linear recurrence with constant coefficients",
    "k": "concept",
    "m": [
      "39A06"
    ],
    "u": "/math2/wiki/linear-recurrence-with-constant-coefficients/"
  },
  {
    "t": "0NE1DK7H4T",
    "n": "Right coset",
    "k": "concept",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/right-coset/"
  },
  {
    "t": "0NE233WGD1",
    "n": "Conditional convergence",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/conditional-convergence/"
  },
  {
    "t": "0NE2W2XPQJ",
    "n": "Implicit function theorem for a surjective derivative",
    "a": [
      "regular-value-theorem-euclidean"
    ],
    "k": "statement",
    "m": [
      "26B10"
    ],
    "u": "/math2/wiki/implicit-function-theorem-for-a-surjective-derivative/"
  },
  {
    "t": "0NEGN5CRSC",
    "n": "Self-adjoint operator",
    "a": [
      "hermitian-operator"
    ],
    "k": "concept",
    "m": [
      "47B15",
      "15B57"
    ],
    "u": "/math2/wiki/self-adjoint-operator/"
  },
  {
    "t": "0NF1KGDXX3",
    "n": "Restriction of a function",
    "a": [
      "restricted-function"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/restriction-of-a-function/"
  },
  {
    "t": "0NF6GQNXMY",
    "n": "Curl",
    "a": [
      "rotation-of-a-vector-field",
      "rot"
    ],
    "k": "concept",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/curl/"
  },
  {
    "t": "0NFAGWH84K",
    "n": "Double negation law",
    "a": [
      "double-negation-elimination"
    ],
    "k": "statement",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/double-negation-law/"
  },
  {
    "t": "0NFEG48RDR",
    "n": "The minimal polynomial is irreducible",
    "k": "statement",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/the-minimal-polynomial-is-irreducible/"
  },
  {
    "t": "0NFPJVJJHX",
    "n": "Probability space",
    "a": [
      "probability-triple"
    ],
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/probability-space/"
  },
  {
    "t": "0NHGY0N0JB",
    "n": "Fundamental theorem of calculus",
    "k": "statement",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/fundamental-theorem-of-calculus/"
  },
  {
    "t": "0NHK9MFFW9",
    "n": "Perfect matching",
    "k": "concept",
    "m": [
      "05C70"
    ],
    "u": "/math2/wiki/perfect-matching/"
  },
  {
    "t": "0NHXGY2C5J",
    "n": "Sample variance",
    "a": [
      "unbiased-sample-variance",
      "corrected-sample-variance"
    ],
    "k": "concept",
    "m": [
      "62F10"
    ],
    "u": "/math2/wiki/sample-variance/"
  },
  {
    "t": "0NK8JTE1NN",
    "n": "von Mangoldt function",
    "k": "concept",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/von-mangoldt-function/"
  },
  {
    "t": "0NKBMFC18R",
    "n": "Double integral",
    "k": "definition",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/double-integral-definition/"
  },
  {
    "t": "0NM626FH6Q",
    "n": "Series",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/series/"
  },
  {
    "t": "0NM6E9VW04",
    "n": "Bayes' theorem",
    "a": [
      "bayes-rule",
      "bayes-law",
      "bayes-formula"
    ],
    "k": "statement",
    "m": [
      "62F15"
    ],
    "u": "/math2/wiki/bayes-theorem/"
  },
  {
    "t": "0NMF95YK8W",
    "n": "Variance as the mean of the square minus the square of the mean",
    "a": [
      "computational-formula-for-variance"
    ],
    "k": "statement",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/variance-as-the-mean-of-the-square-minus-the-square-of-the-mean/"
  },
  {
    "t": "0NMG7W7Q11",
    "n": "Implication",
    "a": [
      "material-conditional",
      "conditional"
    ],
    "k": "concept",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/implication/"
  },
  {
    "t": "0NMGJJ19HD",
    "n": "Epsilon-net characterisation of total boundedness",
    "k": "statement",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/epsilon-net-characterisation-of-total-boundedness/"
  },
  {
    "t": "0NMN00FNW1",
    "n": "Transvection",
    "k": "definition",
    "m": [
      "15A23"
    ],
    "u": "/math2/wiki/transvection-definition/"
  },
  {
    "t": "0NMWG2PHJ0",
    "n": "Birthday problem",
    "a": [
      "birthday-paradox"
    ],
    "k": "example",
    "m": [
      "60C05"
    ],
    "u": "/math2/wiki/birthday-problem/"
  },
  {
    "t": "0NMXDCNNKR",
    "n": "Trace is the sum of the eigenvalues",
    "k": "statement",
    "m": [
      "15A15",
      "15A18"
    ],
    "u": "/math2/wiki/trace-is-the-sum-of-the-eigenvalues/"
  },
  {
    "t": "0NN5JEMTVE",
    "n": "0.999... equals 1",
    "k": "example",
    "m": [
      "11A63"
    ],
    "u": "/math2/wiki/0-999-equals-1/"
  },
  {
    "t": "0NNDQVJ54Q",
    "n": "Closed formula for Catalan numbers",
    "k": "statement",
    "m": [
      "05A15"
    ],
    "u": "/math2/wiki/closed-formula-for-catalan-numbers/"
  },
  {
    "t": "0NNQ4KFEX7",
    "n": "Associativity",
    "k": "definition",
    "m": [
      "08A02"
    ],
    "u": "/math2/wiki/associativity-definition/"
  },
  {
    "t": "0NNQY8WCW6",
    "n": "Schwarz's theorem for C^2 functions",
    "a": [
      "clairaut-theorem",
      "schwarz-theorem"
    ],
    "k": "statement",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/schwarzs-theorem-for-c-2-functions/"
  },
  {
    "t": "0NNR68BFRY",
    "n": "Reduced row echelon form",
    "k": "definition",
    "m": [
      "15A06"
    ],
    "u": "/math2/wiki/reduced-row-echelon-form-definition/"
  },
  {
    "t": "0NNRDW10RZ",
    "n": "Zero divisor",
    "k": "concept",
    "m": [
      "16U99"
    ],
    "u": "/math2/wiki/zero-divisor/"
  },
  {
    "t": "0NNRNGKMFM",
    "n": "Moment-generating function",
    "k": "definition",
    "m": [
      "60E10"
    ],
    "u": "/math2/wiki/moment-generating-function-definition/"
  },
  {
    "t": "0NNYDD1AVR",
    "n": "Eulerian trail",
    "k": "definition",
    "m": [
      "05C45"
    ],
    "u": "/math2/wiki/eulerian-trail-definition/"
  },
  {
    "t": "0NP5N5PYW5",
    "n": "Cantor pairing function",
    "a": [
      "cantor-pairing"
    ],
    "k": "example",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/cantor-pairing-function/"
  },
  {
    "t": "0NPPGHQNXQ",
    "n": "Euclidean distance",
    "a": [
      "distance-between-two-points"
    ],
    "k": "concept",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/euclidean-distance/"
  },
  {
    "t": "0NPW1DWECM",
    "n": "Algebraic element",
    "k": "definition",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/algebraic-element-definition/"
  },
  {
    "t": "0NQ1H2X495",
    "n": "Quotient topology",
    "a": [
      "quotient-space",
      "identification-topology"
    ],
    "k": "concept",
    "m": [
      "54B15"
    ],
    "u": "/math2/wiki/quotient-topology/"
  },
  {
    "t": "0NQ5798SB1",
    "n": "Student's t-distribution",
    "k": "definition",
    "m": [
      "60E05",
      "62E15"
    ],
    "u": "/math2/wiki/students-t-distribution-definition/"
  },
  {
    "t": "0NQMZ89X4A",
    "n": "Transcendental element",
    "k": "concept",
    "m": [
      "12F20"
    ],
    "u": "/math2/wiki/transcendental-element/"
  },
  {
    "t": "0NQSV2EWDR",
    "n": "Winding number",
    "a": [
      "winding-index"
    ],
    "k": "concept",
    "m": [
      "55M25"
    ],
    "u": "/math2/wiki/winding-number/"
  },
  {
    "t": "0NR82KMYKD",
    "n": "Triangle inequality for integrals",
    "k": "statement",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/triangle-inequality-for-integrals/"
  },
  {
    "t": "0NR95CTFCZ",
    "n": "Petersen graph",
    "k": "example",
    "m": [
      "05C99"
    ],
    "u": "/math2/wiki/petersen-graph/"
  },
  {
    "t": "0NRJGW864D",
    "n": "Quaternion group",
    "a": [
      "q8"
    ],
    "k": "object",
    "m": [
      "20D15"
    ],
    "u": "/math2/wiki/quaternion-group/"
  },
  {
    "t": "0NRQPQX3VA",
    "n": "Composition of continuous functions is continuous",
    "k": "statement",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/composition-of-continuous-functions-is-continuous/"
  },
  {
    "t": "0NRT0E2QT2",
    "n": "Connected components are closed",
    "k": "statement",
    "m": [
      "54D05"
    ],
    "u": "/math2/wiki/connected-components-are-closed/"
  },
  {
    "t": "0NRYHJPQG2",
    "n": "Linear map",
    "a": [
      "linear-transformation"
    ],
    "k": "concept",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/linear-map/"
  },
  {
    "t": "0NRYPM9Y27",
    "n": "Finite extension",
    "k": "definition",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/finite-extension-definition/"
  },
  {
    "t": "0NS0TDA4E2",
    "n": "Characteristic function of the normal distribution",
    "k": "statement",
    "m": [
      "60E10"
    ],
    "u": "/math2/wiki/characteristic-function-of-the-normal-distribution/"
  },
  {
    "t": "0NS0X75RS1",
    "n": "Derivative of a map into R^n by components",
    "k": "statement",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/derivative-of-a-map-into-r-n-by-components/"
  },
  {
    "t": "0NS1YTGM19",
    "n": "Product of two subgroups",
    "a": [
      "frobenius-product"
    ],
    "k": "definition",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/product-of-two-subgroups-definition/"
  },
  {
    "t": "0NS2QYVC4Y",
    "n": "Gradient",
    "k": "definition",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/gradient-definition/"
  },
  {
    "t": "0NS58JP68E",
    "n": "Construction of the integers from the natural numbers",
    "k": "concept",
    "m": [
      "11A99"
    ],
    "u": "/math2/wiki/construction-of-the-integers-from-the-natural-numbers/"
  },
  {
    "t": "0NS8BP96QX",
    "n": "Local minimum",
    "a": [
      "relative-minimum"
    ],
    "k": "definition",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/local-minimum-definition/"
  },
  {
    "t": "0NSD1TPHR0",
    "n": "Meromorphic function",
    "k": "definition",
    "m": [
      "30D30"
    ],
    "u": "/math2/wiki/meromorphic-function-definition/"
  },
  {
    "t": "0NSR9V8TED",
    "n": "Normal space",
    "a": [
      "t4-space"
    ],
    "k": "concept",
    "m": [
      "54D15"
    ],
    "u": "/math2/wiki/normal-space/"
  },
  {
    "t": "0NT64JV96A",
    "n": "Ordinary differential equation",
    "k": "concept",
    "m": [
      "34A99"
    ],
    "u": "/math2/wiki/ordinary-differential-equation/"
  },
  {
    "t": "0NTF6DMVAP",
    "n": "Direct proof",
    "k": "concept",
    "m": [
      "00A35"
    ],
    "u": "/math2/wiki/direct-proof/"
  },
  {
    "t": "0NTM3J5MFE",
    "n": "Discrete Grönwall inequality",
    "k": "statement",
    "m": [
      "26D15",
      "39A22"
    ],
    "u": "/math2/wiki/discrete-gronwall-inequality/"
  },
  {
    "t": "0NTSE7EREA",
    "n": "Exterior angle theorem",
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/exterior-angle-theorem/"
  },
  {
    "t": "0NTWN57GM3",
    "n": "Multiplicative function",
    "k": "concept",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/multiplicative-function/"
  },
  {
    "t": "0NV6E43P4A",
    "n": "Z/pZ is a field for p prime",
    "k": "statement",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/z-pz-is-a-field-for-p-prime/"
  },
  {
    "t": "0NVPNC12JY",
    "n": "Open cover",
    "k": "definition",
    "m": [
      "54D30"
    ],
    "u": "/math2/wiki/open-cover-definition/"
  },
  {
    "t": "0NW1JP7TBR",
    "n": "Multiplicativity of the Legendre symbol",
    "k": "statement",
    "m": [
      "11A15"
    ],
    "u": "/math2/wiki/multiplicativity-of-the-legendre-symbol/"
  },
  {
    "t": "0NW6CH38YR",
    "n": "T1 space",
    "a": [
      "accessible-space"
    ],
    "k": "concept",
    "m": [
      "54D10"
    ],
    "u": "/math2/wiki/t1-space/"
  },
  {
    "t": "0NWXRAMEE7",
    "n": "Second Borel–Cantelli lemma",
    "a": [
      "converse-borel-cantelli-lemma"
    ],
    "k": "statement",
    "m": [
      "60F20"
    ],
    "u": "/math2/wiki/second-borel-cantelli-lemma/"
  },
  {
    "t": "0NX5NWAFC9",
    "n": "Weierstrass M-test",
    "k": "statement",
    "m": [
      "40A30"
    ],
    "u": "/math2/wiki/weierstrass-m-test/"
  },
  {
    "t": "0NXGPJWNFN",
    "n": "Sum of independent normal random variables",
    "a": [
      "sum-of-normally-distributed-random-variables"
    ],
    "k": "statement",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/sum-of-independent-normal-random-variables/"
  },
  {
    "t": "0NXJM01QX1",
    "n": "Euclidean isometry",
    "k": "definition",
    "m": [
      "51F20"
    ],
    "u": "/math2/wiki/euclidean-isometry-definition/"
  },
  {
    "t": "0NXWQK2Y56",
    "n": "Adjoining a root of a polynomial",
    "k": "concept",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/adjoining-a-root-of-a-polynomial/"
  },
  {
    "t": "0NYM0ZGAK9",
    "n": "Theorem on friends and strangers",
    "k": "statement",
    "m": [
      "05C55",
      "05D10"
    ],
    "u": "/math2/wiki/theorem-on-friends-and-strangers/"
  },
  {
    "t": "0NYZ2M45G9",
    "n": "Closed map",
    "k": "definition",
    "m": [
      "54C10"
    ],
    "u": "/math2/wiki/closed-map-definition/"
  },
  {
    "t": "0NZ8JA25WK",
    "n": "Module over a ring",
    "k": "concept",
    "m": [
      "16D10",
      "13C05"
    ],
    "u": "/math2/wiki/module-over-a-ring/"
  },
  {
    "t": "0NZ8MDBN6Q",
    "n": "Adjacency matrix",
    "k": "definition",
    "m": [
      "05C50"
    ],
    "u": "/math2/wiki/adjacency-matrix-definition/"
  },
  {
    "t": "0NZVJYZVTZ",
    "n": "Angle-angle similarity",
    "a": [
      "aa-similarity",
      "aaa-similarity"
    ],
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/angle-angle-similarity/"
  },
  {
    "t": "0P05RJC5XA",
    "n": "Leading coefficient",
    "k": "definition",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/leading-coefficient-definition/"
  },
  {
    "t": "0P0DJHBGBB",
    "n": "Cesàro mean",
    "k": "definition",
    "m": [
      "40G05"
    ],
    "u": "/math2/wiki/cesaro-mean-definition/"
  },
  {
    "t": "0P0MZ4X682",
    "n": "Independence of two events",
    "k": "definition",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/independence-of-two-events-definition/"
  },
  {
    "t": "0P0XDY9FZN",
    "n": "Classification of isometries of the plane",
    "k": "statement",
    "m": [
      "51F20"
    ],
    "u": "/math2/wiki/classification-of-isometries-of-the-plane/"
  },
  {
    "t": "0P11X5HKAX",
    "n": "Subgraph",
    "k": "definition",
    "m": [
      "05C99"
    ],
    "u": "/math2/wiki/subgraph-definition/"
  },
  {
    "t": "0P17NGQQMQ",
    "n": "Hermitian matrix",
    "a": [
      "self-adjoint-matrix"
    ],
    "k": "concept",
    "m": [
      "15B57"
    ],
    "u": "/math2/wiki/hermitian-matrix/"
  },
  {
    "t": "0P18JC72RE",
    "n": "Removable singularity",
    "k": "definition",
    "m": [
      "30D30"
    ],
    "u": "/math2/wiki/removable-singularity-definition/"
  },
  {
    "t": "0P21AVFFSP",
    "n": "Equivalent matrices",
    "k": "definition",
    "m": [
      "15A21"
    ],
    "u": "/math2/wiki/equivalent-matrices-definition/"
  },
  {
    "t": "0P234N3M28",
    "n": "Hyperbola",
    "k": "definition",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/hyperbola-definition/"
  },
  {
    "t": "0P24YW565F",
    "n": "Matrix of a bilinear form",
    "k": "definition",
    "m": [
      "15A63"
    ],
    "u": "/math2/wiki/matrix-of-a-bilinear-form-definition/"
  },
  {
    "t": "0P27W9RW0G",
    "n": "Continuous function",
    "k": "definition",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/continuous-function-definition/"
  },
  {
    "t": "0P30YYZN85",
    "n": "Second-order Taylor expansion",
    "a": [
      "second-order-taylor-formula"
    ],
    "k": "statement",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/second-order-taylor-expansion/"
  },
  {
    "t": "0P3A06QNDP",
    "n": "Negation of a universal statement",
    "k": "statement",
    "m": [
      "03B10"
    ],
    "u": "/math2/wiki/negation-of-a-universal-statement/"
  },
  {
    "t": "0P3KZK0FTV",
    "n": "Solvable group",
    "k": "definition",
    "m": [
      "20F16"
    ],
    "u": "/math2/wiki/solvable-group-definition/"
  },
  {
    "t": "0P3M4ZY9X8",
    "n": "Divergent sequence",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/divergent-sequence/"
  },
  {
    "t": "0P3VCBDEE2",
    "n": "Ordered field",
    "k": "concept",
    "m": [
      "12J15"
    ],
    "u": "/math2/wiki/ordered-field/"
  },
  {
    "t": "0P42JB4E3M",
    "n": "Glide reflection",
    "k": "definition",
    "m": [
      "51F20"
    ],
    "u": "/math2/wiki/glide-reflection-definition/"
  },
  {
    "t": "0P4FTHHMYS",
    "n": "Standard deviation",
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/standard-deviation/"
  },
  {
    "t": "0P4JRMSWNH",
    "n": "Degree of a polynomial",
    "k": "concept",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/degree-of-a-polynomial/"
  },
  {
    "t": "0P4NQD746K",
    "n": "Sine is 2π-periodic",
    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/sine-is-2-periodic/"
  },
  {
    "t": "0P4WX7Y502",
    "n": "Iterated integral",
    "k": "definition",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/iterated-integral-definition/"
  },
  {
    "t": "0P506SPZP2",
    "n": "Non-commutativity of matrix multiplication",
    "k": "counterexample",
    "m": [
      "15A27"
    ],
    "u": "/math2/wiki/non-commutativity-of-matrix-multiplication/"
  },
  {
    "t": "0P64VE79X3",
    "n": "A function with bounded derivative is Lipschitz",
    "k": "statement",
    "m": [
      "26A16"
    ],
    "u": "/math2/wiki/a-function-with-bounded-derivative-is-lipschitz/"
  },
  {
    "t": "0P6KRD5B7A",
    "n": "Picard–Lindelöf theorem",
    "a": [
      "cauchy-lipschitz-theorem",
      "existence-and-uniqueness-theorem"
    ],
    "k": "statement",
    "m": [
      "34A12"
    ],
    "u": "/math2/wiki/picard-lindelof-theorem/"
  },
  {
    "t": "0P6PMJB4MA",
    "n": "Compactness via open covers",
    "k": "statement",
    "m": [
      "54D30"
    ],
    "u": "/math2/wiki/compactness-via-open-covers/"
  },
  {
    "t": "0P6SBR7YM2",
    "n": "Simple extension",
    "k": "definition",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/simple-extension-definition/"
  },
  {
    "t": "0P799D6AMN",
    "n": "Bilinear form",
    "k": "definition",
    "m": [
      "15A63"
    ],
    "u": "/math2/wiki/bilinear-form-definition/"
  },
  {
    "t": "0P7A2MJD24",
    "n": "Coefficient matrix",
    "k": "definition",
    "m": [
      "15A06"
    ],
    "u": "/math2/wiki/coefficient-matrix-definition/"
  },
  {
    "t": "0P7CH1CND5",
    "n": "Characteristic of a ring",
    "k": "definition",
    "m": [
      "13A99"
    ],
    "u": "/math2/wiki/characteristic-of-a-ring-definition/"
  },
  {
    "t": "0P7FZHXZ5S",
    "n": "Composition of an integer",
    "k": "concept",
    "m": [
      "05A17"
    ],
    "u": "/math2/wiki/composition-of-an-integer/"
  },
  {
    "t": "0P7G9NGG2G",
    "n": "Faithful action",
    "a": [
      "effective-action"
    ],
    "k": "concept",
    "m": [
      "20B05"
    ],
    "u": "/math2/wiki/faithful-action/"
  },
  {
    "t": "0P7PTC8DDE",
    "n": "Linearity of expectation",
    "a": [
      "expectation-is-linear"
    ],
    "k": "statement",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/linearity-of-expectation/"
  },
  {
    "t": "0P84B554AS",
    "n": "Vandermonde determinant",
    "k": "statement",
    "m": [
      "15A15",
      "15B05"
    ],
    "u": "/math2/wiki/vandermonde-determinant/"
  },
  {
    "t": "0P8BA7T7S5",
    "n": "Limit superior",
    "a": [
      "limsup"
    ],
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/limit-superior-definition/"
  },
  {
    "t": "0P8CY9V437",
    "n": "Action by conjugation",
    "k": "example",
    "m": [
      "20E45",
      "20B05"
    ],
    "u": "/math2/wiki/action-by-conjugation/"
  },
  {
    "t": "0P953MG05E",
    "n": "Bounded set",
    "k": "definition",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/bounded-set-definition/"
  },
  {
    "t": "0P97V20RW7",
    "n": "Ordinary differential equation",
    "a": [
      "ode"
    ],
    "k": "definition",
    "m": [
      "34A99"
    ],
    "u": "/math2/wiki/ordinary-differential-equation-definition/"
  },
  {
    "t": "0P9BNBW2W3",
    "n": "The exponential function is positive",
    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/the-exponential-function-is-positive/"
  },
  {
    "t": "0P9DCDES73",
    "n": "Metric spaces are Hausdorff",
    "k": "statement",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/metric-spaces-are-hausdorff/"
  },
  {
    "t": "0P9T8WHNMH",
    "n": "Existence of a complementary subspace",
    "k": "statement",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/existence-of-a-complementary-subspace/"
  },
  {
    "t": "0PAQM3H57X",
    "n": "Continuity is equivalent to sequential continuity",
    "k": "statement",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/continuity-is-equivalent-to-sequential-continuity/"
  },
  {
    "t": "0PARCKE8WP",
    "n": "Sup norm on bounded continuous functions",
    "a": [
      "uniform-norm",
      "supremum-norm"
    ],
    "k": "example",
    "m": [
      "46E15"
    ],
    "u": "/math2/wiki/sup-norm-on-bounded-continuous-functions/"
  },
  {
    "t": "0PASQ34GHG",
    "n": "Law of sines",
    "a": [
      "sine-rule"
    ],
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/law-of-sines/"
  },
  {
    "t": "0PB7K8M7FG",
    "n": "Linear differential equation of order n",
    "k": "definition",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/linear-differential-equation-of-order-n-definition/"
  },
  {
    "t": "0PBFS92AJP",
    "n": "Jordan block",
    "k": "definition",
    "m": [
      "15A21"
    ],
    "u": "/math2/wiki/jordan-block-definition/"
  },
  {
    "t": "0PBN8VEKY8",
    "n": "Annihilating polynomial",
    "k": "concept",
    "m": [
      "15A18"
    ],
    "u": "/math2/wiki/annihilating-polynomial/"
  },
  {
    "t": "0PBWWQD9KY",
    "n": "Monty Hall problem",
    "k": "problem",
    "m": [
      "60C05"
    ],
    "u": "/math2/wiki/monty-hall-problem/"
  },
  {
    "t": "0PBY4E9GQF",
    "n": "Skew-symmetric matrix",
    "a": [
      "antisymmetric-matrix"
    ],
    "k": "concept",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/skew-symmetric-matrix/"
  },
  {
    "t": "0PCKBBMEXC",
    "n": "Order of the symmetric group",
    "k": "statement",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/order-of-the-symmetric-group/"
  },
  {
    "t": "0PCV9EDJM2",
    "n": "Multinomial coefficient",
    "k": "concept",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/multinomial-coefficient/"
  },
  {
    "t": "0PCVBRV9VJ",
    "n": "Fermat's theorem on stationary points",
    "a": [
      "interior-extremum-theorem"
    ],
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/fermats-theorem-on-stationary-points/"
  },
  {
    "t": "0PD57PSHNR",
    "n": "Circuit",
    "k": "definition",
    "m": [
      "05C38"
    ],
    "u": "/math2/wiki/circuit-definition/"
  },
  {
    "t": "0PDBVPP233",
    "n": "Converse of Lagrange's theorem fails for the alternating group A4",
    "k": "counterexample",
    "m": [
      "20D60"
    ],
    "u": "/math2/wiki/converse-of-lagranges-theorem-fails-for-the-alternating-group-a4/"
  },
  {
    "t": "0PDVQEP0ZC",
    "n": "Matrix–vector product",
    "k": "concept",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/matrix-vector-product/"
  },
  {
    "t": "0PEJH7AC74",
    "n": "Transitive closure",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/transitive-closure-definition/"
  },
  {
    "t": "0PF6TM8TWT",
    "n": "Algebraically closed field",
    "k": "concept",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/algebraically-closed-field/"
  },
  {
    "t": "0PFPWKBDTJ",
    "n": "Restriction of an endomorphism to an invariant subspace",
    "k": "definition",
    "m": [
      "15A04",
      "47A15"
    ],
    "u": "/math2/wiki/restriction-of-an-endomorphism-to-an-invariant-subspace-definition/"
  },
  {
    "t": "0PG2H7WKGG",
    "n": "Divisibility",
    "k": "concept",
    "m": [
      "11A05"
    ],
    "u": "/math2/wiki/divisibility/"
  },
  {
    "t": "0PH0VHTQS0",
    "n": "Moment",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/moment-definition/"
  },
  {
    "t": "0PHAC833JF",
    "n": "Generating function",
    "k": "concept",
    "m": [
      "05A15"
    ],
    "u": "/math2/wiki/generating-function/"
  },
  {
    "t": "0PHBS78HKT",
    "n": "First supplement to quadratic reciprocity",
    "k": "statement",
    "m": [
      "11A15"
    ],
    "u": "/math2/wiki/first-supplement-to-quadratic-reciprocity/"
  },
  {
    "t": "0PHC9FE2V5",
    "n": "Bernoulli trial",
    "a": [
      "binomial-trial"
    ],
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/bernoulli-trial/"
  },
  {
    "t": "0PHDYNR24D",
    "n": "Null space",
    "k": "concept",
    "m": [
      "15A03",
      "15A06"
    ],
    "u": "/math2/wiki/null-space/"
  },
  {
    "t": "0PHN07KVQT",
    "n": "Residue",
    "a": [
      "residue-of-a-function"
    ],
    "k": "concept",
    "m": [
      "30E20"
    ],
    "u": "/math2/wiki/residue/"
  },
  {
    "t": "0PHT6NBYPB",
    "n": "Heine–Borel theorem in finite-dimensional normed spaces",
    "k": "statement",
    "m": [
      "46B20"
    ],
    "u": "/math2/wiki/heine-borel-theorem-in-finite-dimensional-normed-spaces/"
  },
  {
    "t": "0PHTC93M58",
    "n": "Composition factors",
    "k": "concept",
    "m": [
      "20E15",
      "20D30"
    ],
    "u": "/math2/wiki/composition-factors/"
  },
  {
    "t": "0PJXBR6QA3",
    "n": "Multi-index notation",
    "a": [
      "multi-index"
    ],
    "k": "concept",
    "m": [
      "26B99"
    ],
    "u": "/math2/wiki/multi-index-notation/"
  },
  {
    "t": "0PK8QH1W1V",
    "n": "Alternating series test",
    "a": [
      "leibniz-test"
    ],
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/alternating-series-test/"
  },
  {
    "t": "0PKG97PX9Y",
    "n": "Conservative vector field",
    "a": [
      "gradient-field"
    ],
    "k": "concept",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/conservative-vector-field/"
  },
  {
    "t": "0PKRYB8ATM",
    "n": "Limit of a function",
    "k": "concept",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/limit-of-a-function/"
  },
  {
    "t": "0PM88Z9W4M",
    "n": "Projections are continuous",
    "k": "statement",
    "m": [
      "54B10"
    ],
    "u": "/math2/wiki/projections-are-continuous/"
  },
  {
    "t": "0PMRQJVTME",
    "n": "Klein four-group",
    "a": [
      "vierergruppe"
    ],
    "k": "object",
    "m": [
      "20K01"
    ],
    "u": "/math2/wiki/klein-four-group/"
  },
  {
    "t": "0PMT9YJZVW",
    "n": "Order of an inverse",
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/order-of-an-inverse/"
  },
  {
    "t": "0PMY0YQYXX",
    "n": "The continued fraction of a rational number terminates",
    "k": "statement",
    "m": [
      "11A55"
    ],
    "u": "/math2/wiki/the-continued-fraction-of-a-rational-number-terminates/"
  },
  {
    "t": "0PN13BB7BT",
    "n": "The Gaussian integers are a Euclidean domain",
    "k": "statement",
    "m": [
      "11R11"
    ],
    "u": "/math2/wiki/the-gaussian-integers-are-a-euclidean-domain/"
  },
  {
    "t": "0PN2BXRS8G",
    "n": "Argument principle",
    "a": [
      "cauchys-argument-principle"
    ],
    "k": "statement",
    "m": [
      "30C15"
    ],
    "u": "/math2/wiki/argument-principle/"
  },
  {
    "t": "0PN4QJE969",
    "n": "Farey sequence",
    "k": "definition",
    "m": [
      "11B57"
    ],
    "u": "/math2/wiki/farey-sequence-definition/"
  },
  {
    "t": "0PN9WMRWT7",
    "n": "The constructible numbers form a field closed under square roots",
    "k": "statement",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/the-constructible-numbers-form-a-field-closed-under-square-roots/"
  },
  {
    "t": "0PNPG2PP9H",
    "n": "Jordan's lemma",
    "a": [
      "jordan-lemma"
    ],
    "k": "statement",
    "m": [
      "30E20"
    ],
    "u": "/math2/wiki/jordans-lemma/"
  },
  {
    "t": "0PNRKMRC55",
    "n": "Random variable",
    "a": [
      "random-quantity",
      "stochastic-variable"
    ],
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/random-variable/"
  },
  {
    "t": "0PNWCM559P",
    "n": "Interior is open",
    "k": "statement",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/interior-is-open/"
  },
  {
    "t": "0PP5ZAJPP7",
    "n": "Beta distribution",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/beta-distribution-definition/"
  },
  {
    "t": "0PPG793642",
    "n": "Determinant is multilinear in the rows",
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/determinant-is-multilinear-in-the-rows/"
  },
  {
    "t": "0PPP2J2DJV",
    "n": "Second isomorphism theorem",
    "a": [
      "diamond-isomorphism-theorem"
    ],
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/second-isomorphism-theorem/"
  },
  {
    "t": "0PQ2GGY1QV",
    "n": "Null space",
    "k": "definition",
    "m": [
      "15A03",
      "15A06"
    ],
    "u": "/math2/wiki/null-space-definition/"
  },
  {
    "t": "0PQEBTYDZM",
    "n": "Probability of the complement",
    "a": [
      "complement-rule"
    ],
    "k": "statement",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/probability-of-the-complement/"
  },
  {
    "t": "0PQQGFAWSH",
    "n": "Alternating sum of binomial coefficients",
    "k": "statement",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/alternating-sum-of-binomial-coefficients/"
  },
  {
    "t": "0PR5P9Z4KM",
    "n": "Principal axis theorem",
    "k": "statement",
    "m": [
      "15A63",
      "15A18"
    ],
    "u": "/math2/wiki/principal-axis-theorem/"
  },
  {
    "t": "0PR88XHDMB",
    "n": "Dirichlet convolution of multiplicative functions is multiplicative",
    "k": "statement",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/dirichlet-convolution-of-multiplicative-functions-is-multiplicative/"
  },
  {
    "t": "0PRAS55318",
    "n": "Angle between two vectors",
    "k": "definition",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/angle-between-two-vectors-definition/"
  },
  {
    "t": "0PSKT5W817",
    "n": "Identity function",
    "a": [
      "identity-map"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/identity-function/"
  },
  {
    "t": "0PSRCMCM5X",
    "n": "Moore–Penrose inverse",
    "k": "definition",
    "m": [
      "15A09"
    ],
    "u": "/math2/wiki/moore-penrose-inverse-definition/"
  },
  {
    "t": "0PT52XQZD7",
    "n": "Product of two subgroups",
    "k": "concept",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/product-of-two-subgroups/"
  },
  {
    "t": "0PTBM7K0R2",
    "n": "Algebraic extension",
    "k": "concept",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/algebraic-extension/"
  },
  {
    "t": "0PTF1PTJK0",
    "n": "Endomorphism",
    "k": "definition",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/endomorphism-definition/"
  },
  {
    "t": "0PTVNH4GPS",
    "n": "Linear congruence",
    "k": "concept",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/linear-congruence/"
  },
  {
    "t": "0PV74TR5FP",
    "n": "Maximal ideal",
    "k": "concept",
    "m": [
      "13A15"
    ],
    "u": "/math2/wiki/maximal-ideal/"
  },
  {
    "t": "0PVCTCKD3C",
    "n": "Expectation with respect to the binomial distribution",
    "a": [
      "mean-of-binomial-distribution"
    ],
    "k": "statement",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/expectation-with-respect-to-the-binomial-distribution/"
  },
  {
    "t": "0PVG1CRAJN",
    "n": "Injective function",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/injective-function-definition/"
  },
  {
    "t": "0PVJRACB9H",
    "n": "The exponential series has infinite radius of convergence",
    "k": "statement",
    "m": [
      "30B10",
      "33B10"
    ],
    "u": "/math2/wiki/the-exponential-series-has-infinite-radius-of-convergence/"
  },
  {
    "t": "0PWE3BCHVJ",
    "n": "Infinite set",
    "a": [
      "infinite"
    ],
    "k": "concept",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/infinite-set/"
  },
  {
    "t": "0PWX18FM4G",
    "n": "Cauchy sequence",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/cauchy-sequence/"
  },
  {
    "t": "0PXN9G4MX1",
    "n": "Orthogonal complement of the orthogonal complement",
    "k": "statement",
    "m": [
      "46C05"
    ],
    "u": "/math2/wiki/orthogonal-complement-of-the-orthogonal-complement/"
  },
  {
    "t": "0PXW0BN7DW",
    "n": "Commutator of two elements",
    "k": "concept",
    "m": [
      "20F12"
    ],
    "u": "/math2/wiki/commutator-of-two-elements/"
  },
  {
    "t": "0PYEZM6CN9",
    "n": "Liouville number",
    "k": "concept",
    "m": [
      "11J81"
    ],
    "u": "/math2/wiki/liouville-number/"
  },
  {
    "t": "0PYSR20HGF",
    "n": "Composition of relations",
    "a": [
      "relational-composition"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/composition-of-relations/"
  },
  {
    "t": "0PYW26VNT6",
    "n": "Affine subspace",
    "a": [
      "flat",
      "affine-subset"
    ],
    "k": "concept",
    "m": [
      "51N10"
    ],
    "u": "/math2/wiki/affine-subspace/"
  },
  {
    "t": "0Q0H13G8ZB",
    "n": "Closed ball",
    "k": "concept",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/closed-ball/"
  },
  {
    "t": "0Q0Z1BEXTF",
    "n": "Centraliser",
    "k": "definition",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/centraliser-definition/"
  },
  {
    "t": "0Q1D85B8G6",
    "n": "Interval",
    "k": "concept",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/interval/"
  },
  {
    "t": "0Q1FKQKTKJ",
    "n": "Exact equation",
    "a": [
      "exact-differential-equation"
    ],
    "k": "concept",
    "m": [
      "34A05"
    ],
    "u": "/math2/wiki/exact-equation/"
  },
  {
    "t": "0Q2MDD13G4",
    "n": "Singular solution",
    "k": "concept",
    "m": [
      "34A09"
    ],
    "u": "/math2/wiki/singular-solution/"
  },
  {
    "t": "0Q2MVQ7JMT",
    "n": "Internal direct product",
    "k": "definition",
    "m": [
      "20E34"
    ],
    "u": "/math2/wiki/internal-direct-product-definition/"
  },
  {
    "t": "0Q2QC81VTW",
    "n": "Cumulant generating function",
    "k": "definition",
    "m": [
      "60E10"
    ],
    "u": "/math2/wiki/cumulant-generating-function-definition/"
  },
  {
    "t": "0Q3AKZV74D",
    "n": "Stolz–Cesàro theorem",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/stolz-cesaro-theorem/"
  },
  {
    "t": "0Q3F20XB0A",
    "n": "Image of a set",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/image-of-a-set-definition/"
  },
  {
    "t": "0Q3HYFT9RQ",
    "n": "Integral of a power",
    "k": "statement",
    "m": [
      "26A36"
    ],
    "u": "/math2/wiki/integral-of-a-power/"
  },
  {
    "t": "0Q3ZT8J05R",
    "n": "Linear equation",
    "k": "concept",
    "m": [
      "15A06"
    ],
    "u": "/math2/wiki/linear-equation/"
  },
  {
    "t": "0Q4CBD3HX0",
    "n": "Domain",
    "a": [
      "domain-of-a-function"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/domain/"
  },
  {
    "t": "0Q4CJ5NAT1",
    "n": "Arc length parametrisation",
    "a": [
      "natural-parametrisation",
      "unit-speed-parametrisation"
    ],
    "k": "concept",
    "m": [
      "53A04"
    ],
    "u": "/math2/wiki/arc-length-parametrisation/"
  },
  {
    "t": "0Q4DR37DVE",
    "n": "Uniform continuity",
    "k": "definition",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/uniform-continuity-definition/"
  },
  {
    "t": "0Q4QJWEHW3",
    "n": "Second derivative",
    "k": "concept",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/second-derivative/"
  },
  {
    "t": "0Q5A47J48D",
    "n": "Darboux's theorem",
    "a": [
      "intermediate-value-theorem-for-derivatives"
    ],
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/darbouxs-theorem/"
  },
  {
    "t": "0Q5CG2NEQ8",
    "n": "Statistic",
    "a": [
      "sample-statistic"
    ],
    "k": "concept",
    "m": [
      "62A01"
    ],
    "u": "/math2/wiki/statistic/"
  },
  {
    "t": "0Q5G5DJ4P2",
    "n": "Derived series",
    "k": "concept",
    "m": [
      "20F14"
    ],
    "u": "/math2/wiki/derived-series/"
  },
  {
    "t": "0Q5NA8Y362",
    "n": "Galois group of a polynomial",
    "k": "concept",
    "m": [
      "12F10"
    ],
    "u": "/math2/wiki/galois-group-of-a-polynomial/"
  },
  {
    "t": "0Q5SM60HTH",
    "n": "Permutation matrix",
    "k": "definition",
    "m": [
      "15A99",
      "05A05"
    ],
    "u": "/math2/wiki/permutation-matrix-definition/"
  },
  {
    "t": "0Q70YFB6ZM",
    "n": "Regular graph",
    "k": "concept",
    "m": [
      "05C07"
    ],
    "u": "/math2/wiki/regular-graph/"
  },
  {
    "t": "0Q7K4AXE53",
    "n": "The sequence r^n tends to zero for |r| \u003c 1",
    "k": "example",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/the-sequence-r-n-tends-to-zero-for-r-1/"
  },
  {
    "t": "0Q7M6K6VD7",
    "n": "Holomorphic functions with nonzero derivative are conformal",
    "a": [
      "holomorphic-maps-are-conformal"
    ],
    "k": "statement",
    "m": [
      "30C35"
    ],
    "u": "/math2/wiki/holomorphic-functions-with-nonzero-derivative-are-conformal/"
  },
  {
    "t": "0Q7MMQHC1P",
    "n": "Nilpotent group",
    "k": "concept",
    "m": [
      "20F18"
    ],
    "u": "/math2/wiki/nilpotent-group/"
  },
  {
    "t": "0Q88KQD17A",
    "n": "Conjugacy class",
    "k": "definition",
    "m": [
      "20E45"
    ],
    "u": "/math2/wiki/conjugacy-class-definition/"
  },
  {
    "t": "0Q8BZXVT1Z",
    "n": "Orientation of a real vector space",
    "k": "definition",
    "m": [
      "15A04",
      "15A15"
    ],
    "u": "/math2/wiki/orientation-of-a-real-vector-space-definition/"
  },
  {
    "t": "0Q8DGAZSJ4",
    "n": "Third Sylow theorem",
    "k": "statement",
    "m": [
      "20D20"
    ],
    "u": "/math2/wiki/third-sylow-theorem/"
  },
  {
    "t": "0Q8HZTJC7G",
    "n": "Orthogonal projection",
    "k": "definition",
    "m": [
      "15A04",
      "46C05"
    ],
    "u": "/math2/wiki/orthogonal-projection-definition/"
  },
  {
    "t": "0Q8Y862DTZ",
    "n": "Outer automorphism group",
    "k": "concept",
    "m": [
      "20F28"
    ],
    "u": "/math2/wiki/outer-automorphism-group/"
  },
  {
    "t": "0Q9EZS90GY",
    "n": "Polynomial ring",
    "k": "definition",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/polynomial-ring-definition/"
  },
  {
    "t": "0Q9PGXD9E4",
    "n": "Diagonal matrix",
    "k": "definition",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/diagonal-matrix-definition/"
  },
  {
    "t": "0QA1HBD9Z4",
    "n": "Convergence in probability",
    "k": "concept",
    "m": [
      "60F05"
    ],
    "u": "/math2/wiki/convergence-in-probability/"
  },
  {
    "t": "0QA8CHH8MG",
    "n": "Field",
    "k": "definition",
    "m": [
      "12E99"
    ],
    "u": "/math2/wiki/field-definition/"
  },
  {
    "t": "0QAJHFGZZJ",
    "n": "Uniqueness quantifier",
    "a": [
      "unique-existential-quantifier",
      "uniqueness-quantification"
    ],
    "k": "concept",
    "m": [
      "03B10"
    ],
    "u": "/math2/wiki/uniqueness-quantifier/"
  },
  {
    "t": "0QAR0XDZH4",
    "n": "Joint probability distribution",
    "k": "definition",
    "m": [
      "62H05"
    ],
    "u": "/math2/wiki/joint-probability-distribution-definition/"
  },
  {
    "t": "0QB913WM5E",
    "n": "Probability distribution",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/probability-distribution-definition/"
  },
  {
    "t": "0QBYFZV91P",
    "n": "Subspace metric",
    "a": [
      "induced-metric"
    ],
    "k": "concept",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/subspace-metric/"
  },
  {
    "t": "0QD4E5JYPT",
    "n": "Reciprocal rule",
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/reciprocal-rule/"
  },
  {
    "t": "0QD83RAN8G",
    "n": "Contour line",
    "a": [
      "isoline",
      "contour-map",
      "level-curve-of-a-graph"
    ],
    "k": "concept",
    "m": [
      "26B99"
    ],
    "u": "/math2/wiki/contour-line/"
  },
  {
    "t": "0QDXMG46QW",
    "n": "Characteristic equation",
    "a": [
      "auxiliary-equation"
    ],
    "k": "definition",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/characteristic-equation-definition/"
  },
  {
    "t": "0QE5PFJY7V",
    "n": "Equivalence relation induced by a function",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/equivalence-relation-induced-by-a-function-definition/"
  },
  {
    "t": "0QE8STGJH2",
    "n": "Sequence",
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/sequence-definition/"
  },
  {
    "t": "0QEAJB91GZ",
    "n": "Closure",
    "a": [
      "closure-of-a-set"
    ],
    "k": "concept",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/closure/"
  },
  {
    "t": "0QEBN8DGVE",
    "n": "Holomorphic functions are infinitely differentiable",
    "k": "statement",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/holomorphic-functions-are-infinitely-differentiable/"
  },
  {
    "t": "0QED0GPYKY",
    "n": "Alternating series",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/alternating-series/"
  },
  {
    "t": "0QEM68Y0DE",
    "n": "Cayley–Hamilton theorem for linear maps",
    "k": "statement",
    "m": [
      "15A04",
      "15A18"
    ],
    "u": "/math2/wiki/cayley-hamilton-theorem-for-linear-maps/"
  },
  {
    "t": "0QF1MZ9FRG",
    "n": "Infimum",
    "a": [
      "greatest-lower-bound",
      "inf"
    ],
    "k": "concept",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/infimum/"
  },
  {
    "t": "0QF4ZEFG52",
    "n": "Eigenvalues are the roots of the minimal polynomial",
    "k": "statement",
    "m": [
      "15A18"
    ],
    "u": "/math2/wiki/eigenvalues-are-the-roots-of-the-minimal-polynomial/"
  },
  {
    "t": "0QFT7Z76N5",
    "n": "Peano axioms",
    "a": [
      "dedekind-peano-axioms",
      "peano-postulates"
    ],
    "k": "concept",
    "m": [
      "03F30"
    ],
    "u": "/math2/wiki/peano-axioms/"
  },
  {
    "t": "0QFTETCHKB",
    "n": "The algebraic numbers form a field",
    "k": "statement",
    "m": [
      "11R04"
    ],
    "u": "/math2/wiki/the-algebraic-numbers-form-a-field/"
  },
  {
    "t": "0QFV5Y1Z5X",
    "n": "Gauss's lemma",
    "k": "statement",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/gausss-lemma/"
  },
  {
    "t": "0QG0Q3NDT9",
    "n": "Fundamental solution of Pell's equation",
    "k": "concept",
    "m": [
      "11D09"
    ],
    "u": "/math2/wiki/fundamental-solution-of-pells-equation/"
  },
  {
    "t": "0QG9C579SR",
    "n": "Removable discontinuity",
    "k": "definition",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/removable-discontinuity-definition/"
  },
  {
    "t": "0QH5ENKZM1",
    "n": "Stochastic process",
    "a": [
      "random-process"
    ],
    "k": "concept",
    "m": [
      "60G05"
    ],
    "u": "/math2/wiki/stochastic-process/"
  },
  {
    "t": "0QHEWQD30B",
    "n": "Predicate",
    "a": [
      "propositional-function"
    ],
    "k": "concept",
    "m": [
      "03B10"
    ],
    "u": "/math2/wiki/predicate/"
  },
  {
    "t": "0QHTX7WQEY",
    "n": "Differential form",
    "k": "definition",
    "m": [
      "58A10"
    ],
    "u": "/math2/wiki/differential-form-definition/"
  },
  {
    "t": "0QHX5GGABE",
    "n": "Affine map",
    "k": "definition",
    "m": [
      "51N10"
    ],
    "u": "/math2/wiki/affine-map-definition/"
  },
  {
    "t": "0QHZX1PK8V",
    "n": "Irrationality of pi",
    "k": "statement",
    "m": [
      "11J72"
    ],
    "u": "/math2/wiki/irrationality-of-pi/"
  },
  {
    "t": "0QJJAQ6ZYZ",
    "n": "Orientation of a real vector space",
    "k": "concept",
    "m": [
      "15A04",
      "15A15"
    ],
    "u": "/math2/wiki/orientation-of-a-real-vector-space/"
  },
  {
    "t": "0QK6K857HS",
    "n": "Matrix of a bilinear form",
    "k": "concept",
    "m": [
      "15A63"
    ],
    "u": "/math2/wiki/matrix-of-a-bilinear-form/"
  },
  {
    "t": "0QK7FPE6VE",
    "n": "Dimension of the coordinate space",
    "k": "statement",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/dimension-of-the-coordinate-space/"
  },
  {
    "t": "0QKA345AW1",
    "n": "Implicit differentiation",
    "a": [
      "implicit-derivative"
    ],
    "k": "concept",
    "m": [
      "26B10"
    ],
    "u": "/math2/wiki/implicit-differentiation/"
  },
  {
    "t": "0QKJ6NT0R9",
    "n": "Derivative function",
    "k": "concept",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/derivative-function/"
  },
  {
    "t": "0QKPNZKNEA",
    "n": "Cardinal number",
    "k": "definition",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/cardinal-number-definition/"
  },
  {
    "t": "0QKVE1GD9A",
    "n": "Euclidean domains are principal ideal domains",
    "k": "statement",
    "m": [
      "13F07"
    ],
    "u": "/math2/wiki/euclidean-domains-are-principal-ideal-domains/"
  },
  {
    "t": "0QM0T7T3PZ",
    "n": "Element",
    "a": [
      "member",
      "membership"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/element/"
  },
  {
    "t": "0QM2G72DXA",
    "n": "Product of rings",
    "a": [
      "direct-product-of-rings"
    ],
    "k": "concept",
    "m": [
      "16B99"
    ],
    "u": "/math2/wiki/product-of-rings/"
  },
  {
    "t": "0QM4TXT3DR",
    "n": "Riemann integral",
    "k": "definition",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/riemann-integral-definition/"
  },
  {
    "t": "0QM98DNWVW",
    "n": "The Galois group has order at most the degree",
    "k": "statement",
    "m": [
      "12F10"
    ],
    "u": "/math2/wiki/the-galois-group-has-order-at-most-the-degree/"
  },
  {
    "t": "0QMYQ1X03H",
    "n": "Orthocentre",
    "k": "definition",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/orthocentre-definition/"
  },
  {
    "t": "0QMZAQ6QQ4",
    "n": "Galois extension",
    "k": "concept",
    "m": [
      "12F10"
    ],
    "u": "/math2/wiki/galois-extension/"
  },
  {
    "t": "0QN3D80AWP",
    "n": "Euclidean vector",
    "a": [
      "vector",
      "geometric-vector"
    ],
    "k": "concept",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/euclidean-vector/"
  },
  {
    "t": "0QN69YA357",
    "n": "Contraction mapping",
    "a": [
      "contraction",
      "contraction-map"
    ],
    "k": "concept",
    "m": [
      "47H09"
    ],
    "u": "/math2/wiki/contraction-mapping/"
  },
  {
    "t": "0QNFRBJF4Q",
    "n": "Constructible number",
    "k": "concept",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/constructible-number/"
  },
  {
    "t": "0QNRBHWV35",
    "n": "Sample mean",
    "k": "definition",
    "m": [
      "62F10"
    ],
    "u": "/math2/wiki/sample-mean-definition/"
  },
  {
    "t": "0QNVQ4VD9T",
    "n": "Lipschitz continuity",
    "k": "definition",
    "m": [
      "26A16"
    ],
    "u": "/math2/wiki/lipschitz-continuity/"
  },
  {
    "t": "0QNY6ZBXPN",
    "n": "Ratio test",
    "a": [
      "d-alembert-ratio-test"
    ],
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/ratio-test/"
  },
  {
    "t": "0QP2YYR79N",
    "n": "Transitive action",
    "a": [
      "transitive-group-action"
    ],
    "k": "definition",
    "m": [
      "20B05"
    ],
    "u": "/math2/wiki/transitive-action-definition/"
  },
  {
    "t": "0QPHW703PV",
    "n": "Compact space",
    "k": "definition",
    "m": [
      "54D30"
    ],
    "u": "/math2/wiki/compact-space-definition/"
  },
  {
    "t": "0QPYHHNRXC",
    "n": "Von Dyck's theorem",
    "k": "statement",
    "m": [
      "20F05"
    ],
    "u": "/math2/wiki/von-dycks-theorem/"
  },
  {
    "t": "0QQ0F12962",
    "n": "Cycle graph",
    "k": "example",
    "m": [
      "05C38"
    ],
    "u": "/math2/wiki/cycle-graph/"
  },
  {
    "t": "0QQCG3JWJ4",
    "n": "Positive definite matrix",
    "k": "definition",
    "m": [
      "15B57",
      "15A63"
    ],
    "u": "/math2/wiki/positive-definite-matrix-definition/"
  },
  {
    "t": "0QQMXFTX0A",
    "n": "Derivative of a map into a product",
    "k": "statement",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/derivative-of-a-map-into-a-product/"
  },
  {
    "t": "0QQQQCPZA8",
    "n": "Number of odd-degree vertices is even",
    "k": "statement",
    "m": [
      "05C07"
    ],
    "u": "/math2/wiki/number-of-odd-degree-vertices-is-even/"
  },
  {
    "t": "0QQRP17Z7S",
    "n": "Linear differential equation of order n",
    "a": [
      "linear-differential-equation"
    ],
    "k": "concept",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/linear-differential-equation-of-order-n/"
  },
  {
    "t": "0QR92XBV6H",
    "n": "Asymptotic equivalence",
    "k": "concept",
    "m": [
      "41A60"
    ],
    "u": "/math2/wiki/asymptotic-equivalence/"
  },
  {
    "t": "0QRBVFJ50X",
    "n": "Orthogonal matrix",
    "k": "definition",
    "m": [
      "15B10"
    ],
    "u": "/math2/wiki/orthogonal-matrix-definition/"
  },
  {
    "t": "0QRCFZKXH8",
    "n": "In a UFD irreducible elements are prime",
    "k": "statement",
    "m": [
      "13F15"
    ],
    "u": "/math2/wiki/in-a-ufd-irreducible-elements-are-prime/"
  },
  {
    "t": "0QRQVH0CRW",
    "n": "Upper and lower Darboux sums",
    "k": "definition",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/upper-and-lower-darboux-sums-definition/"
  },
  {
    "t": "0QRRYXG7V7",
    "n": "Recurrence for derangements",
    "k": "statement",
    "m": [
      "05A05"
    ],
    "u": "/math2/wiki/recurrence-for-derangements/"
  },
  {
    "t": "0QRV8FPK5M",
    "n": "Residue class",
    "a": [
      "congruence-class"
    ],
    "k": "definition",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/residue-class-definition/"
  },
  {
    "t": "0QS8P74F2Z",
    "n": "Semisimple endomorphism",
    "k": "definition",
    "m": [
      "15A04",
      "15A20"
    ],
    "u": "/math2/wiki/semisimple-endomorphism-definition/"
  },
  {
    "t": "0QSPNASE50",
    "n": "The reals form an ordered field",
    "k": "statement",
    "m": [
      "12J15"
    ],
    "u": "/math2/wiki/the-reals-form-an-ordered-field/"
  },
  {
    "t": "0QT00PB5G2",
    "n": "Homeomorphism",
    "a": [
      "topological-isomorphism",
      "homeomorphic-spaces"
    ],
    "k": "concept",
    "m": [
      "54C05"
    ],
    "u": "/math2/wiki/homeomorphism/"
  },
  {
    "t": "0QTHB6PE52",
    "n": "The group of units of Z/pZ is cyclic",
    "k": "statement",
    "m": [
      "11A07",
      "20K01"
    ],
    "u": "/math2/wiki/the-group-of-units-of-z-pz-is-cyclic/"
  },
  {
    "t": "0QTZDKJEDV",
    "n": "Frattini argument",
    "a": [
      "frattinis-argument"
    ],
    "k": "statement",
    "m": [
      "20D20"
    ],
    "u": "/math2/wiki/frattini-argument/"
  },
  {
    "t": "0QV2JS9RJ3",
    "n": "Partial order",
    "a": [
      "poset",
      "partially-ordered-set"
    ],
    "k": "concept",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/partial-order/"
  },
  {
    "t": "0QV9VNNB4Z",
    "n": "Distance in a graph",
    "k": "concept",
    "m": [
      "05C12"
    ],
    "u": "/math2/wiki/distance-in-a-graph/"
  },
  {
    "t": "0QVD7WBFGN",
    "n": "Integral domain",
    "k": "concept",
    "m": [
      "13G05"
    ],
    "u": "/math2/wiki/integral-domain/"
  },
  {
    "t": "0QVDWMKQ0T",
    "n": "Homothety",
    "k": "definition",
    "m": [
      "51N10"
    ],
    "u": "/math2/wiki/homothety-definition/"
  },
  {
    "t": "0QVNCJXRY3",
    "n": "Inner product space",
    "a": [
      "pre-hilbert-space"
    ],
    "k": "concept",
    "m": [
      "15A63",
      "46C05"
    ],
    "u": "/math2/wiki/inner-product-space/"
  },
  {
    "t": "0QW084460E",
    "n": "Dimension of a subspace",
    "k": "statement",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/dimension-of-a-subspace/"
  },
  {
    "t": "0QW64ARSHB",
    "n": "Simply connected domain",
    "a": [
      "simply-connected-space"
    ],
    "k": "concept",
    "m": [
      "55Q05"
    ],
    "u": "/math2/wiki/simply-connected-domain/"
  },
  {
    "t": "0QWR8WTZEW",
    "n": "Every element of a finite field of order q satisfies x^q = x",
    "k": "statement",
    "m": [
      "12E20"
    ],
    "u": "/math2/wiki/every-element-of-a-finite-field-of-order-q-satisfies-x-q-x/"
  },
  {
    "t": "0QX19C7K1C",
    "n": "Order of a zero",
    "a": [
      "multiplicity-of-a-zero"
    ],
    "k": "concept",
    "m": [
      "30C15"
    ],
    "u": "/math2/wiki/order-of-a-zero/"
  },
  {
    "t": "0QX7E9KAAX",
    "n": "Tangent–secant theorem",
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/tangent-secant-theorem/"
  },
  {
    "t": "0QXM0A9878",
    "n": "Picard–Lindelöf hypotheses",
    "k": "concept",
    "m": [
      "34A12"
    ],
    "u": "/math2/wiki/picard-lindelof-hypotheses/"
  },
  {
    "t": "0QY87R9CY3",
    "n": "Convergent sequences are Cauchy",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/convergent-sequences-are-cauchy/"
  },
  {
    "t": "0QZCY9PE3Q",
    "n": "Presentation of a group",
    "a": [
      "generators-and-relations"
    ],
    "k": "definition",
    "m": [
      "20F05"
    ],
    "u": "/math2/wiki/presentation-of-a-group-definition/"
  },
  {
    "t": "0QZMTN5AXX",
    "n": "Cauchy sequence",
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/cauchy-sequence-definition/"
  },
  {
    "t": "0R03B54V4Z",
    "n": "Fermat number",
    "k": "definition",
    "m": [
      "11A41"
    ],
    "u": "/math2/wiki/fermat-number-definition/"
  },
  {
    "t": "0R0D0XY4HT",
    "n": "Coefficient of a power series",
    "k": "concept",
    "m": [
      "13F25"
    ],
    "u": "/math2/wiki/coefficient-of-a-power-series/"
  },
  {
    "t": "0R0MYT0BJD",
    "n": "Continuity of the sum of a uniformly convergent series of functions",
    "k": "statement",
    "m": [
      "40A30",
      "26A15"
    ],
    "u": "/math2/wiki/continuity-of-the-sum-of-a-uniformly-convergent-series-of-functions/"
  },
  {
    "t": "0R0T1VWH5X",
    "n": "Fubini's theorem",
    "a": [
      "fubini-theorem"
    ],
    "k": "statement",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/fubinis-theorem/"
  },
  {
    "t": "0R0X73XHAT",
    "n": "Abelian groups are solvable",
    "k": "statement",
    "m": [
      "20F16"
    ],
    "u": "/math2/wiki/abelian-groups-are-solvable/"
  },
  {
    "t": "0R2X8K9QA7",
    "n": "Content of a polynomial",
    "k": "concept",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/content-of-a-polynomial/"
  },
  {
    "t": "0R37DFJKFW",
    "n": "Connected set",
    "k": "definition",
    "m": [
      "54D05"
    ],
    "u": "/math2/wiki/connected-set-definition/"
  },
  {
    "t": "0R3B7DX55J",
    "n": "T0 space",
    "k": "definition",
    "m": [
      "54D10"
    ],
    "u": "/math2/wiki/t0-space-definition/"
  },
  {
    "t": "0R3H35G96G",
    "n": "Derived series",
    "k": "definition",
    "m": [
      "20F14"
    ],
    "u": "/math2/wiki/derived-series-definition/"
  },
  {
    "t": "0R3H5PANRQ",
    "n": "Supremum",
    "a": [
      "least-upper-bound",
      "sup"
    ],
    "k": "concept",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/supremum/"
  },
  {
    "t": "0R41PVFA39",
    "n": "Type I and type II errors",
    "k": "definition",
    "m": [
      "62F03"
    ],
    "u": "/math2/wiki/type-i-and-type-ii-errors-definition/"
  },
  {
    "t": "0R46A1XY60",
    "n": "Almost surely",
    "k": "definition",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/almost-surely-definition/"
  },
  {
    "t": "0R47MAD57S",
    "n": "Monoid",
    "k": "definition",
    "m": [
      "20M10"
    ],
    "u": "/math2/wiki/monoid-definition/"
  },
  {
    "t": "0R5HTV7REV",
    "n": "Directed graph",
    "k": "definition",
    "m": [
      "05C20"
    ],
    "u": "/math2/wiki/directed-graph-definition/"
  },
  {
    "t": "0R5QPQ3AGJ",
    "n": "Translation",
    "k": "definition",
    "m": [
      "51F20"
    ],
    "u": "/math2/wiki/translation-definition/"
  },
  {
    "t": "0R64A2CVN4",
    "n": "Fraction in lowest terms",
    "a": [
      "irreducible-fraction",
      "reduced-fraction"
    ],
    "k": "statement",
    "m": [
      "11A05"
    ],
    "u": "/math2/wiki/fraction-in-lowest-terms/"
  },
  {
    "t": "0R6EWFKRCF",
    "n": "Compact set",
    "a": [
      "compact-subset"
    ],
    "k": "concept",
    "m": [
      "54D30"
    ],
    "u": "/math2/wiki/compact-set/"
  },
  {
    "t": "0R6M158SQ9",
    "n": "Annihilator of a subspace",
    "k": "definition",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/annihilator-of-a-subspace-definition/"
  },
  {
    "t": "0R74MZYNRB",
    "n": "Universal property of the quotient ring",
    "k": "statement",
    "m": [
      "16D25"
    ],
    "u": "/math2/wiki/universal-property-of-the-quotient-ring/"
  },
  {
    "t": "0R7BTEWCJ2",
    "n": "Compact subsets of a metric space are bounded",
    "k": "statement",
    "m": [
      "54E45"
    ],
    "u": "/math2/wiki/compact-subsets-of-a-metric-space-are-bounded/"
  },
  {
    "t": "0R7JS3DP3W",
    "n": "Symmetry of binomial coefficients",
    "k": "statement",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/symmetry-of-binomial-coefficients/"
  },
  {
    "t": "0R7SVNYTJS",
    "n": "pi is greater than 3",
    "k": "statement",
    "m": [
      "11Y60"
    ],
    "u": "/math2/wiki/pi-is-greater-than-3/"
  },
  {
    "t": "0R7VXTYHYZ",
    "n": "A linear isometry preserves the inner product",
    "k": "statement",
    "m": [
      "15A04",
      "46C05"
    ],
    "u": "/math2/wiki/a-linear-isometry-preserves-the-inner-product/"
  },
  {
    "t": "0R84PF4JV7",
    "n": "Dimension of a tensor product",
    "k": "statement",
    "m": [
      "15A69",
      "15A03"
    ],
    "u": "/math2/wiki/dimension-of-a-tensor-product/"
  },
  {
    "t": "0R8J3ZQMJS",
    "n": "Subsequence",
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/subsequence-definition/"
  },
  {
    "t": "0R8JR0ARJ4",
    "n": "Geometric series as a power series",
    "k": "example",
    "m": [
      "13F25"
    ],
    "u": "/math2/wiki/geometric-series-as-a-power-series/"
  },
  {
    "t": "0R8X9XA83A",
    "n": "A linear map is determined by its values on a basis",
    "k": "statement",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/a-linear-map-is-determined-by-its-values-on-a-basis/"
  },
  {
    "t": "0R8YXRC9AJ",
    "n": "Integers modulo a prime form a field",
    "k": "statement",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/integers-modulo-a-prime-form-a-field/"
  },
  {
    "t": "0R9B0B5458",
    "n": "Characterization of the floor",
    "k": "statement",
    "m": [
      "26A09"
    ],
    "u": "/math2/wiki/characterization-of-the-floor/"
  },
  {
    "t": "0R9D4CEJEB",
    "n": "Divisibility by 3",
    "k": "statement",
    "m": [
      "11A63"
    ],
    "u": "/math2/wiki/divisibility-by-3/"
  },
  {
    "t": "0R9F850CTH",
    "n": "Gcd of Fibonacci numbers",
    "k": "statement",
    "m": [
      "11B39"
    ],
    "u": "/math2/wiki/gcd-of-fibonacci-numbers/"
  },
  {
    "t": "0R9GF3JD0K",
    "n": "Linear Diophantine equation",
    "k": "concept",
    "m": [
      "11D04"
    ],
    "u": "/math2/wiki/linear-diophantine-equation/"
  },
  {
    "t": "0R9JR0465V",
    "n": "Dyck word",
    "k": "definition",
    "m": [
      "68Q45"
    ],
    "u": "/math2/wiki/dyck-word-definition/"
  },
  {
    "t": "0R9NMSM1ZP",
    "n": "Adjoint of a linear map",
    "k": "concept",
    "m": [
      "15A04",
      "47A05"
    ],
    "u": "/math2/wiki/adjoint-of-a-linear-map/"
  },
  {
    "t": "0R9PHTGVNW",
    "n": "One-sided derivative",
    "k": "concept",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/one-sided-derivative/"
  },
  {
    "t": "0R9R0Y1HDK",
    "n": "Unitary group",
    "k": "object",
    "m": [
      "15B57",
      "20G20"
    ],
    "u": "/math2/wiki/unitary-group/"
  },
  {
    "t": "0RAM4E07NR",
    "n": "Limit of a sum of sequences",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/limit-of-a-sum-of-sequences/"
  },
  {
    "t": "0RAS24E1R5",
    "n": "Bernoulli number",
    "k": "definition",
    "m": [
      "11B68"
    ],
    "u": "/math2/wiki/bernoulli-number-definition/"
  },
  {
    "t": "0RBKKNH4GV",
    "n": "Focus of a conic",
    "a": [
      "focus"
    ],
    "k": "concept",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/focus-of-a-conic/"
  },
  {
    "t": "0RBQS1JJCR",
    "n": "Quadratic form",
    "k": "concept",
    "m": [
      "15A63",
      "11E04"
    ],
    "u": "/math2/wiki/quadratic-form/"
  },
  {
    "t": "0RBT5PB74K",
    "n": "Bessel's inequality",
    "k": "statement",
    "m": [
      "46C05"
    ],
    "u": "/math2/wiki/bessels-inequality/"
  },
  {
    "t": "0RCKQN1E09",
    "n": "Cluster point of a sequence",
    "a": [
      "accumulation-point-of-a-sequence"
    ],
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/cluster-point-of-a-sequence-definition/"
  },
  {
    "t": "0RCP929Y1M",
    "n": "Cyclic quadrilateral",
    "a": [
      "inscribed-quadrilateral"
    ],
    "k": "concept",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/cyclic-quadrilateral/"
  },
  {
    "t": "0RCQZ36MME",
    "n": "Indicator function",
    "a": [
      "characteristic-function"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/indicator-function/"
  },
  {
    "t": "0RCV1ZFP8G",
    "n": "Boolean ring",
    "k": "concept",
    "m": [
      "06E20"
    ],
    "u": "/math2/wiki/boolean-ring/"
  },
  {
    "t": "0RDJK7EQYY",
    "n": "Ordinal number",
    "k": "definition",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/ordinal-number-definition/"
  },
  {
    "t": "0RDP2HEFEW",
    "n": "Arccosine",
    "k": "definition",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/arccosine-definition/"
  },
  {
    "t": "0RDRPBMNAC",
    "n": "Cesàro means of a convergent sequence converge",
    "k": "statement",
    "m": [
      "40G05"
    ],
    "u": "/math2/wiki/cesaro-means-of-a-convergent-sequence-converge/"
  },
  {
    "t": "0RE6X3BGPN",
    "n": "Space of matrices",
    "k": "example",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/space-of-matrices/"
  },
  {
    "t": "0REMT01N36",
    "n": "Generating function of a sum of independent random variables",
    "a": [
      "pgf-of-sum-of-independent-random-variables"
    ],
    "k": "statement",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/generating-function-of-a-sum-of-independent-random-variables/"
  },
  {
    "t": "0RFMMBHFTV",
    "n": "Chi-squared distribution",
    "k": "definition",
    "m": [
      "60E05",
      "62E15"
    ],
    "u": "/math2/wiki/chi-squared-distribution-definition/"
  },
  {
    "t": "0RFP7F3SEW",
    "n": "Composition factors",
    "k": "definition",
    "m": [
      "20E15",
      "20D30"
    ],
    "u": "/math2/wiki/composition-factors-definition/"
  },
  {
    "t": "0RFWW56Y22",
    "n": "Cauchy–Schwarz inequality",
    "k": "statement",
    "m": [
      "15A63",
      "46C05"
    ],
    "u": "/math2/wiki/cauchy-schwarz-inequality/"
  },
  {
    "t": "0RG9SPQSWM",
    "n": "Subgroup generated by a subset",
    "a": [
      "generated-subgroup",
      "subgroup-closure"
    ],
    "k": "definition",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/subgroup-generated-by-a-subset-definition/"
  },
  {
    "t": "0RGGF8ZS6D",
    "n": "Stabiliser",
    "k": "definition",
    "m": [
      "20B05"
    ],
    "u": "/math2/wiki/stabiliser-definition/"
  },
  {
    "t": "0RGWYWWBM5",
    "n": "Incircle",
    "k": "definition",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/incircle-definition/"
  },
  {
    "t": "0RGZ10DFPG",
    "n": "Submodule",
    "k": "definition",
    "m": [
      "16D10"
    ],
    "u": "/math2/wiki/submodule-definition/"
  },
  {
    "t": "0RH1TPDGCQ",
    "n": "Torsion subgroup",
    "k": "definition",
    "m": [
      "20K10"
    ],
    "u": "/math2/wiki/torsion-subgroup-definition/"
  },
  {
    "t": "0RH4E3CAV9",
    "n": "Projection",
    "k": "definition",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/projection-definition/"
  },
  {
    "t": "0RJ5NHWYTP",
    "n": "Picard iteration",
    "a": [
      "successive-approximations"
    ],
    "k": "concept",
    "m": [
      "34A12",
      "34A45"
    ],
    "u": "/math2/wiki/picard-iteration/"
  },
  {
    "t": "0RJ5TZH6G0",
    "n": "Limit of the cumulative distribution function at infinity",
    "k": "statement",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/limit-of-the-cumulative-distribution-function-at-infinity/"
  },
  {
    "t": "0RJF668P1T",
    "n": "Linear map",
    "k": "definition",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/linear-map-definition/"
  },
  {
    "t": "0RJMNEN3BJ",
    "n": "Symmetric group",
    "a": [
      "permutation-group-of-a-set"
    ],
    "k": "definition",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/symmetric-group-definition/"
  },
  {
    "t": "0RJSBR9GW1",
    "n": "Totally disconnected space",
    "k": "concept",
    "m": [
      "54D05"
    ],
    "u": "/math2/wiki/totally-disconnected-space/"
  },
  {
    "t": "0RJZV05MJA",
    "n": "Polar coordinates",
    "k": "definition",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/polar-coordinates-definition/"
  },
  {
    "t": "0RKB5MKC05",
    "n": "Circumcircle",
    "k": "definition",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/circumcircle-definition/"
  },
  {
    "t": "0RKF1ZT5JJ",
    "n": "Complement",
    "a": [
      "absolute-complement"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/complement/"
  },
  {
    "t": "0RKG5YW66Y",
    "n": "LU decomposition",
    "a": [
      "lu-factorization"
    ],
    "k": "concept",
    "m": [
      "15A23",
      "65F05"
    ],
    "u": "/math2/wiki/lu-decomposition/"
  },
  {
    "t": "0RKQQQACY7",
    "n": "Slope field",
    "a": [
      "direction-field"
    ],
    "k": "definition",
    "m": [
      "34A26"
    ],
    "u": "/math2/wiki/slope-field-definition/"
  },
  {
    "t": "0RKW2X63YR",
    "n": "Logarithm is the inverse of the exponential",
    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/logarithm-is-the-inverse-of-the-exponential/"
  },
  {
    "t": "0RMKABS2S5",
    "n": "Sum of subspaces",
    "k": "definition",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/sum-of-subspaces-definition/"
  },
  {
    "t": "0RMVS7RXZX",
    "n": "Exponential function",
    "k": "definition",
    "m": [
      "33B10",
      "26A09"
    ],
    "u": "/math2/wiki/exponential-function-definition/"
  },
  {
    "t": "0RN00NTM3S",
    "n": "Inner automorphism",
    "k": "concept",
    "m": [
      "20F28"
    ],
    "u": "/math2/wiki/inner-automorphism/"
  },
  {
    "t": "0RN765S7DH",
    "n": "Proper metric space",
    "a": [
      "heine-borel-metric-space"
    ],
    "k": "concept",
    "m": [
      "54E45"
    ],
    "u": "/math2/wiki/proper-metric-space/"
  },
  {
    "t": "0RN88KZBJ3",
    "n": "Homogeneous first-order equation",
    "k": "concept",
    "m": [
      "34A05"
    ],
    "u": "/math2/wiki/homogeneous-first-order-equation/"
  },
  {
    "t": "0RNGDMHT7M",
    "n": "Complex power",
    "a": [
      "complex-exponentiation",
      "cpow"
    ],
    "k": "concept",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/complex-power/"
  },
  {
    "t": "0RNMP6VCR2",
    "n": "Complement graph",
    "k": "definition",
    "m": [
      "05C76"
    ],
    "u": "/math2/wiki/complement-graph-definition/"
  },
  {
    "t": "0RNXVVTJTJ",
    "n": "Damped harmonic oscillator",
    "k": "example",
    "m": [
      "70J30"
    ],
    "u": "/math2/wiki/damped-harmonic-oscillator/"
  },
  {
    "t": "0RP20HFYM3",
    "n": "Positive definite quadratic form",
    "k": "concept",
    "m": [
      "15A63",
      "11E04"
    ],
    "u": "/math2/wiki/positive-definite-quadratic-form/"
  },
  {
    "t": "0RP7VWQ0YN",
    "n": "Subgroup generated by a subset",
    "k": "concept",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/subgroup-generated-by-a-subset/"
  },
  {
    "t": "0RPDTWY2JS",
    "n": "Trace of a linear map",
    "k": "definition",
    "m": [
      "15A04",
      "15A15"
    ],
    "u": "/math2/wiki/trace-of-a-linear-map-definition/"
  },
  {
    "t": "0RQ8DHHR8V",
    "n": "Cantor set is homeomorphic to the space of binary sequences",
    "k": "statement",
    "m": [
      "54F65"
    ],
    "u": "/math2/wiki/cantor-set-is-homeomorphic-to-the-space-of-binary-sequences/"
  },
  {
    "t": "0RQPZZ44T4",
    "n": "Identity element",
    "k": "definition",
    "m": [
      "08A02"
    ],
    "u": "/math2/wiki/identity-element-definition/"
  },
  {
    "t": "0RQSNVTFVZ",
    "n": "Prime-counting function",
    "k": "concept",
    "m": [
      "11N05"
    ],
    "u": "/math2/wiki/prime-counting-function/"
  },
  {
    "t": "0RRNVX1VKA",
    "n": "Wedderburn's little theorem",
    "k": "statement",
    "m": [
      "12E15"
    ],
    "u": "/math2/wiki/wedderburns-little-theorem/"
  },
  {
    "t": "0RRWNMYRXC",
    "n": "Fixed points of an action",
    "a": [
      "fixed-point-set"
    ],
    "k": "concept",
    "m": [
      "20B05"
    ],
    "u": "/math2/wiki/fixed-points-of-an-action/"
  },
  {
    "t": "0RT96J4D3H",
    "n": "Linear form",
    "k": "definition",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/linear-form-definition/"
  },
  {
    "t": "0RV3AEXPT6",
    "n": "Focus of a conic",
    "k": "definition",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/focus-of-a-conic-definition/"
  },
  {
    "t": "0RVD9R2V99",
    "n": "Cauchy product",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/cauchy-product/"
  },
  {
    "t": "0RVRNR7KA1",
    "n": "Gaussian prime",
    "k": "concept",
    "m": [
      "11R11"
    ],
    "u": "/math2/wiki/gaussian-prime/"
  },
  {
    "t": "0RVYE75E2M",
    "n": "Converse",
    "k": "definition",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/converse-definition/"
  },
  {
    "t": "0RW8KPMXF6",
    "n": "Spherical coordinates",
    "k": "definition",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/spherical-coordinates-definition/"
  },
  {
    "t": "0RW9TNNT87",
    "n": "Orthonormal family",
    "k": "concept",
    "m": [
      "15A63",
      "46C05"
    ],
    "u": "/math2/wiki/orthonormal-family/"
  },
  {
    "t": "0RWE7CPJ32",
    "n": "Probability theory",
    "a": [
      "probability-calculus"
    ],
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/probability-theory/"
  },
  {
    "t": "0RWKYX8339",
    "n": "Cartesian coordinate system",
    "a": [
      "cartesian-coordinates",
      "rectangular-coordinates"
    ],
    "k": "concept",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/cartesian-coordinate-system/"
  },
  {
    "t": "0RWMRTPC87",
    "n": "Jensen's inequality",
    "k": "statement",
    "m": [
      "26D15"
    ],
    "u": "/math2/wiki/jensens-inequality/"
  },
  {
    "t": "0RWQ5VZ6VQ",
    "n": "Every infinite set has a countably infinite subset",
    "k": "statement",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/every-infinite-set-has-a-countably-infinite-subset/"
  },
  {
    "t": "0RX7DDBYCK",
    "n": "Image of an intersection",
    "k": "statement",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/image-of-an-intersection/"
  },
  {
    "t": "0RXD6EZYBK",
    "n": "Distributivity of matrix multiplication",
    "k": "statement",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/distributivity-of-matrix-multiplication/"
  },
  {
    "t": "0RXK2Z808Q",
    "n": "A continuous nowhere differentiable function",
    "k": "counterexample",
    "m": [
      "26A27"
    ],
    "u": "/math2/wiki/a-continuous-nowhere-differentiable-function/"
  },
  {
    "t": "0RXKW044R4",
    "n": "Completely multiplicative function",
    "k": "concept",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/completely-multiplicative-function/"
  },
  {
    "t": "0RXS8R6K37",
    "n": "Preorder",
    "k": "definition",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/preorder-definition/"
  },
  {
    "t": "0RXX2PT1MQ",
    "n": "Chain rule",
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/chain-rule/"
  },
  {
    "t": "0RY0B72XAS",
    "n": "Structure theorem for finitely generated abelian groups",
    "a": [
      "fundamental-theorem-of-finitely-generated-abelian-groups"
    ],
    "k": "statement",
    "m": [
      "20K25"
    ],
    "u": "/math2/wiki/structure-theorem-for-finitely-generated-abelian-groups/"
  },
  {
    "t": "0RY4GGMEQG",
    "n": "Lucas's theorem",
    "k": "statement",
    "m": [
      "11B65"
    ],
    "u": "/math2/wiki/lucass-theorem/"
  },
  {
    "t": "0RYTGBJAGN",
    "n": "Big O notation",
    "a": [
      "landau-big-o"
    ],
    "k": "definition",
    "m": [
      "41A60"
    ],
    "u": "/math2/wiki/big-o-notation-definition/"
  },
  {
    "t": "0RYYK8PG4S",
    "n": "Law of excluded middle",
    "a": [
      "excluded-middle",
      "tertium-non-datur"
    ],
    "k": "statement",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/law-of-excluded-middle/"
  },
  {
    "t": "0RZ89QWTSJ",
    "n": "Separable polynomial",
    "k": "concept",
    "m": [
      "12F10"
    ],
    "u": "/math2/wiki/separable-polynomial/"
  },
  {
    "t": "0RZCTT30H5",
    "n": "A nontrivial finite p-group has nontrivial centre",
    "k": "statement",
    "m": [
      "20D15"
    ],
    "u": "/math2/wiki/a-nontrivial-finite-p-group-has-nontrivial-centre/"
  },
  {
    "t": "0RZH6W98HK",
    "n": "Interior",
    "a": [
      "interior-of-a-set"
    ],
    "k": "concept",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/interior/"
  },
  {
    "t": "0RZYDVZ475",
    "n": "Principal ideal domain",
    "k": "definition",
    "m": [
      "13F10"
    ],
    "u": "/math2/wiki/principal-ideal-domain-definition/"
  },
  {
    "t": "0S049HG1W5",
    "n": "Power-reduction formula for cosine",
    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/power-reduction-formula-for-cosine/"
  },
  {
    "t": "0S13V32CPB",
    "n": "Addition of natural numbers",
    "k": "concept",
    "m": [
      "03F30"
    ],
    "u": "/math2/wiki/addition-of-natural-numbers/"
  },
  {
    "t": "0S166D363M",
    "n": "Wedge product of forms",
    "k": "definition",
    "m": [
      "15A75"
    ],
    "u": "/math2/wiki/wedge-product-of-forms-definition/"
  },
  {
    "t": "0S19CWFZM2",
    "n": "Size of an orbit times the size of the stabiliser",
    "k": "statement",
    "m": [
      "20B05"
    ],
    "u": "/math2/wiki/size-of-an-orbit-times-the-size-of-the-stabiliser/"
  },
  {
    "t": "0S1FJ8VEX9",
    "n": "Hausdorff space",
    "a": [
      "t2-space",
      "separated-space"
    ],
    "k": "concept",
    "m": [
      "54D10"
    ],
    "u": "/math2/wiki/hausdorff-space/"
  },
  {
    "t": "0S1KG0XE40",
    "n": "Variation of constants formula for linear systems",
    "a": [
      "duhamel-formula"
    ],
    "k": "statement",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/variation-of-constants-formula-for-linear-systems/"
  },
  {
    "t": "0S21GNW9ZB",
    "n": "Image of a homomorphism",
    "a": [
      "range-of-a-homomorphism"
    ],
    "k": "concept",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/image-of-a-homomorphism/"
  },
  {
    "t": "0S23E6YE83",
    "n": "Kernel of a linear map",
    "a": [
      "null-space-of-a-map"
    ],
    "k": "concept",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/kernel-of-a-linear-map/"
  },
  {
    "t": "0S29Y4ZW0Y",
    "n": "Surface area",
    "k": "concept",
    "m": [
      "28A75"
    ],
    "u": "/math2/wiki/surface-area/"
  },
  {
    "t": "0S2SYHTWPY",
    "n": "Smallest prime factor",
    "a": [
      "least-prime-factor",
      "minfac"
    ],
    "k": "definition",
    "m": [
      "11A41"
    ],
    "u": "/math2/wiki/smallest-prime-factor-definition/"
  },
  {
    "t": "0S2TEHX4E1",
    "n": "Discrete topology",
    "a": [
      "discrete-space"
    ],
    "k": "example",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/discrete-topology/"
  },
  {
    "t": "0S3SMRH0Z5",
    "n": "Continuous linear map",
    "k": "definition",
    "m": [
      "47B01"
    ],
    "u": "/math2/wiki/continuous-linear-map-definition/"
  },
  {
    "t": "0S4EMDQS2F",
    "n": "Abel's theorem",
    "a": [
      "abel-limit-theorem"
    ],
    "k": "statement",
    "m": [
      "40A30"
    ],
    "u": "/math2/wiki/abels-theorem/"
  },
  {
    "t": "0S4JF619V7",
    "n": "Convergent sequences are bounded",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/convergent-sequences-are-bounded/"
  },
  {
    "t": "0S4WTRE9GG",
    "n": "Inverse of a product",
    "k": "statement",
    "m": [
      "15A09"
    ],
    "u": "/math2/wiki/inverse-of-a-product/"
  },
  {
    "t": "0S4ZEZM7KE",
    "n": "Spanning tree",
    "k": "concept",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/spanning-tree/"
  },
  {
    "t": "0S52TNNTH9",
    "n": "Dot product",
    "a": [
      "scalar-product"
    ],
    "k": "concept",
    "m": [
      "15A63"
    ],
    "u": "/math2/wiki/dot-product/"
  },
  {
    "t": "0S60DVMVPN",
    "n": "Upper bound",
    "a": [
      "lower-bound",
      "bounded-above"
    ],
    "k": "concept",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/upper-bound/"
  },
  {
    "t": "0S61N75H45",
    "n": "Root of unity",
    "k": "definition",
    "m": [
      "11R18"
    ],
    "u": "/math2/wiki/root-of-unity-definition/"
  },
  {
    "t": "0S6GMNJ62Y",
    "n": "Biconditional",
    "a": [
      "if-and-only-if",
      "iff"
    ],
    "k": "concept",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/biconditional/"
  },
  {
    "t": "0S6T9KQNC0",
    "n": "Confidence interval",
    "a": [
      "confidence-level"
    ],
    "k": "concept",
    "m": [
      "62F25"
    ],
    "u": "/math2/wiki/confidence-interval/"
  },
  {
    "t": "0S706JBZBG",
    "n": "Midpoint",
    "k": "concept",
    "m": [
      "51N10"
    ],
    "u": "/math2/wiki/midpoint/"
  },
  {
    "t": "0S7495H4HM",
    "n": "Order of the group of units of Z/nZ is Euler's totient",
    "k": "statement",
    "m": [
      "11A07",
      "11A25"
    ],
    "u": "/math2/wiki/order-of-the-group-of-units-of-z-nz-is-eulers-totient/"
  },
  {
    "t": "0S7A0EMPF4",
    "n": "Algebraic multiplicity",
    "k": "definition",
    "m": [
      "15A18"
    ],
    "u": "/math2/wiki/algebraic-multiplicity-definition/"
  },
  {
    "t": "0S7G92KKA7",
    "n": "Indeterminate form",
    "k": "concept",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/indeterminate-form/"
  },
  {
    "t": "0S7W6EG32V",
    "n": "External direct sum",
    "k": "concept",
    "m": [
      "15A03",
      "16D10"
    ],
    "u": "/math2/wiki/external-direct-sum/"
  },
  {
    "t": "0S7Y9Q990Q",
    "n": "Centre of a group",
    "k": "definition",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/centre-of-a-group-definition/"
  },
  {
    "t": "0S8FE7ZMFM",
    "n": "Chain",
    "a": [
      "totally-ordered-subset"
    ],
    "k": "concept",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/chain/"
  },
  {
    "t": "0S8WX8A4V9",
    "n": "Hartman–Grobman theorem",
    "a": [
      "linearization-theorem"
    ],
    "k": "statement",
    "m": [
      "37C15",
      "34C20"
    ],
    "u": "/math2/wiki/hartman-grobman-theorem/"
  },
  {
    "t": "0S9EK5MQPE",
    "n": "Continuity in R^n",
    "k": "definition",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/continuity-in-r-n-definition/"
  },
  {
    "t": "0S9GGTR0EX",
    "n": "Orthonormal basis",
    "k": "concept",
    "m": [
      "15A63",
      "46C05"
    ],
    "u": "/math2/wiki/orthonormal-basis/"
  },
  {
    "t": "0S9ZVZ34MD",
    "n": "Correspondence theorem",
    "a": [
      "lattice-theorem",
      "fourth-isomorphism-theorem"
    ],
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/correspondence-theorem/"
  },
  {
    "t": "0SAAHC36J9",
    "n": "Generalised eigenvector",
    "k": "definition",
    "m": [
      "15A18"
    ],
    "u": "/math2/wiki/generalised-eigenvector-definition/"
  },
  {
    "t": "0SAMR34WXC",
    "n": "Derivative of tangent",
    "k": "statement",
    "m": [
      "33B10",
      "26A24"
    ],
    "u": "/math2/wiki/derivative-of-tangent/"
  },
  {
    "t": "0SAR26CKPS",
    "n": "Dirichlet convolution formula",
    "k": "statement",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/dirichlet-convolution-formula/"
  },
  {
    "t": "0SB7Q8SYSF",
    "n": "Perfect number",
    "k": "definition",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/perfect-number-definition/"
  },
  {
    "t": "0SB9FNZECG",
    "n": "Path component",
    "k": "definition",
    "m": [
      "54D05"
    ],
    "u": "/math2/wiki/path-component-definition/"
  },
  {
    "t": "0SBRX5CZ5R",
    "n": "Multiplicative order",
    "a": [
      "order-modulo-n"
    ],
    "k": "definition",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/multiplicative-order-definition/"
  },
  {
    "t": "0SC8T7548D",
    "n": "Golden ratio",
    "k": "object",
    "m": [
      "11B39"
    ],
    "u": "/math2/wiki/golden-ratio/"
  },
  {
    "t": "0SCSQWXRA4",
    "n": "Hessian matrix",
    "k": "definition",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/hessian-matrix-definition/"
  },
  {
    "t": "0SD237FEJD",
    "n": "Gradient theorem",
    "a": [
      "fundamental-theorem-of-line-integrals",
      "fundamental-theorem-of-calculus-for-line-integrals"
    ],
    "k": "statement",
    "m": [
      "26B20"
    ],
    "u": "/math2/wiki/gradient-theorem/"
  },
  {
    "t": "0SD528P0EK",
    "n": "Minor",
    "k": "definition",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/minor-definition/"
  },
  {
    "t": "0SDC934R52",
    "n": "Polynomial ring",
    "k": "concept",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/polynomial-ring/"
  },
  {
    "t": "0SDFXN1VDQ",
    "n": "Dihedral angle",
    "k": "definition",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/dihedral-angle-definition/"
  },
  {
    "t": "0SDMPMCN43",
    "n": "Multilinear map",
    "k": "definition",
    "m": [
      "15A69"
    ],
    "u": "/math2/wiki/multilinear-map-definition/"
  },
  {
    "t": "0SEDGXG9S3",
    "n": "Cross product",
    "k": "definition",
    "m": [
      "15A72"
    ],
    "u": "/math2/wiki/cross-product-definition/"
  },
  {
    "t": "0SEX9F9J5Z",
    "n": "Order of a group",
    "k": "definition",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/order-of-a-group-definition/"
  },
  {
    "t": "0SEZ3JGZP7",
    "n": "Countably infinite set",
    "k": "definition",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/countably-infinite-set-definition/"
  },
  {
    "t": "0SF85PY0QN",
    "n": "Product rule in several variables",
    "k": "statement",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/product-rule-in-several-variables/"
  },
  {
    "t": "0SG74WBFA2",
    "n": "Möbius transformation",
    "a": [
      "mobius-transformation",
      "linear-fractional-transformation",
      "fractional-linear-transformation"
    ],
    "k": "concept",
    "m": [
      "30C35"
    ],
    "u": "/math2/wiki/mobius-transformation/"
  },
  {
    "t": "0SGTMBEWRF",
    "n": "Equivalence relation",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/equivalence-relation-definition/"
  },
  {
    "t": "0SH5VT8QYA",
    "n": "Basis of a tensor product",
    "k": "statement",
    "m": [
      "15A69"
    ],
    "u": "/math2/wiki/basis-of-a-tensor-product/"
  },
  {
    "t": "0SHC6Z304Z",
    "n": "Closure is the smallest closed superset",
    "k": "statement",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/closure-is-the-smallest-closed-superset/"
  },
  {
    "t": "0SHMC00RJV",
    "n": "Split polynomial",
    "k": "definition",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/split-polynomial-definition/"
  },
  {
    "t": "0SHPXM2HWH",
    "n": "Pendulum equation",
    "k": "example",
    "m": [
      "70K05",
      "34C15"
    ],
    "u": "/math2/wiki/pendulum-equation/"
  },
  {
    "t": "0SJ3RX9TXA",
    "n": "Set",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/set-definition/"
  },
  {
    "t": "0SJ7Z6VKWK",
    "n": "Continued fraction expansion of a real number",
    "k": "definition",
    "m": [
      "11A55"
    ],
    "u": "/math2/wiki/continued-fraction-expansion-of-a-real-number-definition/"
  },
  {
    "t": "0SJNCJCCQG",
    "n": "Falling factorial",
    "k": "concept",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/falling-factorial/"
  },
  {
    "t": "0SK1VHZ5R2",
    "n": "Irreducibility of the cyclotomic polynomials over the rationals",
    "k": "statement",
    "m": [
      "11R18"
    ],
    "u": "/math2/wiki/irreducibility-of-the-cyclotomic-polynomials-over-the-rationals/"
  },
  {
    "t": "0SK90238BH",
    "n": "Sign of a permutation",
    "a": [
      "sgn"
    ],
    "k": "definition",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/sign-of-a-permutation-definition/"
  },
  {
    "t": "0SKVEMXJWF",
    "n": "Stability of linear systems via eigenvalues",
    "k": "statement",
    "m": [
      "34D20",
      "34A30"
    ],
    "u": "/math2/wiki/stability-of-linear-systems-via-eigenvalues/"
  },
  {
    "t": "0SKYFQAFYD",
    "n": "General solution and particular solution",
    "k": "concept",
    "m": [
      "34A05"
    ],
    "u": "/math2/wiki/general-solution-and-particular-solution/"
  },
  {
    "t": "0SM1REAVYJ",
    "n": "Edge bound for planar graphs",
    "k": "statement",
    "m": [
      "05C10"
    ],
    "u": "/math2/wiki/edge-bound-for-planar-graphs/"
  },
  {
    "t": "0SN0MAEKYX",
    "n": "Prime number",
    "a": [
      "prime"
    ],
    "k": "definition",
    "m": [
      "11A41"
    ],
    "u": "/math2/wiki/prime-number-definition/"
  },
  {
    "t": "0SNJM8HSD3",
    "n": "Erdős–Szekeres theorem",
    "k": "statement",
    "m": [
      "05A05"
    ],
    "u": "/math2/wiki/erdos-szekeres-theorem/"
  },
  {
    "t": "0SNQEF7Z53",
    "n": "Bijective function",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/bijective-function-definition/"
  },
  {
    "t": "0SP14DZN0G",
    "n": "Primitive polynomial",
    "k": "definition",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/primitive-polynomial-definition/"
  },
  {
    "t": "0SP7P0G7KQ",
    "n": "A space is the direct sum of a subspace and its orthogonal complement",
    "k": "statement",
    "m": [
      "46C05"
    ],
    "u": "/math2/wiki/a-space-is-the-direct-sum-of-a-subspace-and-its-orthogonal-complement/"
  },
  {
    "t": "0SPBEDVNW1",
    "n": "Existence of a prime divisor",
    "k": "statement",
    "m": [
      "11A41"
    ],
    "u": "/math2/wiki/existence-of-a-prime-divisor/"
  },
  {
    "t": "0SPBPW3K61",
    "n": "Hypergeometric distribution",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/hypergeometric-distribution-definition/"
  },
  {
    "t": "0SPE8WNWFV",
    "n": "Connected set",
    "a": [
      "connected-subset"
    ],
    "k": "concept",
    "m": [
      "54D05"
    ],
    "u": "/math2/wiki/connected-set/"
  },
  {
    "t": "0SPYAGE7T0",
    "n": "Change of basis for a bilinear form",
    "k": "statement",
    "m": [
      "15A63",
      "15A21"
    ],
    "u": "/math2/wiki/change-of-basis-for-a-bilinear-form/"
  },
  {
    "t": "0SPYEFH7H4",
    "n": "The Gaussian integers form a Euclidean domain",
    "k": "statement",
    "m": [
      "11R11"
    ],
    "u": "/math2/wiki/the-gaussian-integers-form-a-euclidean-domain/"
  },
  {
    "t": "0SPZ1H3N9V",
    "n": "Refinement of a partition",
    "k": "concept",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/refinement-of-a-partition/"
  },
  {
    "t": "0SQ1F2BEDS",
    "n": "Branch of the logarithm",
    "k": "definition",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/branch-of-the-logarithm-definition/"
  },
  {
    "t": "0SQ2PC596Y",
    "n": "Open map",
    "k": "definition",
    "m": [
      "54C10"
    ],
    "u": "/math2/wiki/open-map-definition/"
  },
  {
    "t": "0SQDB87Z3T",
    "n": "Quadratic residue",
    "a": [
      "quadratic-nonresidue"
    ],
    "k": "definition",
    "m": [
      "11A15"
    ],
    "u": "/math2/wiki/quadratic-residue-definition/"
  },
  {
    "t": "0SQSQP748R",
    "n": "Principal value of the argument",
    "k": "statement",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/principal-value-of-the-argument/"
  },
  {
    "t": "0SQTMQTSRZ",
    "n": "Even and odd permutations",
    "k": "concept",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/even-and-odd-permutations/"
  },
  {
    "t": "0SQV2VJTGY",
    "n": "Parallelepiped",
    "k": "concept",
    "m": [
      "51M20"
    ],
    "u": "/math2/wiki/parallelepiped/"
  },
  {
    "t": "0SQZMXB6GP",
    "n": "Bilinear form",
    "k": "concept",
    "m": [
      "15A63"
    ],
    "u": "/math2/wiki/bilinear-form/"
  },
  {
    "t": "0SRATCFF1W",
    "n": "Subgroups of the integers",
    "k": "statement",
    "m": [
      "20K27"
    ],
    "u": "/math2/wiki/subgroups-of-the-integers/"
  },
  {
    "t": "0SRE7K4E49",
    "n": "Characteristic subgroups are normal",
    "k": "statement",
    "m": [
      "20F28"
    ],
    "u": "/math2/wiki/characteristic-subgroups-are-normal/"
  },
  {
    "t": "0SRWNR42BQ",
    "n": "Convergents of a continued fraction",
    "k": "definition",
    "m": [
      "11A55"
    ],
    "u": "/math2/wiki/convergents-of-a-continued-fraction-definition/"
  },
  {
    "t": "0SRYJGXKR4",
    "n": "Convergence in distribution",
    "a": [
      "weak-convergence-of-random-variables",
      "convergence-in-law"
    ],
    "k": "concept",
    "m": [
      "60F05"
    ],
    "u": "/math2/wiki/convergence-in-distribution/"
  },
  {
    "t": "0SS1P1YC9A",
    "n": "First integral",
    "k": "definition",
    "m": [
      "34A05",
      "34C14"
    ],
    "u": "/math2/wiki/first-integral-definition/"
  },
  {
    "t": "0SS770NS8B",
    "n": "Differentiation as a linear map",
    "k": "example",
    "m": [
      "15A04",
      "12E10"
    ],
    "u": "/math2/wiki/differentiation-as-a-linear-map/"
  },
  {
    "t": "0SSKBQN58M",
    "n": "Hurwitz's theorem",
    "a": [
      "hurwitz-theorem-complex-analysis"
    ],
    "k": "statement",
    "m": [
      "30C15"
    ],
    "u": "/math2/wiki/hurwitzs-theorem/"
  },
  {
    "t": "0SSS6ERQ0S",
    "n": "Estimator",
    "a": [
      "point-estimator"
    ],
    "k": "concept",
    "m": [
      "62F10"
    ],
    "u": "/math2/wiki/estimator/"
  },
  {
    "t": "0SSSM1D475",
    "n": "The degree of a constructible number is a power of two",
    "k": "statement",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/the-degree-of-a-constructible-number-is-a-power-of-two/"
  },
  {
    "t": "0ST21PGDAP",
    "n": "Almost surely",
    "a": [
      "almost-sure",
      "with-probability-one"
    ],
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/almost-surely/"
  },
  {
    "t": "0ST8QF9T3T",
    "n": "Adjoint of a linear map",
    "k": "definition",
    "m": [
      "15A04",
      "47A05"
    ],
    "u": "/math2/wiki/adjoint-of-a-linear-map-definition/"
  },
  {
    "t": "0STK8KEY9G",
    "n": "Moments are derivatives of the moment-generating function at zero",
    "k": "statement",
    "m": [
      "60E10"
    ],
    "u": "/math2/wiki/moments-are-derivatives-of-the-moment-generating-function-at-zero/"
  },
  {
    "t": "0STPPDXGME",
    "n": "C^1 functions are strictly differentiable",
    "a": [
      "continuously-differentiable-implies-strictly-differentiable"
    ],
    "k": "statement",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/c-1-functions-are-strictly-differentiable/"
  },
  {
    "t": "0STX0WRDNG",
    "n": "Density of the rationals",
    "k": "statement",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/density-of-the-rationals/"
  },
  {
    "t": "0SV8K0TDGY",
    "n": "Sigma-algebra",
    "a": [
      "sigma-field"
    ],
    "k": "concept",
    "m": [
      "28A05"
    ],
    "u": "/math2/wiki/sigma-algebra/"
  },
  {
    "t": "0SVN6X695K",
    "n": "Almost sure convergence implies convergence in probability",
    "k": "statement",
    "m": [
      "60F15"
    ],
    "u": "/math2/wiki/almost-sure-convergence-implies-convergence-in-probability/"
  },
  {
    "t": "0SVR29SV1V",
    "n": "Quotient space",
    "k": "definition",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/quotient-space-definition/"
  },
  {
    "t": "0SVX98HYV1",
    "n": "Primitive element theorem",
    "k": "statement",
    "m": [
      "12F10"
    ],
    "u": "/math2/wiki/primitive-element-theorem/"
  },
  {
    "t": "0SVYSP8HCG",
    "n": "Principal ideal",
    "k": "concept",
    "m": [
      "13A15"
    ],
    "u": "/math2/wiki/principal-ideal/"
  },
  {
    "t": "0SWTJ5VC07",
    "n": "Linear equation with constant coefficients",
    "k": "concept",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/linear-equation-with-constant-coefficients/"
  },
  {
    "t": "0SWXJHKJ02",
    "n": "Sample space",
    "a": [
      "sample-description-space",
      "possibility-space"
    ],
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/sample-space/"
  },
  {
    "t": "0SXDHQM2MH",
    "n": "Möbius transformations map circles and lines to circles and lines",
    "a": [
      "mobius-maps-preserve-generalized-circles"
    ],
    "k": "statement",
    "m": [
      "30C35"
    ],
    "u": "/math2/wiki/mobius-transformations-map-circles-and-lines-to-circles-and-lines/"
  },
  {
    "t": "0SXDQ6TN00",
    "n": "Dimension of a quotient space",
    "k": "statement",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/dimension-of-a-quotient-space/"
  },
  {
    "t": "0SXHBTNM9T",
    "n": "Acyclic graph",
    "k": "concept",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/acyclic-graph/"
  },
  {
    "t": "0SXZ68HV6F",
    "n": "Integral of 1/z around the unit circle",
    "a": [
      "contour-integral-of-1-over-z"
    ],
    "k": "example",
    "m": [
      "30E20"
    ],
    "u": "/math2/wiki/integral-of-1-z-around-the-unit-circle/"
  },
  {
    "t": "0SY9ECQ19Q",
    "n": "Continuous map of topological spaces",
    "a": [
      "continuous-map"
    ],
    "k": "definition",
    "m": [
      "54C05"
    ],
    "u": "/math2/wiki/continuous-map-of-topological-spaces/"
  },
  {
    "t": "0SYR10HD4R",
    "n": "Cauchy principal value",
    "a": [
      "principal-value-integral"
    ],
    "k": "concept",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/cauchy-principal-value/"
  },
  {
    "t": "0SZ1KMNWVE",
    "n": "Order of the alternating group",
    "k": "statement",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/order-of-the-alternating-group/"
  },
  {
    "t": "0SZCSYHW60",
    "n": "Miller–Rabin primality test",
    "a": [
      "rabin-miller-primality-test"
    ],
    "k": "concept",
    "m": [
      "11Y11"
    ],
    "u": "/math2/wiki/miller-rabin-primality-test/"
  },
  {
    "t": "0T0EJDGHMB",
    "n": "Normal convergence",
    "k": "definition",
    "m": [
      "40A30"
    ],
    "u": "/math2/wiki/normal-convergence-definition/"
  },
  {
    "t": "0T0F6CCS9W",
    "n": "Degree of a vertex",
    "k": "definition",
    "m": [
      "05C07"
    ],
    "u": "/math2/wiki/degree-of-a-vertex-definition/"
  },
  {
    "t": "0T0JWJ3M47",
    "n": "Bertrand paradox",
    "a": [
      "bertrands-paradox"
    ],
    "k": "example",
    "m": [
      "60D05"
    ],
    "u": "/math2/wiki/bertrand-paradox/"
  },
  {
    "t": "0T0KMZPYV9",
    "n": "Normal core",
    "k": "definition",
    "m": [
      "20D25"
    ],
    "u": "/math2/wiki/normal-core-definition/"
  },
  {
    "t": "0T0X8GTYYS",
    "n": "Determinant is a coefficient of the characteristic polynomial",
    "k": "statement",
    "m": [
      "15A15",
      "15A18"
    ],
    "u": "/math2/wiki/determinant-is-a-coefficient-of-the-characteristic-polynomial/"
  },
  {
    "t": "0T13HM377F",
    "n": "Alternating group",
    "k": "definition",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/alternating-group-definition/"
  },
  {
    "t": "0T1BSD7H3M",
    "n": "Infinitely many primes congruent to 1 modulo n",
    "k": "statement",
    "m": [
      "11N13"
    ],
    "u": "/math2/wiki/infinitely-many-primes-congruent-to-1-modulo-n/"
  },
  {
    "t": "0T1Q8D0FW8",
    "n": "Fundamental theorem of Galois theory",
    "k": "statement",
    "m": [
      "12F10"
    ],
    "u": "/math2/wiki/fundamental-theorem-of-galois-theory/"
  },
  {
    "t": "0T233AZ1GE",
    "n": "Degree of a product",
    "k": "statement",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/degree-of-a-product/"
  },
  {
    "t": "0T2NTJCV83",
    "n": "Least element",
    "k": "definition",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/least-element-definition/"
  },
  {
    "t": "0T2WYDTRP2",
    "n": "Subspace metric",
    "k": "definition",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/subspace-metric-definition/"
  },
  {
    "t": "0T32ME0A6H",
    "n": "Power series of arctangent",
    "a": [
      "gregory-series"
    ],
    "k": "statement",
    "m": [
      "30B10",
      "33B10"
    ],
    "u": "/math2/wiki/power-series-of-arctangent/"
  },
  {
    "t": "0T36P6TXQ6",
    "n": "Distributive lattice",
    "k": "definition",
    "m": [
      "06D05"
    ],
    "u": "/math2/wiki/distributive-lattice-definition/"
  },
  {
    "t": "0T3DPBG981",
    "n": "Predicate",
    "k": "definition",
    "m": [
      "03B10"
    ],
    "u": "/math2/wiki/predicate-definition/"
  },
  {
    "t": "0T3GK0XCBC",
    "n": "Phase portrait",
    "k": "concept",
    "m": [
      "34C05",
      "37C10"
    ],
    "u": "/math2/wiki/phase-portrait/"
  },
  {
    "t": "0T3RZQXDYD",
    "n": "Limit superior",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/limit-superior/"
  },
  {
    "t": "0T3WVTD675",
    "n": "Frobenius endomorphism",
    "k": "concept",
    "m": [
      "13A35"
    ],
    "u": "/math2/wiki/frobenius-endomorphism/"
  },
  {
    "t": "0T4EJ8ZJM9",
    "n": "Dirichlet function",
    "k": "counterexample",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/dirichlet-function/"
  },
  {
    "t": "0T4QHJXSD4",
    "n": "The cross product is perpendicular to its factors",
    "k": "statement",
    "m": [
      "15A72"
    ],
    "u": "/math2/wiki/the-cross-product-is-perpendicular-to-its-factors/"
  },
  {
    "t": "0T6D4PE51C",
    "n": "Clairaut's equation",
    "k": "example",
    "m": [
      "34A09"
    ],
    "u": "/math2/wiki/clairauts-equation/"
  },
  {
    "t": "0T6MWGZSXA",
    "n": "Augmented matrix",
    "k": "concept",
    "m": [
      "15A06"
    ],
    "u": "/math2/wiki/augmented-matrix/"
  },
  {
    "t": "0T6WS7TT77",
    "n": "First Borel–Cantelli lemma",
    "a": [
      "borel-cantelli-lemma"
    ],
    "k": "statement",
    "m": [
      "60F20"
    ],
    "u": "/math2/wiki/first-borel-cantelli-lemma/"
  },
  {
    "t": "0T71SSYZ39",
    "n": "Cauchy–Riemann equations",
    "a": [
      "cauchy-riemann-conditions"
    ],
    "k": "statement",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/cauchy-riemann-equations/"
  },
  {
    "t": "0T7ABX4CWE",
    "n": "Circle integral",
    "k": "definition",
    "m": [
      "30E20"
    ],
    "u": "/math2/wiki/circle-integral-definition/"
  },
  {
    "t": "0T7DX8NY1X",
    "n": "Tangent line to a circle",
    "k": "concept",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/tangent-line-to-a-circle/"
  },
  {
    "t": "0T89W1QZ9K",
    "n": "Integration in polar coordinates",
    "a": [
      "polar-change-of-variables"
    ],
    "k": "statement",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/integration-in-polar-coordinates/"
  },
  {
    "t": "0T8BYAFEXX",
    "n": "The characteristic function determines the distribution",
    "a": [
      "uniqueness-theorem-for-characteristic-functions",
      "levy-inversion-formula"
    ],
    "k": "statement",
    "m": [
      "60E10"
    ],
    "u": "/math2/wiki/the-characteristic-function-determines-the-distribution/"
  },
  {
    "t": "0T8M3YC5RG",
    "n": "Existence of finite fields of every prime power order",
    "k": "statement",
    "m": [
      "12E20"
    ],
    "u": "/math2/wiki/existence-of-finite-fields-of-every-prime-power-order/"
  },
  {
    "t": "0T92VGGVWP",
    "n": "Bernoulli equation",
    "k": "concept",
    "m": [
      "34A34"
    ],
    "u": "/math2/wiki/bernoulli-equation/"
  },
  {
    "t": "0TA7WT68RK",
    "n": "Carmichael number",
    "a": [
      "absolute-pseudoprime"
    ],
    "k": "definition",
    "m": [
      "11A51"
    ],
    "u": "/math2/wiki/carmichael-number-definition/"
  },
  {
    "t": "0TB16T2C97",
    "n": "Axiom of extensionality",
    "a": [
      "extensionality"
    ],
    "k": "statement",
    "m": [
      "03E30"
    ],
    "u": "/math2/wiki/axiom-of-extensionality/"
  },
  {
    "t": "0TBYMWPWWB",
    "n": "The successor function is injective",
    "k": "statement",
    "m": [
      "03F30"
    ],
    "u": "/math2/wiki/the-successor-function-is-injective/"
  },
  {
    "t": "0TC99BRSSB",
    "n": "Dirac's theorem on Hamiltonian cycles",
    "k": "statement",
    "m": [
      "05C45"
    ],
    "u": "/math2/wiki/diracs-theorem-on-hamiltonian-cycles/"
  },
  {
    "t": "0TCBZMEYGN",
    "n": "C^k function characterised by continuous derivatives",
    "k": "statement",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/c-k-function-characterised-by-continuous-derivatives/"
  },
  {
    "t": "0TCHAS04WK",
    "n": "Convex hull",
    "k": "definition",
    "m": [
      "52A20"
    ],
    "u": "/math2/wiki/convex-hull-definition/"
  },
  {
    "t": "0TD904MG06",
    "n": "Orientable surface",
    "a": [
      "two-sided-surface"
    ],
    "k": "concept",
    "m": [
      "53A05"
    ],
    "u": "/math2/wiki/orientable-surface/"
  },
  {
    "t": "0TDY6JZHKS",
    "n": "Product of the gcd and the lcm",
    "k": "statement",
    "m": [
      "11A05"
    ],
    "u": "/math2/wiki/product-of-the-gcd-and-the-lcm/"
  },
  {
    "t": "0TEDQH56RW",
    "n": "Remainder theorem",
    "a": [
      "polynomial-remainder-theorem"
    ],
    "k": "statement",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/remainder-theorem/"
  },
  {
    "t": "0TEJ6QF7K9",
    "n": "Affine space",
    "k": "definition",
    "m": [
      "51N10"
    ],
    "u": "/math2/wiki/affine-space-definition/"
  },
  {
    "t": "0TFDZN6AXP",
    "n": "p-metric on R^n",
    "a": [
      "lp-metric"
    ],
    "k": "example",
    "m": [
      "46B20"
    ],
    "u": "/math2/wiki/p-metric-on-r-n/"
  },
  {
    "t": "0TGV80E6A4",
    "n": "Big O notation",
    "k": "concept",
    "m": [
      "41A60"
    ],
    "u": "/math2/wiki/big-o-notation/"
  },
  {
    "t": "0TH61JR04G",
    "n": "Derangement",
    "k": "definition",
    "m": [
      "05A05"
    ],
    "u": "/math2/wiki/derangement-definition/"
  },
  {
    "t": "0TH78S7GBZ",
    "n": "Arc length",
    "k": "concept",
    "m": [
      "26A42",
      "53A04"
    ],
    "u": "/math2/wiki/arc-length/"
  },
  {
    "t": "0TH9CPW3VS",
    "n": "Reduction of a higher-order equation to a first-order system",
    "k": "statement",
    "m": [
      "34A99"
    ],
    "u": "/math2/wiki/reduction-of-a-higher-order-equation-to-a-first-order-system/"
  },
  {
    "t": "0THBK9V825",
    "n": "Function composition",
    "a": [
      "composite-function",
      "composition-of-functions"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/function-composition/"
  },
  {
    "t": "0THJ7416DX",
    "n": "Conditional independence",
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/conditional-independence/"
  },
  {
    "t": "0TJ1V9DDPC",
    "n": "Third isomorphism theorem",
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/third-isomorphism-theorem/"
  },
  {
    "t": "0TJ8QBJX5K",
    "n": "Term-by-term differentiation",
    "k": "statement",
    "m": [
      "40A30",
      "26A24"
    ],
    "u": "/math2/wiki/term-by-term-differentiation/"
  },
  {
    "t": "0TK8Y3J5RW",
    "n": "Interval",
    "k": "definition",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/interval-definition/"
  },
  {
    "t": "0TK9MCFHBW",
    "n": "Cylindrical coordinates",
    "a": [
      "cylindrical-coordinate-system"
    ],
    "k": "concept",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/cylindrical-coordinates/"
  },
  {
    "t": "0TKG7T3K0E",
    "n": "Bounded derivative on a convex set implies Lipschitz",
    "k": "statement",
    "m": [
      "26B35"
    ],
    "u": "/math2/wiki/bounded-derivative-on-a-convex-set-implies-lipschitz/"
  },
  {
    "t": "0TKP3TDD02",
    "n": "Bell numbers",
    "k": "concept",
    "m": [
      "11B73"
    ],
    "u": "/math2/wiki/bell-numbers/"
  },
  {
    "t": "0TKYAEJ8N7",
    "n": "Orthogonal group",
    "k": "object",
    "m": [
      "15B10",
      "20G20"
    ],
    "u": "/math2/wiki/orthogonal-group/"
  },
  {
    "t": "0TKZCSGCCA",
    "n": "Minimum degree",
    "k": "definition",
    "m": [
      "05C07"
    ],
    "u": "/math2/wiki/minimum-degree-definition/"
  },
  {
    "t": "0TMZ21WKCN",
    "n": "Lipschitz map",
    "a": [
      "lipschitz-function"
    ],
    "k": "definition",
    "m": [
      "26A16"
    ],
    "u": "/math2/wiki/lipschitz-map/"
  },
  {
    "t": "0TMZ89Q5KA",
    "n": "Set-builder notation",
    "a": [
      "set-comprehension"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/set-builder-notation/"
  },
  {
    "t": "0TNR9BQ871",
    "n": "Powers of a diagonalisable matrix",
    "k": "concept",
    "m": [
      "15A20",
      "15A16"
    ],
    "u": "/math2/wiki/powers-of-a-diagonalisable-matrix/"
  },
  {
    "t": "0TNS65QB87",
    "n": "Prime subfield",
    "a": [
      "prime-field"
    ],
    "k": "concept",
    "m": [
      "12E99"
    ],
    "u": "/math2/wiki/prime-subfield/"
  },
  {
    "t": "0TNZC55X3J",
    "n": "Partial derivatives do not imply differentiability",
    "k": "counterexample",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/partial-derivatives-do-not-imply-differentiability/"
  },
  {
    "t": "0TP2QKJ8DE",
    "n": "Circumcentre",
    "k": "definition",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/circumcentre-definition/"
  },
  {
    "t": "0TPW25CBN6",
    "n": "Congruence modulo n",
    "a": [
      "congruence",
      "modular-congruence"
    ],
    "k": "definition",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/congruence-modulo-n-definition/"
  },
  {
    "t": "0TPWS0K1BC",
    "n": "An algebraic extension of an algebraic extension is algebraic",
    "k": "statement",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/an-algebraic-extension-of-an-algebraic-extension-is-algebraic/"
  },
  {
    "t": "0TR9SR9FTB",
    "n": "Strictly monotone function",
    "a": [
      "strictly-increasing-function",
      "strictly-decreasing-function"
    ],
    "k": "definition",
    "m": [
      "26A48"
    ],
    "u": "/math2/wiki/strictly-monotone-function-definition/"
  },
  {
    "t": "0TRNT4X7J0",
    "n": "Euclidean algorithm",
    "k": "concept",
    "m": [
      "11A05"
    ],
    "u": "/math2/wiki/euclidean-algorithm/"
  },
  {
    "t": "0TS7VZJBWD",
    "n": "Orthogonal vectors",
    "k": "definition",
    "m": [
      "15A63",
      "46C05"
    ],
    "u": "/math2/wiki/orthogonal-vectors-definition/"
  },
  {
    "t": "0TST4MHA3A",
    "n": "Law of a random variable",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/law-of-a-random-variable-definition/"
  },
  {
    "t": "0TTA57SEJG",
    "n": "Convergence in mean",
    "k": "definition",
    "m": [
      "60F25"
    ],
    "u": "/math2/wiki/convergence-in-mean-definition/"
  },
  {
    "t": "0TTDGTEFMN",
    "n": "Conditional expectation",
    "a": [
      "conditional-mean",
      "conditional-expected-value"
    ],
    "k": "concept",
    "m": [
      "60A10"
    ],
    "u": "/math2/wiki/conditional-expectation/"
  },
  {
    "t": "0TTNRP5PFQ",
    "n": "Estimator",
    "k": "definition",
    "m": [
      "62F10"
    ],
    "u": "/math2/wiki/estimator-definition/"
  },
  {
    "t": "0TV07AQT62",
    "n": "Real exponentiation",
    "k": "definition",
    "m": [
      "26A09",
      "33B10"
    ],
    "u": "/math2/wiki/real-exponentiation-definition/"
  },
  {
    "t": "0TVJZYB6SH",
    "n": "Compact space",
    "k": "concept",
    "m": [
      "54D30"
    ],
    "u": "/math2/wiki/compact-space/"
  },
  {
    "t": "0TWPTQ0AD7",
    "n": "Incentre",
    "k": "definition",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/incentre-definition/"
  },
  {
    "t": "0TWQ5PRKWS",
    "n": "Equivalent metrics",
    "a": [
      "topologically-equivalent-metrics"
    ],
    "k": "definition",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/equivalent-metrics-definition/"
  },
  {
    "t": "0TWTS88TWN",
    "n": "Invertible matrix",
    "k": "definition",
    "m": [
      "15A09"
    ],
    "u": "/math2/wiki/invertible-matrix-definition/"
  },
  {
    "t": "0TX2YH2FQS",
    "n": "Symmetric bilinear form associated with a quadratic form",
    "k": "definition",
    "m": [
      "15A63",
      "11E04"
    ],
    "u": "/math2/wiki/symmetric-bilinear-form-associated-with-a-quadratic-form-definition/"
  },
  {
    "t": "0TXCQ9CST1",
    "n": "Integration over a non-rectangular region",
    "a": [
      "integral-over-a-normal-domain",
      "type-i-and-type-ii-regions"
    ],
    "k": "concept",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/integration-over-a-non-rectangular-region/"
  },
  {
    "t": "0TXNRQZY0H",
    "n": "Primitive polynomial",
    "k": "concept",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/primitive-polynomial/"
  },
  {
    "t": "0TXTSEMHR5",
    "n": "Limit of a function",
    "k": "definition",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/limit-of-a-function-definition/"
  },
  {
    "t": "0TXWV1JGG1",
    "n": "Product of a subgroup and a normal subgroup is a subgroup",
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/product-of-a-subgroup-and-a-normal-subgroup-is-a-subgroup/"
  },
  {
    "t": "0TYB3HM9KE",
    "n": "Isolated singularity",
    "k": "definition",
    "m": [
      "30D30"
    ],
    "u": "/math2/wiki/isolated-singularity-definition/"
  },
  {
    "t": "0TYMASG33Y",
    "n": "Characteristic polynomial does not depend on the basis",
    "k": "statement",
    "m": [
      "15A15",
      "15A18"
    ],
    "u": "/math2/wiki/characteristic-polynomial-does-not-depend-on-the-basis/"
  },
  {
    "t": "0TYQNHVB4C",
    "n": "Surjective iff it has a right inverse",
    "k": "statement",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/surjective-iff-it-has-a-right-inverse/"
  },
  {
    "t": "0TZ2DPT0JV",
    "n": "Principal part",
    "a": [
      "principal-part-of-a-laurent-series",
      "singular-part"
    ],
    "k": "concept",
    "m": [
      "30B10"
    ],
    "u": "/math2/wiki/principal-part/"
  },
  {
    "t": "0TZAG60ZYT",
    "n": "Row rank equals column rank",
    "k": "statement",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/row-rank-equals-column-rank/"
  },
  {
    "t": "0TZEEFTNCC",
    "n": "Maximal element",
    "k": "definition",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/maximal-element-definition/"
  },
  {
    "t": "0TZK91NQE3",
    "n": "The sequence r^n tends to infinity for r \u003e 1",
    "k": "example",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/the-sequence-r-n-tends-to-infinity-for-r-1/"
  },
  {
    "t": "0V032VWTHD",
    "n": "Connected space",
    "a": [
      "connectedness"
    ],
    "k": "concept",
    "m": [
      "54D05"
    ],
    "u": "/math2/wiki/connected-space/"
  },
  {
    "t": "0V05FC4GKQ",
    "n": "Induced subgraph",
    "k": "definition",
    "m": [
      "05C99"
    ],
    "u": "/math2/wiki/induced-subgraph-definition/"
  },
  {
    "t": "0V0778DCW9",
    "n": "Variance of a sum of independent random variables",
    "a": [
      "bienayme-formula"
    ],
    "k": "statement",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/variance-of-a-sum-of-independent-random-variables/"
  },
  {
    "t": "0V0E04DWX2",
    "n": "Sign of a cycle",
    "k": "statement",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/sign-of-a-cycle/"
  },
  {
    "t": "0V0GC7BQAN",
    "n": "Complete bipartite graph",
    "k": "example",
    "m": [
      "05C99"
    ],
    "u": "/math2/wiki/complete-bipartite-graph/"
  },
  {
    "t": "0V11FEXK08",
    "n": "Frobenius coin problem",
    "a": [
      "coin-problem",
      "frobenius-number"
    ],
    "k": "statement",
    "m": [
      "11D07"
    ],
    "u": "/math2/wiki/frobenius-coin-problem/"
  },
  {
    "t": "0V1EJCT8G6",
    "n": "Derivative",
    "k": "concept",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/derivative/"
  },
  {
    "t": "0V2DV29EGT",
    "n": "Derivative of cosine",
    "k": "statement",
    "m": [
      "33B10",
      "26A24"
    ],
    "u": "/math2/wiki/derivative-of-cosine/"
  },
  {
    "t": "0V2H5PGJ9B",
    "n": "Aleph-null",
    "a": [
      "aleph-zero",
      "aleph-nought"
    ],
    "k": "object",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/aleph-null/"
  },
  {
    "t": "0V2WP9B1MF",
    "n": "Norm",
    "k": "concept",
    "m": [
      "46B20"
    ],
    "u": "/math2/wiki/norm/"
  },
  {
    "t": "0V33BNKZ9S",
    "n": "Smooth function",
    "k": "concept",
    "m": [
      "26E10"
    ],
    "u": "/math2/wiki/smooth-function/"
  },
  {
    "t": "0V33SPH7RR",
    "n": "Intersection of subspaces",
    "k": "statement",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/intersection-of-subspaces/"
  },
  {
    "t": "0V3CFG1KK9",
    "n": "Semigroup",
    "k": "definition",
    "m": [
      "20M10"
    ],
    "u": "/math2/wiki/semigroup-definition/"
  },
  {
    "t": "0V3FZMVB4K",
    "n": "Gamma function",
    "k": "definition",
    "m": [
      "33B15"
    ],
    "u": "/math2/wiki/gamma-function-definition/"
  },
  {
    "t": "0V3RDQV3ZX",
    "n": "Cauchy principal value",
    "k": "definition",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/cauchy-principal-value-definition/"
  },
  {
    "t": "0V3XAMF3C1",
    "n": "Plane",
    "k": "concept",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/plane/"
  },
  {
    "t": "0V49JEZW06",
    "n": "Laplace transform",
    "k": "concept",
    "m": [
      "44A10"
    ],
    "u": "/math2/wiki/laplace-transform/"
  },
  {
    "t": "0V4DET59NW",
    "n": "Continuous real function on a compact set attains its bounds",
    "a": [
      "extreme-value-theorem"
    ],
    "k": "statement",
    "m": [
      "54C30"
    ],
    "u": "/math2/wiki/continuous-real-function-on-a-compact-set-attains-its-bounds/"
  },
  {
    "t": "0V4E623THY",
    "n": "Separable equation",
    "k": "definition",
    "m": [
      "34A05"
    ],
    "u": "/math2/wiki/separable-equation-definition/"
  },
  {
    "t": "0V4QXPGJQK",
    "n": "Vacuous truth",
    "k": "concept",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/vacuous-truth/"
  },
  {
    "t": "0V4VB6MQDC",
    "n": "Fibonacci numbers as sums of binomial coefficients",
    "k": "statement",
    "m": [
      "11B39"
    ],
    "u": "/math2/wiki/fibonacci-numbers-as-sums-of-binomial-coefficients/"
  },
  {
    "t": "0V4VSCBXP3",
    "n": "Mean squared error",
    "k": "definition",
    "m": [
      "62F10"
    ],
    "u": "/math2/wiki/mean-squared-error-definition/"
  },
  {
    "t": "0V547YQRMV",
    "n": "Subgroups of index two are normal",
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/subgroups-of-index-two-are-normal/"
  },
  {
    "t": "0V58FPM3EQ",
    "n": "Minimal polynomial",
    "k": "definition",
    "m": [
      "15A18"
    ],
    "u": "/math2/wiki/minimal-polynomial-definition/"
  },
  {
    "t": "0V5B6D6BQH",
    "n": "Characteristic function",
    "a": [
      "characteristic-function-of-random-variable"
    ],
    "k": "concept",
    "m": [
      "60E10"
    ],
    "u": "/math2/wiki/characteristic-function/"
  },
  {
    "t": "0V5GYWR8R8",
    "n": "Leading coefficient",
    "k": "concept",
    "m": [
      "13F20"
    ],
    "u": "/math2/wiki/leading-coefficient/"
  },
  {
    "t": "0V63D9V0FY",
    "n": "Regular polygon",
    "k": "definition",
    "m": [
      "51M20"
    ],
    "u": "/math2/wiki/regular-polygon-definition/"
  },
  {
    "t": "0V6GAWTBYW",
    "n": "Biconditional",
    "k": "definition",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/biconditional-definition/"
  },
  {
    "t": "0V7090SSPC",
    "n": "Regular curve",
    "a": [
      "regular-parametrised-curve"
    ],
    "k": "concept",
    "m": [
      "53A04"
    ],
    "u": "/math2/wiki/regular-curve/"
  },
  {
    "t": "0V7E9KP6Q2",
    "n": "Square root function",
    "k": "definition",
    "m": [
      "26A09"
    ],
    "u": "/math2/wiki/square-root-function-definition/"
  },
  {
    "t": "0V7G6WMFK0",
    "n": "Covariance matrix",
    "a": [
      "variance-covariance-matrix",
      "dispersion-matrix"
    ],
    "k": "concept",
    "m": [
      "62H05"
    ],
    "u": "/math2/wiki/covariance-matrix/"
  },
  {
    "t": "0V7ZD6P7RK",
    "n": "Standard basis",
    "a": [
      "canonical-basis"
    ],
    "k": "object",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/standard-basis/"
  },
  {
    "t": "0V8046R0P9",
    "n": "Quotient topology",
    "k": "definition",
    "m": [
      "54B15"
    ],
    "u": "/math2/wiki/quotient-topology-definition/"
  },
  {
    "t": "0V8F3E48E6",
    "n": "Linear combination",
    "k": "concept",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/linear-combination/"
  },
  {
    "t": "0V948DE5KA",
    "n": "Logarithm of a power",
    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/logarithm-of-a-power/"
  },
  {
    "t": "0V94H674MB",
    "n": "Determinant of a family of vectors in a basis",
    "k": "definition",
    "m": [
      "15A15",
      "15A75"
    ],
    "u": "/math2/wiki/determinant-of-a-family-of-vectors-in-a-basis-definition/"
  },
  {
    "t": "0V98WY94B8",
    "n": "First Sylow theorem",
    "k": "statement",
    "m": [
      "20D20"
    ],
    "u": "/math2/wiki/first-sylow-theorem/"
  },
  {
    "t": "0V9A43H7WV",
    "n": "Product rule",
    "a": [
      "leibniz-rule-for-products"
    ],
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/product-rule/"
  },
  {
    "t": "0V9ME8GQE7",
    "n": "Dirichlet's test",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/dirichlets-test/"
  },
  {
    "t": "0V9PMN0RBH",
    "n": "Special linear group",
    "k": "object",
    "m": [
      "15A15",
      "20G15"
    ],
    "u": "/math2/wiki/special-linear-group/"
  },
  {
    "t": "0VABYWJWH9",
    "n": "Preorder",
    "a": [
      "quasiorder"
    ],
    "k": "concept",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/preorder/"
  },
  {
    "t": "0VARVQ9ZW1",
    "n": "Power series in the complex plane",
    "k": "definition",
    "m": [
      "30B10"
    ],
    "u": "/math2/wiki/power-series-in-the-complex-plane-definition/"
  },
  {
    "t": "0VB8BFRABH",
    "n": "Square root",
    "k": "definition",
    "m": [
      "26A09"
    ],
    "u": "/math2/wiki/square-root-definition/"
  },
  {
    "t": "0VB9G5B034",
    "n": "Multiplicativity of the Möbius function",
    "k": "statement",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/multiplicativity-of-the-mobius-function/"
  },
  {
    "t": "0VBWK9XYDG",
    "n": "Kummer's theorem",
    "k": "statement",
    "m": [
      "11B65"
    ],
    "u": "/math2/wiki/kummers-theorem/"
  },
  {
    "t": "0VBZH90R1A",
    "n": "Internal direct product",
    "k": "concept",
    "m": [
      "20E34"
    ],
    "u": "/math2/wiki/internal-direct-product/"
  },
  {
    "t": "0VC4DVE7DQ",
    "n": "Euler's theorem",
    "a": [
      "fermat-euler-theorem",
      "euler-totient-theorem"
    ],
    "k": "statement",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/eulers-theorem/"
  },
  {
    "t": "0VCTBJMEJF",
    "n": "Improper integral",
    "k": "definition",
    "m": [
      "26A42",
      "40A10"
    ],
    "u": "/math2/wiki/improper-integral-definition/"
  },
  {
    "t": "0VD9ZSWWJG",
    "n": "Matrix",
    "k": "concept",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/matrix/"
  },
  {
    "t": "0VDD7W0EKZ",
    "n": "Morera's theorem",
    "a": [
      "moreras-theorem"
    ],
    "k": "statement",
    "m": [
      "30E20"
    ],
    "u": "/math2/wiki/moreras-theorem/"
  },
  {
    "t": "0VEFSSKX18",
    "n": "Poisson distribution",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/poisson-distribution-definition/"
  },
  {
    "t": "0VEKNG02W0",
    "n": "Volume of a box",
    "a": [
      "volume-of-a-rectangular-box"
    ],
    "k": "statement",
    "m": [
      "28A75"
    ],
    "u": "/math2/wiki/volume-of-a-box/"
  },
  {
    "t": "0VF11ZTTMD",
    "n": "Field of fractions",
    "k": "definition",
    "m": [
      "13B30"
    ],
    "u": "/math2/wiki/field-of-fractions-definition/"
  },
  {
    "t": "0VFW4Y69BT",
    "n": "Quotient ring",
    "k": "definition",
    "m": [
      "16D25"
    ],
    "u": "/math2/wiki/quotient-ring-definition/"
  },
  {
    "t": "0VG02M1FEZ",
    "n": "Every polynomial has a root in some extension field",
    "k": "statement",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/every-polynomial-has-a-root-in-some-extension-field/"
  },
  {
    "t": "0VG7VNEWMG",
    "n": "Abundant number",
    "k": "concept",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/abundant-number/"
  },
  {
    "t": "0VGFHTM75Y",
    "n": "Continuous map",
    "a": [
      "continuous-function"
    ],
    "k": "concept",
    "m": [
      "54C05"
    ],
    "u": "/math2/wiki/continuous-map/"
  },
  {
    "t": "0VGKB2NC4T",
    "n": "Improper integral of x^p on an unbounded interval",
    "k": "example",
    "m": [
      "40A10"
    ],
    "u": "/math2/wiki/improper-integral-of-x-p-on-an-unbounded-interval/"
  },
  {
    "t": "0VGMEBVW1M",
    "n": "Probability measure",
    "k": "definition",
    "m": [
      "60A10"
    ],
    "u": "/math2/wiki/probability-measure-definition/"
  },
  {
    "t": "0VGMHCF4SC",
    "n": "Product of continuous functions is continuous",
    "k": "statement",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/product-of-continuous-functions-is-continuous/"
  },
  {
    "t": "0VGPKZ8MRK",
    "n": "Continuity is equivalent to sequential continuity in metric spaces",
    "k": "statement",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/continuity-is-equivalent-to-sequential-continuity-in-metric-spaces/"
  },
  {
    "t": "0VGPX25NXQ",
    "n": "Conditional variance",
    "k": "concept",
    "m": [
      "60A10"
    ],
    "u": "/math2/wiki/conditional-variance/"
  },
  {
    "t": "0VGSYBWHV2",
    "n": "Inner product",
    "k": "definition",
    "m": [
      "15A63",
      "46C05"
    ],
    "u": "/math2/wiki/inner-product-definition/"
  },
  {
    "t": "0VGWKX2JHB",
    "n": "Abel's identity",
    "a": [
      "abel-formula"
    ],
    "k": "statement",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/abels-identity/"
  },
  {
    "t": "0VH1TC1PWF",
    "n": "Companion matrix",
    "k": "definition",
    "m": [
      "15A21"
    ],
    "u": "/math2/wiki/companion-matrix-definition/"
  },
  {
    "t": "0VHAVXW08V",
    "n": "Subsequences of a convergent sequence converge to the same limit",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/subsequences-of-a-convergent-sequence-converge-to-the-same-limit/"
  },
  {
    "t": "0VHJRXNAAS",
    "n": "Chromatic number",
    "k": "concept",
    "m": [
      "05C15"
    ],
    "u": "/math2/wiki/chromatic-number/"
  },
  {
    "t": "0VHNKP1N3K",
    "n": "Conformal map",
    "k": "definition",
    "m": [
      "30C35"
    ],
    "u": "/math2/wiki/conformal-map-definition/"
  },
  {
    "t": "0VHSHB9B6J",
    "n": "Symmetric polynomial",
    "k": "concept",
    "m": [
      "05E05"
    ],
    "u": "/math2/wiki/symmetric-polynomial/"
  },
  {
    "t": "0VJBSK15SN",
    "n": "Finite-dimensional spaces are isomorphic iff they have equal dimension",
    "k": "statement",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/finite-dimensional-spaces-are-isomorphic-iff-they-have-equal-dimension/"
  },
  {
    "t": "0VJF99CZ0Z",
    "n": "Homogeneous linear system with constant coefficients",
    "k": "definition",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/homogeneous-linear-system-with-constant-coefficients-definition/"
  },
  {
    "t": "0VJZM0F9YM",
    "n": "Walk",
    "k": "definition",
    "m": [
      "05C38"
    ],
    "u": "/math2/wiki/walk-definition/"
  },
  {
    "t": "0VK0W4D5Y5",
    "n": "De Morgan's laws for sets",
    "k": "statement",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/de-morgans-laws-for-sets/"
  },
  {
    "t": "0VK5V9P8G3",
    "n": "Size of a conjugacy class is the index of the centraliser",
    "k": "statement",
    "m": [
      "20E45"
    ],
    "u": "/math2/wiki/size-of-a-conjugacy-class-is-the-index-of-the-centraliser/"
  },
  {
    "t": "0VK6VEH345",
    "n": "Banach fixed point theorem",
    "a": [
      "contraction-mapping-theorem",
      "banach-fixed-point-theorem"
    ],
    "k": "statement",
    "m": [
      "47H10"
    ],
    "u": "/math2/wiki/banach-fixed-point-theorem/"
  },
  {
    "t": "0VKCCEXBJ1",
    "n": "Ellipse",
    "k": "concept",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/ellipse/"
  },
  {
    "t": "0VKD1TP7F3",
    "n": "Metric space",
    "k": "concept",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/metric-space/"
  },
  {
    "t": "0VKKP8X6Q6",
    "n": "Lagrange multipliers",
    "a": [
      "lagrange-multiplier-theorem",
      "method-of-lagrange-multipliers"
    ],
    "k": "statement",
    "m": [
      "90C46"
    ],
    "u": "/math2/wiki/lagrange-multipliers/"
  },
  {
    "t": "0VM8B2SB4P",
    "n": "Decimal expansion",
    "a": [
      "decimal-representation"
    ],
    "k": "concept",
    "m": [
      "11A63"
    ],
    "u": "/math2/wiki/decimal-expansion/"
  },
  {
    "t": "0VMG8TA8VF",
    "n": "Limit of a function of several variables",
    "k": "definition",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/limit-of-a-function-of-several-variables-definition/"
  },
  {
    "t": "0VMWGYY35Q",
    "n": "Cartan–Dieudonné theorem",
    "k": "statement",
    "m": [
      "51F15",
      "15B10"
    ],
    "u": "/math2/wiki/cartan-dieudonne-theorem/"
  },
  {
    "t": "0VMWPGGG3C",
    "n": "Smallest prime factor",
    "k": "concept",
    "m": [
      "11A41"
    ],
    "u": "/math2/wiki/smallest-prime-factor/"
  },
  {
    "t": "0VN4H8M12X",
    "n": "If 2^n + 1 is prime then n is a power of 2",
    "k": "statement",
    "m": [
      "11A41"
    ],
    "u": "/math2/wiki/if-2-n-1-is-prime-then-n-is-a-power-of-2/"
  },
  {
    "t": "0VNE161QCK",
    "n": "Polynomials of degree two or three are irreducible iff they have no roots",
    "k": "statement",
    "m": [
      "12E05"
    ],
    "u": "/math2/wiki/polynomials-of-degree-two-or-three-are-irreducible-iff-they-have-no-roots/"
  },
  {
    "t": "0VP3A1290K",
    "n": "Pythagorean theorem",
    "a": [
      "pythagoras-theorem"
    ],
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/pythagorean-theorem/"
  },
  {
    "t": "0VP4TBVJ19",
    "n": "Frobenius automorphism of a finite field",
    "k": "definition",
    "m": [
      "12E20"
    ],
    "u": "/math2/wiki/frobenius-automorphism-of-a-finite-field-definition/"
  },
  {
    "t": "0VP56B4EMX",
    "n": "Power series",
    "k": "definition",
    "m": [
      "30B10"
    ],
    "u": "/math2/wiki/power-series-definition/"
  },
  {
    "t": "0VPCJWGMP9",
    "n": "Space of linear maps",
    "k": "definition",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/space-of-linear-maps-definition/"
  },
  {
    "t": "0VPFBAY7MW",
    "n": "Prime subfield",
    "k": "definition",
    "m": [
      "12E99"
    ],
    "u": "/math2/wiki/prime-subfield-definition/"
  },
  {
    "t": "0VPK4X73Q0",
    "n": "Rule of product",
    "a": [
      "multiplication-principle",
      "product-rule"
    ],
    "k": "statement",
    "m": [
      "05A05"
    ],
    "u": "/math2/wiki/rule-of-product/"
  },
  {
    "t": "0VQA7F720Z",
    "n": "Sequence tending to infinity",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/sequence-tending-to-infinity/"
  },
  {
    "t": "0VQQCVG8WA",
    "n": "Combinations with repetition",
    "k": "concept",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/combinations-with-repetition/"
  },
  {
    "t": "0VQYCCQVJ5",
    "n": "Nowhere dense set",
    "k": "concept",
    "m": [
      "54E52"
    ],
    "u": "/math2/wiki/nowhere-dense-set/"
  },
  {
    "t": "0VR671PHE5",
    "n": "Symmetric matrix",
    "k": "concept",
    "m": [
      "15A99",
      "15B57"
    ],
    "u": "/math2/wiki/symmetric-matrix/"
  },
  {
    "t": "0VRD8GC5BM",
    "n": "Isometric isomorphism",
    "k": "definition",
    "m": [
      "54E40"
    ],
    "u": "/math2/wiki/isometric-isomorphism-definition/"
  },
  {
    "t": "0VRWZDWW6B",
    "n": "Binomial distribution",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/binomial-distribution-definition/"
  },
  {
    "t": "0VS0MP1P5H",
    "n": "Abundant number",
    "k": "definition",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/abundant-number-definition/"
  },
  {
    "t": "0VSB0XF4G7",
    "n": "Indicator function",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/indicator-function-definition/"
  },
  {
    "t": "0VSNHTHK8T",
    "n": "A tree on n vertices has n − 1 edges",
    "k": "statement",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/a-tree-on-n-vertices-has-n-1-edges/"
  },
  {
    "t": "0VSNX4P2Q0",
    "n": "Cancellation laws",
    "a": [
      "cancellation-law"
    ],
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/cancellation-laws/"
  },
  {
    "t": "0VSSPAFM2C",
    "n": "Characteristic polynomial",
    "k": "concept",
    "m": [
      "15A15",
      "15A18"
    ],
    "u": "/math2/wiki/characteristic-polynomial/"
  },
  {
    "t": "0VT2QK6X6Q",
    "n": "Riccati equation",
    "k": "concept",
    "m": [
      "34A34"
    ],
    "u": "/math2/wiki/riccati-equation/"
  },
  {
    "t": "0VT6P0GNQR",
    "n": "Gram–Schmidt process",
    "k": "concept",
    "m": [
      "15A63",
      "65F25"
    ],
    "u": "/math2/wiki/gram-schmidt-process/"
  },
  {
    "t": "0VTAD25A3G",
    "n": "Minimal polynomial divides every annihilating polynomial",
    "k": "statement",
    "m": [
      "15A18"
    ],
    "u": "/math2/wiki/minimal-polynomial-divides-every-annihilating-polynomial/"
  },
  {
    "t": "0VTAXQEWQD",
    "n": "Sup metric on R^n",
    "a": [
      "chebyshev-distance",
      "maximum-metric"
    ],
    "k": "example",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/sup-metric-on-r-n/"
  },
  {
    "t": "0VTCABADBE",
    "n": "Turán graph",
    "k": "example",
    "m": [
      "05C35"
    ],
    "u": "/math2/wiki/turan-graph/"
  },
  {
    "t": "0VTH8KPCG2",
    "n": "Ring homomorphism",
    "k": "concept",
    "m": [
      "16B99"
    ],
    "u": "/math2/wiki/ring-homomorphism/"
  },
  {
    "t": "0VTN5RKNC5",
    "n": "Standard deviation",
    "k": "definition",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/standard-deviation-definition/"
  },
  {
    "t": "0VTQTPQGAV",
    "n": "Basis",
    "k": "definition",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/basis-definition/"
  },
  {
    "t": "0VTQXTCR2G",
    "n": "Transcendental number",
    "k": "concept",
    "m": [
      "11J81"
    ],
    "u": "/math2/wiki/transcendental-number/"
  },
  {
    "t": "0VV04M41AN",
    "n": "Euler's totient function",
    "a": [
      "euler-phi-function",
      "totient-function",
      "phi-function"
    ],
    "k": "definition",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/eulers-totient-function-definition/"
  },
  {
    "t": "0VV0HSW1ZS",
    "n": "Convex function",
    "k": "definition",
    "m": [
      "26A51"
    ],
    "u": "/math2/wiki/convex-function-definition/"
  },
  {
    "t": "0VV3ZMRF88",
    "n": "Number of divisors",
    "k": "concept",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/number-of-divisors/"
  },
  {
    "t": "0VVK64Q4JK",
    "n": "Discriminant of a polynomial",
    "k": "concept",
    "m": [
      "12E05"
    ],
    "u": "/math2/wiki/discriminant-of-a-polynomial/"
  },
  {
    "t": "0VVPQNVM8S",
    "n": "Order of a power",
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/order-of-a-power/"
  },
  {
    "t": "0VVY4H92G2",
    "n": "Term test",
    "a": [
      "nth-term-test",
      "divergence-test"
    ],
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/term-test/"
  },
  {
    "t": "0VW90BBSJ4",
    "n": "Continuously differentiable function",
    "k": "concept",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/continuously-differentiable-function/"
  },
  {
    "t": "0VW9E4QXR6",
    "n": "Likelihood function",
    "a": [
      "likelihood"
    ],
    "k": "concept",
    "m": [
      "62F10"
    ],
    "u": "/math2/wiki/likelihood-function/"
  },
  {
    "t": "0VX0CPRQTZ",
    "n": "Euler line",
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/euler-line/"
  },
  {
    "t": "0VX9EP2GS8",
    "n": "Minimal polynomial (field theory)",
    "a": [
      "minimal-polynomial"
    ],
    "k": "concept",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/minimal-polynomial-field-theory/"
  },
  {
    "t": "0VXJHZ1G9J",
    "n": "Standard score",
    "a": [
      "z-score",
      "standardized-variable"
    ],
    "k": "concept",
    "m": [
      "62P99"
    ],
    "u": "/math2/wiki/standard-score/"
  },
  {
    "t": "0VXYV3NQQ1",
    "n": "Gradient is orthogonal to level sets",
    "k": "statement",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/gradient-is-orthogonal-to-level-sets/"
  },
  {
    "t": "0VY3WPP9Y3",
    "n": "Bézout's identity in a Euclidean domain",
    "k": "statement",
    "m": [
      "13F07"
    ],
    "u": "/math2/wiki/bezouts-identity-in-a-euclidean-domain/"
  },
  {
    "t": "0VYCDGMJJJ",
    "n": "Row echelon form",
    "k": "concept",
    "m": [
      "15A06"
    ],
    "u": "/math2/wiki/row-echelon-form/"
  },
  {
    "t": "0VZ48N083F",
    "n": "Coprime integers",
    "k": "concept",
    "m": [
      "11A05"
    ],
    "u": "/math2/wiki/coprime-integers/"
  },
  {
    "t": "0VZVV8VME5",
    "n": "Compact closed unit ball implies finite dimension",
    "k": "statement",
    "m": [
      "46B50"
    ],
    "u": "/math2/wiki/compact-closed-unit-ball-implies-finite-dimension/"
  },
  {
    "t": "0W02QESPJQ",
    "n": "Orthogonal matrix",
    "k": "concept",
    "m": [
      "15B10"
    ],
    "u": "/math2/wiki/orthogonal-matrix/"
  },
  {
    "t": "0W0KVBM54S",
    "n": "Cyclotomic polynomial",
    "k": "definition",
    "m": [
      "11T22"
    ],
    "u": "/math2/wiki/cyclotomic-polynomial-definition/"
  },
  {
    "t": "0W0TZDRF9C",
    "n": "Continuous functions on a closed bounded interval are uniformly continuous",
    "k": "statement",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/continuous-functions-on-a-closed-bounded-interval-are-uniformly-continuous/"
  },
  {
    "t": "0W1C598HMS",
    "n": "Euler's formula for planar graphs",
    "k": "statement",
    "m": [
      "05C10"
    ],
    "u": "/math2/wiki/eulers-formula-for-planar-graphs/"
  },
  {
    "t": "0W1K48V5SG",
    "n": "Rearrangement of a series",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/rearrangement-of-a-series/"
  },
  {
    "t": "0W1QMKJ9W8",
    "n": "Uniform convergence on a set",
    "k": "concept",
    "m": [
      "40A30"
    ],
    "u": "/math2/wiki/uniform-convergence-on-a-set/"
  },
  {
    "t": "0W276SSSCG",
    "n": "Linear approximation",
    "a": [
      "linearisation",
      "tangent-line-approximation"
    ],
    "k": "concept",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/linear-approximation/"
  },
  {
    "t": "0W29TBTY12",
    "n": "Riemann integral",
    "k": "concept",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/riemann-integral/"
  },
  {
    "t": "0W2QAVJQ1W",
    "n": "Cofactor",
    "k": "definition",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/cofactor-definition/"
  },
  {
    "t": "0W3K3QPEWT",
    "n": "Absolute convergence",
    "a": [
      "absolutely-convergent-series"
    ],
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/absolute-convergence-definition/"
  },
  {
    "t": "0W3W1VYWBP",
    "n": "Line integral as an integral over the parameter interval",
    "a": [
      "parametric-formula-for-line-integrals"
    ],
    "k": "statement",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/line-integral-as-an-integral-over-the-parameter-interval/"
  },
  {
    "t": "0W41XG4W60",
    "n": "Complete subspaces are closed",
    "k": "statement",
    "m": [
      "54E50"
    ],
    "u": "/math2/wiki/complete-subspaces-are-closed/"
  },
  {
    "t": "0W44K2VNBD",
    "n": "Sesquilinear form",
    "k": "definition",
    "m": [
      "15A63"
    ],
    "u": "/math2/wiki/sesquilinear-form-definition/"
  },
  {
    "t": "0W4CN9E2W5",
    "n": "Convergent sequence",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/convergent-sequence/"
  },
  {
    "t": "0W4FSW1TVB",
    "n": "Rank–nullity theorem",
    "a": [
      "dimension-theorem-for-linear-maps"
    ],
    "k": "statement",
    "m": [
      "15A03",
      "15A04"
    ],
    "u": "/math2/wiki/rank-nullity-theorem/"
  },
  {
    "t": "0W4GQSG7B6",
    "n": "Irrationality of e",
    "k": "statement",
    "m": [
      "11J72"
    ],
    "u": "/math2/wiki/irrationality-of-e/"
  },
  {
    "t": "0W4RPA8QH3",
    "n": "Disjoint sets",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/disjoint-sets-definition/"
  },
  {
    "t": "0W4X9G6263",
    "n": "Unique factorisation domain",
    "a": [
      "unique-factorization-domain",
      "ufd",
      "factorial-ring"
    ],
    "k": "concept",
    "m": [
      "13F15"
    ],
    "u": "/math2/wiki/unique-factorisation-domain/"
  },
  {
    "t": "0W50MT1C6X",
    "n": "Trail",
    "k": "concept",
    "m": [
      "05C38"
    ],
    "u": "/math2/wiki/trail/"
  },
  {
    "t": "0W5DSDFQ4G",
    "n": "Addition of natural numbers",
    "k": "definition",
    "m": [
      "03F30"
    ],
    "u": "/math2/wiki/addition-of-natural-numbers-definition/"
  },
  {
    "t": "0W5NJQ8MKY",
    "n": "Harmonic function",
    "k": "definition",
    "m": [
      "31B05"
    ],
    "u": "/math2/wiki/harmonic-function-definition/"
  },
  {
    "t": "0W62TKMW7V",
    "n": "Law of total probability for an event and its complement",
    "k": "statement",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/law-of-total-probability-for-an-event-and-its-complement/"
  },
  {
    "t": "0W6M3PSD08",
    "n": "Dual basis",
    "k": "definition",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/dual-basis-definition/"
  },
  {
    "t": "0W766JAPSN",
    "n": "Inverse function",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/inverse-function-definition/"
  },
  {
    "t": "0W77CVBCHQ",
    "n": "Normal subgroup",
    "k": "definition",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/normal-subgroup-definition/"
  },
  {
    "t": "0W7FBYS1F1",
    "n": "Uncountable set",
    "a": [
      "uncountably-infinite",
      "nondenumerable"
    ],
    "k": "concept",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/uncountable-set/"
  },
  {
    "t": "0W7NFW23RF",
    "n": "Sample space",
    "k": "definition",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/sample-space-definition/"
  },
  {
    "t": "0W809K6AW0",
    "n": "Transpose",
    "k": "definition",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/transpose-definition/"
  },
  {
    "t": "0W88CEGQP1",
    "n": "Kernel of a homomorphism",
    "k": "concept",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/kernel-of-a-homomorphism/"
  },
  {
    "t": "0W8ETY2AZ6",
    "n": "Tangent half-angle substitution",
    "a": [
      "weierstrass-substitution"
    ],
    "k": "concept",
    "m": [
      "26A36"
    ],
    "u": "/math2/wiki/tangent-half-angle-substitution/"
  },
  {
    "t": "0W8QHVSN95",
    "n": "Branch cut",
    "a": [
      "cut"
    ],
    "k": "concept",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/branch-cut/"
  },
  {
    "t": "0W8YHHGCJG",
    "n": "Epsilon-delta definition of continuity",
    "k": "statement",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/epsilon-delta-definition-of-continuity/"
  },
  {
    "t": "0W93FJAC8F",
    "n": "Fermat pseudoprime",
    "k": "concept",
    "m": [
      "11A51"
    ],
    "u": "/math2/wiki/fermat-pseudoprime/"
  },
  {
    "t": "0W95W33CMP",
    "n": "Equivalence class",
    "a": [
      "equivalence-classes"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/equivalence-class/"
  },
  {
    "t": "0W97J8QED7",
    "n": "Chinese remainder theorem for rings",
    "k": "statement",
    "m": [
      "13A15"
    ],
    "u": "/math2/wiki/chinese-remainder-theorem-for-rings/"
  },
  {
    "t": "0WA7ZR95V4",
    "n": "Time translation of solutions of an autonomous system",
    "k": "statement",
    "m": [
      "34A34"
    ],
    "u": "/math2/wiki/time-translation-of-solutions-of-an-autonomous-system/"
  },
  {
    "t": "0WAR4F23B4",
    "n": "Double integral",
    "a": [
      "double-riemann-integral"
    ],
    "k": "concept",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/double-integral/"
  },
  {
    "t": "0WAY5WX8NY",
    "n": "Congruence modulo n",
    "k": "concept",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/congruence-modulo-n/"
  },
  {
    "t": "0WB57D9488",
    "n": "Sine and cosine",
    "k": "definition",
    "m": [
      "33B10",
      "26A09"
    ],
    "u": "/math2/wiki/sine-and-cosine-definition/"
  },
  {
    "t": "0WB619CA0V",
    "n": "Orthocentre",
    "a": [
      "orthocenter"
    ],
    "k": "concept",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/orthocentre/"
  },
  {
    "t": "0WB6DH499T",
    "n": "Path-connected space",
    "a": [
      "pathwise-connected-space"
    ],
    "k": "concept",
    "m": [
      "54D05"
    ],
    "u": "/math2/wiki/path-connected-space/"
  },
  {
    "t": "0WBFFC8XZ9",
    "n": "Subgraph",
    "k": "concept",
    "m": [
      "05C99"
    ],
    "u": "/math2/wiki/subgraph/"
  },
  {
    "t": "0WBRJXXDPZ",
    "n": "Norm on the Gaussian integers",
    "k": "concept",
    "m": [
      "11R11"
    ],
    "u": "/math2/wiki/norm-on-the-gaussian-integers/"
  },
  {
    "t": "0WBTWFXJQG",
    "n": "Integration by partial fractions",
    "k": "concept",
    "m": [
      "26A36"
    ],
    "u": "/math2/wiki/integration-by-partial-fractions/"
  },
  {
    "t": "0WC28W9DNM",
    "n": "Cardinality of the continuum",
    "a": [
      "continuum-cardinality"
    ],
    "k": "object",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/cardinality-of-the-continuum/"
  },
  {
    "t": "0WCKRBHFFD",
    "n": "Clique number",
    "k": "definition",
    "m": [
      "05C69"
    ],
    "u": "/math2/wiki/clique-number-definition/"
  },
  {
    "t": "0WCP0PVET6",
    "n": "Proof by cases",
    "a": [
      "proof-by-exhaustion",
      "case-analysis"
    ],
    "k": "concept",
    "m": [
      "00A35"
    ],
    "u": "/math2/wiki/proof-by-cases/"
  },
  {
    "t": "0WCPH5Z7FA",
    "n": "Trace of a linear map is the trace of its matrix",
    "k": "statement",
    "m": [
      "15A04",
      "15A15"
    ],
    "u": "/math2/wiki/trace-of-a-linear-map-is-the-trace-of-its-matrix/"
  },
  {
    "t": "0WCWA1KT3M",
    "n": "Binomial distribution",
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/binomial-distribution/"
  },
  {
    "t": "0WCX7NB4N7",
    "n": "Separable extension",
    "k": "concept",
    "m": [
      "12F10"
    ],
    "u": "/math2/wiki/separable-extension/"
  },
  {
    "t": "0WCY42EV9V",
    "n": "Group action",
    "k": "concept",
    "m": [
      "20B05"
    ],
    "u": "/math2/wiki/group-action/"
  },
  {
    "t": "0WCZH4AFMT",
    "n": "Rational function",
    "k": "definition",
    "m": [
      "26A09"
    ],
    "u": "/math2/wiki/rational-function-definition/"
  },
  {
    "t": "0WD3SE7S1X",
    "n": "R/M is a field iff M is maximal",
    "k": "statement",
    "m": [
      "13A15"
    ],
    "u": "/math2/wiki/r-m-is-a-field-iff-m-is-maximal/"
  },
  {
    "t": "0WDAKKN4NC",
    "n": "x^2 sin(1/x) is differentiable with discontinuous derivative",
    "k": "counterexample",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/x-2-sin-1-x-is-differentiable-with-discontinuous-derivative/"
  },
  {
    "t": "0WDNRBXX7K",
    "n": "Cauchy–Euler equation",
    "a": [
      "euler-cauchy-equation",
      "equidimensional-equation"
    ],
    "k": "definition",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/cauchy-euler-equation-definition/"
  },
  {
    "t": "0WE2NHZJ7B",
    "n": "Order of an element",
    "a": [
      "period-of-an-element"
    ],
    "k": "concept",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/order-of-an-element/"
  },
  {
    "t": "0WE5BBHGM6",
    "n": "Totally bounded set",
    "k": "definition",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/totally-bounded-set-definition/"
  },
  {
    "t": "0WETJCKNRG",
    "n": "Euclid–Euler theorem",
    "k": "statement",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/euclid-euler-theorem/"
  },
  {
    "t": "0WF4EJP91W",
    "n": "Probability mass function",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/probability-mass-function-definition/"
  },
  {
    "t": "0WF5AQYTW6",
    "n": "Reduced row echelon form",
    "a": [
      "rref"
    ],
    "k": "concept",
    "m": [
      "15A06"
    ],
    "u": "/math2/wiki/reduced-row-echelon-form/"
  },
  {
    "t": "0WFBH1Q3WC",
    "n": "Local maximum and minimum",
    "a": [
      "local-extremum",
      "relative-extremum"
    ],
    "k": "concept",
    "m": [
      "26B99"
    ],
    "u": "/math2/wiki/local-maximum-and-minimum/"
  },
  {
    "t": "0WFCGVMRRC",
    "n": "Factorial",
    "k": "definition",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/factorial-definition/"
  },
  {
    "t": "0WFCNG0MZC",
    "n": "Ordered pair",
    "a": [
      "pair"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/ordered-pair/"
  },
  {
    "t": "0WFED3K3DQ",
    "n": "Sylvester's law of inertia",
    "k": "statement",
    "m": [
      "15A63",
      "11E04"
    ],
    "u": "/math2/wiki/sylvesters-law-of-inertia/"
  },
  {
    "t": "0WFF6AZPBP",
    "n": "Monotone function",
    "k": "definition",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/monotone-function-definition/"
  },
  {
    "t": "0WFMKK7DFZ",
    "n": "Gambler's ruin",
    "a": [
      "gamblers-ruin-problem"
    ],
    "k": "problem",
    "m": [
      "60G50",
      "60G40"
    ],
    "u": "/math2/wiki/gamblers-ruin/"
  },
  {
    "t": "0WFZX06698",
    "n": "Inverse hyperbolic functions",
    "k": "concept",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/inverse-hyperbolic-functions/"
  },
  {
    "t": "0WG2A3HE0S",
    "n": "Newton's identities",
    "a": [
      "girard-newton-formulae"
    ],
    "k": "statement",
    "m": [
      "05E05"
    ],
    "u": "/math2/wiki/newtons-identities/"
  },
  {
    "t": "0WG43AC0EV",
    "n": "Two-element Boolean algebra",
    "k": "example",
    "m": [
      "06E05"
    ],
    "u": "/math2/wiki/two-element-boolean-algebra/"
  },
  {
    "t": "0WGAXEK99E",
    "n": "A subspace of full dimension is the whole space",
    "k": "statement",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/a-subspace-of-full-dimension-is-the-whole-space/"
  },
  {
    "t": "0WGDPYR30Q",
    "n": "Continuous uniform distribution",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/continuous-uniform-distribution-definition/"
  },
  {
    "t": "0WH1GVBJNH",
    "n": "Circle as a quotient of the real line",
    "a": [
      "real-line-modulo-integers"
    ],
    "k": "example",
    "m": [
      "54B15"
    ],
    "u": "/math2/wiki/circle-as-a-quotient-of-the-real-line/"
  },
  {
    "t": "0WH916TJNY",
    "n": "There is a natural number n with 1/n below any positive epsilon",
    "k": "statement",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/there-is-a-natural-number-n-with-1-n-below-any-positive-epsilon/"
  },
  {
    "t": "0WHCA4SVP2",
    "n": "Invariant factors and elementary divisors",
    "k": "concept",
    "m": [
      "20K01",
      "20K25"
    ],
    "u": "/math2/wiki/invariant-factors-and-elementary-divisors/"
  },
  {
    "t": "0WJGR81HBD",
    "n": "Taylor's theorem with the integral remainder",
    "k": "statement",
    "m": [
      "41A80"
    ],
    "u": "/math2/wiki/taylors-theorem-with-the-integral-remainder/"
  },
  {
    "t": "0WJX8MGG37",
    "n": "Free abelian group",
    "k": "concept",
    "m": [
      "20K15",
      "20K20"
    ],
    "u": "/math2/wiki/free-abelian-group/"
  },
  {
    "t": "0WK0Y8RH1M",
    "n": "Dimension theorem for vector spaces",
    "a": [
      "invariance-of-dimension"
    ],
    "k": "statement",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/dimension-theorem-for-vector-spaces/"
  },
  {
    "t": "0WKEF78PMV",
    "n": "Sylvester's criterion",
    "k": "statement",
    "m": [
      "15B57",
      "15A15"
    ],
    "u": "/math2/wiki/sylvesters-criterion/"
  },
  {
    "t": "0WKG15TV3G",
    "n": "Fermat number",
    "k": "concept",
    "m": [
      "11A41"
    ],
    "u": "/math2/wiki/fermat-number/"
  },
  {
    "t": "0WKG8CYY6A",
    "n": "Cholesky decomposition",
    "k": "statement",
    "m": [
      "15A23",
      "65F05"
    ],
    "u": "/math2/wiki/cholesky-decomposition/"
  },
  {
    "t": "0WM7DJCM6G",
    "n": "Product of exponentials",
    "a": [
      "exponential-of-a-sum"
    ],
    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/product-of-exponentials/"
  },
  {
    "t": "0WMDV48VSN",
    "n": "Volume of a ball in R^3",
    "a": [
      "volume-of-a-sphere"
    ],
    "k": "statement",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/volume-of-a-ball-in-r-3/"
  },
  {
    "t": "0WMJSEFYFE",
    "n": "A prime is a Gaussian prime if and only if it is 3 modulo 4",
    "k": "statement",
    "m": [
      "11R11"
    ],
    "u": "/math2/wiki/a-prime-is-a-gaussian-prime-if-and-only-if-it-is-3-modulo-4/"
  },
  {
    "t": "0WN1QXR7R3",
    "n": "Indefinite integral",
    "k": "concept",
    "m": [
      "26A36"
    ],
    "u": "/math2/wiki/indefinite-integral/"
  },
  {
    "t": "0WN5G117YC",
    "n": "Hyperbola",
    "k": "concept",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/hyperbola/"
  },
  {
    "t": "0WNGQBPPQX",
    "n": "Edge set",
    "k": "definition",
    "m": [
      "05C99"
    ],
    "u": "/math2/wiki/edge-set-definition/"
  },
  {
    "t": "0WPDNXGSSN",
    "n": "Hoeffding's inequality",
    "k": "statement",
    "m": [
      "60E15"
    ],
    "u": "/math2/wiki/hoeffdings-inequality/"
  },
  {
    "t": "0WPQYW8MTE",
    "n": "Pole",
    "a": [
      "simple-pole"
    ],
    "k": "definition",
    "m": [
      "30D30"
    ],
    "u": "/math2/wiki/pole-definition/"
  },
  {
    "t": "0WPZ5YPAGR",
    "n": "Distance in a graph",
    "k": "definition",
    "m": [
      "05C12"
    ],
    "u": "/math2/wiki/distance-in-a-graph-definition/"
  },
  {
    "t": "0WQ19TJV24",
    "n": "Distance from a point to a set",
    "k": "concept",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/distance-from-a-point-to-a-set/"
  },
  {
    "t": "0WQ1A8SHTZ",
    "n": "Field extension",
    "k": "definition",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/field-extension-definition/"
  },
  {
    "t": "0WQE3G7B88",
    "n": "Surface area",
    "k": "definition",
    "m": [
      "28A75"
    ],
    "u": "/math2/wiki/surface-area-definition/"
  },
  {
    "t": "0WQJJCCTC8",
    "n": "Normal vector",
    "a": [
      "normal"
    ],
    "k": "concept",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/normal-vector/"
  },
  {
    "t": "0WQNRCNY3M",
    "n": "Expected value",
    "a": [
      "expectation",
      "mean",
      "expected-value-of-random-variable",
      "mathematical-expectation"
    ],
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/expected-value/"
  },
  {
    "t": "0WQVXP7PDB",
    "n": "Moment-generating function",
    "a": [
      "moment-generating-function",
      "mgf"
    ],
    "k": "concept",
    "m": [
      "60E10"
    ],
    "u": "/math2/wiki/moment-generating-function/"
  },
  {
    "t": "0WQXY32Q8D",
    "n": "Borel sigma-algebra",
    "a": [
      "borel-algebra",
      "borel-set",
      "borel-sets"
    ],
    "k": "concept",
    "m": [
      "28A05"
    ],
    "u": "/math2/wiki/borel-sigma-algebra/"
  },
  {
    "t": "0WRZ170YEH",
    "n": "Moment-generating function of a sum of independent random variables",
    "k": "statement",
    "m": [
      "60E10"
    ],
    "u": "/math2/wiki/moment-generating-function-of-a-sum-of-independent-random-variables/"
  },
  {
    "t": "0WS1A8E2P9",
    "n": "Extreme value theorem",
    "k": "statement",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/extreme-value-theorem/"
  },
  {
    "t": "0WS9P12FQR",
    "n": "Subspace topology",
    "a": [
      "induced-topology",
      "relative-topology"
    ],
    "k": "concept",
    "m": [
      "54B05"
    ],
    "u": "/math2/wiki/subspace-topology/"
  },
  {
    "t": "0WSFKKT6FF",
    "n": "Image of a linear map",
    "a": [
      "range-of-a-linear-map"
    ],
    "k": "concept",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/image-of-a-linear-map/"
  },
  {
    "t": "0WTEMGYV2C",
    "n": "Cantor's theorem",
    "k": "statement",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/cantors-theorem/"
  },
  {
    "t": "0WW060JR6P",
    "n": "Nullcline",
    "a": [
      "zero-growth-isocline"
    ],
    "k": "definition",
    "m": [
      "34C05"
    ],
    "u": "/math2/wiki/nullcline-definition/"
  },
  {
    "t": "0WW85SQVS3",
    "n": "Bell numbers",
    "k": "definition",
    "m": [
      "11B73"
    ],
    "u": "/math2/wiki/bell-numbers-definition/"
  },
  {
    "t": "0WWRD82HD2",
    "n": "Right inverse",
    "a": [
      "section"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/right-inverse/"
  },
  {
    "t": "0WX11EA3F3",
    "n": "Group of nth roots of unity",
    "a": [
      "roots-of-unity"
    ],
    "k": "object",
    "m": [
      "20K01"
    ],
    "u": "/math2/wiki/group-of-nth-roots-of-unity/"
  },
  {
    "t": "0WXBGBTA3D",
    "n": "Gram–Schmidt vectors are orthogonal",
    "k": "statement",
    "m": [
      "15A63",
      "65F25"
    ],
    "u": "/math2/wiki/gram-schmidt-vectors-are-orthogonal/"
  },
  {
    "t": "0WYTM4C9QG",
    "n": "A monotone function has countably many discontinuities",
    "a": [
      "froda-theorem"
    ],
    "k": "statement",
    "m": [
      "26A48"
    ],
    "u": "/math2/wiki/a-monotone-function-has-countably-many-discontinuities/"
  },
  {
    "t": "0WZCHE1ZF9",
    "n": "Iterated integral",
    "a": [
      "repeated-integral"
    ],
    "k": "concept",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/iterated-integral/"
  },
  {
    "t": "0WZTM0EFR6",
    "n": "Hölder continuity",
    "k": "definition",
    "m": [
      "26A16"
    ],
    "u": "/math2/wiki/holder-continuity-definition/"
  },
  {
    "t": "0WZXK05ME7",
    "n": "Division ring",
    "k": "definition",
    "m": [
      "12E15"
    ],
    "u": "/math2/wiki/division-ring-definition/"
  },
  {
    "t": "0X05GS525E",
    "n": "Boolean function",
    "k": "concept",
    "m": [
      "06E30",
      "94C11"
    ],
    "u": "/math2/wiki/boolean-function/"
  },
  {
    "t": "0X0HQYSZ0K",
    "n": "Determinant of a linear map",
    "k": "concept",
    "m": [
      "15A04",
      "15A15"
    ],
    "u": "/math2/wiki/determinant-of-a-linear-map/"
  },
  {
    "t": "0X0N833FF8",
    "n": "Number of injections",
    "k": "statement",
    "m": [
      "05A05"
    ],
    "u": "/math2/wiki/number-of-injections/"
  },
  {
    "t": "0X1GSWNBN1",
    "n": "Union",
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/union/"
  },
  {
    "t": "0X1JXT47GA",
    "n": "Subgroup",
    "k": "concept",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/subgroup/"
  },
  {
    "t": "0X2FY491PF",
    "n": "Complex logarithm",
    "k": "definition",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/complex-logarithm-definition/"
  },
  {
    "t": "0X2GJPNPFN",
    "n": "Hall's theorem for bipartite graphs",
    "k": "statement",
    "m": [
      "05C70"
    ],
    "u": "/math2/wiki/halls-theorem-for-bipartite-graphs/"
  },
  {
    "t": "0X2J0VY6DN",
    "n": "Discrete random variable",
    "a": [
      "discrete-distribution"
    ],
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/discrete-random-variable/"
  },
  {
    "t": "0X2T63GFQQ",
    "n": "Countable intersection of dense open sets is dense",
    "k": "statement",
    "m": [
      "54E52"
    ],
    "u": "/math2/wiki/countable-intersection-of-dense-open-sets-is-dense/"
  },
  {
    "t": "0X308R2DBE",
    "n": "The exterior derivative squares to zero",
    "a": [
      "d-squared-is-zero"
    ],
    "k": "statement",
    "m": [
      "58A10"
    ],
    "u": "/math2/wiki/the-exterior-derivative-squares-to-zero/"
  },
  {
    "t": "0X3EG7Y65T",
    "n": "Path component",
    "a": [
      "path-connected-component"
    ],
    "k": "concept",
    "m": [
      "54D05"
    ],
    "u": "/math2/wiki/path-component/"
  },
  {
    "t": "0X3TEM69AA",
    "n": "Congruent triangles",
    "k": "definition",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/congruent-triangles-definition/"
  },
  {
    "t": "0X3WGX95FE",
    "n": "Continuous function",
    "k": "concept",
    "m": [
      "26A15"
    ],
    "u": "/math2/wiki/continuous-function/"
  },
  {
    "t": "0X3XD2ATB0",
    "n": "Laurent series",
    "k": "definition",
    "m": [
      "30B10"
    ],
    "u": "/math2/wiki/laurent-series-definition/"
  },
  {
    "t": "0X3Y0ZSKNF",
    "n": "Hypergeometric distribution",
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/hypergeometric-distribution/"
  },
  {
    "t": "0X45ZM731G",
    "n": "Cayley transform",
    "a": [
      "cayley-transform-of-the-upper-half-plane"
    ],
    "k": "example",
    "m": [
      "30C20"
    ],
    "u": "/math2/wiki/cayley-transform/"
  },
  {
    "t": "0X4JKZXJ86",
    "n": "Idempotent element",
    "k": "definition",
    "m": [
      "16U40"
    ],
    "u": "/math2/wiki/idempotent-element-definition/"
  },
  {
    "t": "0X4NT20S3G",
    "n": "Forced oscillation and resonance",
    "k": "example",
    "m": [
      "70J35"
    ],
    "u": "/math2/wiki/forced-oscillation-and-resonance/"
  },
  {
    "t": "0X52TNMTCJ",
    "n": "Tietze extension theorem",
    "a": [
      "tietze-urysohn-extension-theorem"
    ],
    "k": "statement",
    "m": [
      "54C20"
    ],
    "u": "/math2/wiki/tietze-extension-theorem/"
  },
  {
    "t": "0X55M9XET4",
    "n": "Uncountable set",
    "k": "definition",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/uncountable-set-definition/"
  },
  {
    "t": "0X5QVCF06N",
    "n": "Elementary symmetric polynomial",
    "k": "concept",
    "m": [
      "05E05"
    ],
    "u": "/math2/wiki/elementary-symmetric-polynomial/"
  },
  {
    "t": "0X60VE98HN",
    "n": "Quantile function",
    "a": [
      "inverse-distribution-function",
      "percent-point-function"
    ],
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/quantile-function/"
  },
  {
    "t": "0X6AB5P3G1",
    "n": "Algebraic closure",
    "k": "concept",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/algebraic-closure/"
  },
  {
    "t": "0X6C0MAF84",
    "n": "Hyperbolic tangent",
    "k": "concept",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/hyperbolic-tangent/"
  },
  {
    "t": "0X6V9B1V10",
    "n": "Consistent and inconsistent systems",
    "k": "concept",
    "m": [
      "15A06"
    ],
    "u": "/math2/wiki/consistent-and-inconsistent-systems/"
  },
  {
    "t": "0X7CVDE3BG",
    "n": "Impossibility of squaring the circle",
    "k": "statement",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/impossibility-of-squaring-the-circle/"
  },
  {
    "t": "0X7EEWES5G",
    "n": "Centroid",
    "a": [
      "barycentre",
      "centre-of-mass"
    ],
    "k": "concept",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/centroid/"
  },
  {
    "t": "0X7G61297X",
    "n": "Arc length",
    "k": "definition",
    "m": [
      "26A42",
      "53A04"
    ],
    "u": "/math2/wiki/arc-length-definition/"
  },
  {
    "t": "0X7SBS8E0F",
    "n": "Winding number",
    "a": [
      "index-of-a-curve"
    ],
    "k": "definition",
    "m": [
      "55M25"
    ],
    "u": "/math2/wiki/winding-number-definition/"
  },
  {
    "t": "0X89GC65N1",
    "n": "Altitude of a triangle",
    "k": "definition",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/altitude-of-a-triangle-definition/"
  },
  {
    "t": "0X8HBKCSYB",
    "n": "Continuity of probability measures",
    "a": [
      "continuity-from-below",
      "continuity-from-above"
    ],
    "k": "statement",
    "m": [
      "60A10"
    ],
    "u": "/math2/wiki/continuity-of-probability-measures/"
  },
  {
    "t": "0X8NMST0J2",
    "n": "Reflexive relation",
    "a": [
      "reflexivity"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/reflexive-relation/"
  },
  {
    "t": "0X9MBPP2Z3",
    "n": "Space of linear maps",
    "k": "concept",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/space-of-linear-maps/"
  },
  {
    "t": "0X9XT05JVC",
    "n": "Uniform limit theorem",
    "a": [
      "uniform-limit-of-continuous-functions-is-continuous"
    ],
    "k": "statement",
    "m": [
      "40A30",
      "26A15"
    ],
    "u": "/math2/wiki/uniform-limit-theorem/"
  },
  {
    "t": "0XADJKM699",
    "n": "Boolean algebra",
    "k": "concept",
    "m": [
      "06E05"
    ],
    "u": "/math2/wiki/boolean-algebra/"
  },
  {
    "t": "0XAP8WHNES",
    "n": "Handshaking lemma",
    "k": "statement",
    "m": [
      "05C07"
    ],
    "u": "/math2/wiki/handshaking-lemma/"
  },
  {
    "t": "0XB0J0P64D",
    "n": "Simple continued fraction",
    "k": "concept",
    "m": [
      "11A55"
    ],
    "u": "/math2/wiki/simple-continued-fraction/"
  },
  {
    "t": "0XB9GQTN9G",
    "n": "Poisson distribution",
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/poisson-distribution/"
  },
  {
    "t": "0XBRG3965F",
    "n": "Negative binomial distribution",
    "a": [
      "pascal-distribution"
    ],
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/negative-binomial-distribution/"
  },
  {
    "t": "0XC1RDBY7A",
    "n": "Trace of a matrix",
    "k": "concept",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/trace-of-a-matrix/"
  },
  {
    "t": "0XCE070V8B",
    "n": "Independence of random variables",
    "k": "definition",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/independence-of-random-variables-definition/"
  },
  {
    "t": "0XCH8QVDCQ",
    "n": "Cantor's diagonal argument",
    "a": [
      "diagonal-argument",
      "diagonalization"
    ],
    "k": "concept",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/cantors-diagonal-argument/"
  },
  {
    "t": "0XCVV5Q500",
    "n": "Geometric distribution",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/geometric-distribution-definition/"
  },
  {
    "t": "0XCYA4YERS",
    "n": "Wallis product",
    "k": "statement",
    "m": [
      "11Y60"
    ],
    "u": "/math2/wiki/wallis-product/"
  },
  {
    "t": "0XCYGCCX8V",
    "n": "Number of elements of each order in a cyclic group",
    "k": "statement",
    "m": [
      "20K01"
    ],
    "u": "/math2/wiki/number-of-elements-of-each-order-in-a-cyclic-group/"
  },
  {
    "t": "0XD22PBMWA",
    "n": "Monotonicity of the cumulative distribution function",
    "k": "statement",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/monotonicity-of-the-cumulative-distribution-function/"
  },
  {
    "t": "0XDB5AW7M1",
    "n": "Jacobi symbol",
    "k": "definition",
    "m": [
      "11A15"
    ],
    "u": "/math2/wiki/jacobi-symbol-definition/"
  },
  {
    "t": "0XDK9CGYKJ",
    "n": "Rational function",
    "k": "concept",
    "m": [
      "26A09"
    ],
    "u": "/math2/wiki/rational-function/"
  },
  {
    "t": "0XE690QF65",
    "n": "Even and odd functions",
    "k": "definition",
    "m": [
      "26A09"
    ],
    "u": "/math2/wiki/even-and-odd-functions-definition/"
  },
  {
    "t": "0XEGNW851S",
    "n": "Reflexive relation",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/reflexive-relation-definition/"
  },
  {
    "t": "0XFC1VQYEK",
    "n": "Multinomial theorem",
    "k": "statement",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/multinomial-theorem/"
  },
  {
    "t": "0XFZ1BMF5Q",
    "n": "Euler's partition theorem",
    "k": "statement",
    "m": [
      "05A17"
    ],
    "u": "/math2/wiki/eulers-partition-theorem/"
  },
  {
    "t": "0XGCZ4GDZ6",
    "n": "Meagre set",
    "a": [
      "meager-set",
      "first-category-set"
    ],
    "k": "concept",
    "m": [
      "54E52"
    ],
    "u": "/math2/wiki/meagre-set/"
  },
  {
    "t": "0XH79S06J3",
    "n": "Archimedean ordered field",
    "k": "concept",
    "m": [
      "12J15"
    ],
    "u": "/math2/wiki/archimedean-ordered-field/"
  },
  {
    "t": "0XHDTE5YMZ",
    "n": "Function",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/function-definition/"
  },
  {
    "t": "0XHM30WBVB",
    "n": "Finitely generated module",
    "k": "definition",
    "m": [
      "13E15",
      "16D10"
    ],
    "u": "/math2/wiki/finitely-generated-module-definition/"
  },
  {
    "t": "0XHWTD3MPV",
    "n": "Derangement",
    "k": "concept",
    "m": [
      "05A05"
    ],
    "u": "/math2/wiki/derangement/"
  },
  {
    "t": "0XHZW0VCPR",
    "n": "K-colourable graph",
    "k": "concept",
    "m": [
      "05C15"
    ],
    "u": "/math2/wiki/k-colourable-graph/"
  },
  {
    "t": "0XJ02JBD6S",
    "n": "Indiscrete topology",
    "a": [
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    ],
    "k": "example",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/indiscrete-topology/"
  },
  {
    "t": "0XJVF81QF6",
    "n": "Consistent estimator",
    "k": "definition",
    "m": [
      "62F12"
    ],
    "u": "/math2/wiki/consistent-estimator-definition/"
  },
  {
    "t": "0XJXTBCB2T",
    "n": "Orthogonal complement",
    "k": "concept",
    "m": [
      "15A63",
      "46C05"
    ],
    "u": "/math2/wiki/orthogonal-complement/"
  },
  {
    "t": "0XK0G19SK8",
    "n": "Order of a differential equation",
    "k": "concept",
    "m": [
      "34A99"
    ],
    "u": "/math2/wiki/order-of-a-differential-equation/"
  },
  {
    "t": "0XK6FECMW5",
    "n": "Decomposition of a permutation into transpositions",
    "k": "statement",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/decomposition-of-a-permutation-into-transpositions/"
  },
  {
    "t": "0XKBKGTCPC",
    "n": "Length of a vector",
    "a": [
      "magnitude-of-a-vector",
      "euclidean-norm"
    ],
    "k": "concept",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/length-of-a-vector/"
  },
  {
    "t": "0XKH881BZ7",
    "n": "Surjective function",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/surjective-function-definition/"
  },
  {
    "t": "0XKJPFS2W0",
    "n": "Periodic continued fraction",
    "k": "definition",
    "m": [
      "11A55"
    ],
    "u": "/math2/wiki/periodic-continued-fraction-definition/"
  },
  {
    "t": "0XKTZRWTXX",
    "n": "Poisson limit theorem",
    "a": [
      "law-of-rare-events",
      "poisson-approximation-to-the-binomial"
    ],
    "k": "statement",
    "m": [
      "60F05"
    ],
    "u": "/math2/wiki/poisson-limit-theorem/"
  },
  {
    "t": "0XKWSSY8P2",
    "n": "Limit of a sequence",
    "k": "definition",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/limit-of-a-sequence-definition/"
  },
  {
    "t": "0XM8BZD76G",
    "n": "Coordinate space",
    "k": "object",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/coordinate-space/"
  },
  {
    "t": "0XM8ZA9RNM",
    "n": "Sieve of Eratosthenes",
    "k": "concept",
    "m": [
      "11Y11"
    ],
    "u": "/math2/wiki/sieve-of-eratosthenes/"
  },
  {
    "t": "0XMEM406JM",
    "n": "Semigroup",
    "k": "concept",
    "m": [
      "20M10"
    ],
    "u": "/math2/wiki/semigroup/"
  },
  {
    "t": "0XMF00T4XQ",
    "n": "Squeeze theorem",
    "a": [
      "sandwich-theorem"
    ],
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/squeeze-theorem/"
  },
  {
    "t": "0XN3K7RSZY",
    "n": "Multivariate normal distribution",
    "a": [
      "multivariate-gaussian-distribution",
      "joint-normal-distribution",
      "gaussian-random-vector"
    ],
    "k": "concept",
    "m": [
      "62H05"
    ],
    "u": "/math2/wiki/multivariate-normal-distribution/"
  },
  {
    "t": "0XN66MZN0Y",
    "n": "Equicontinuity",
    "a": [
      "equicontinuous-family"
    ],
    "k": "concept",
    "m": [
      "54C35"
    ],
    "u": "/math2/wiki/equicontinuity/"
  },
  {
    "t": "0XN7KEVSSS",
    "n": "Negative binomial distribution",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/negative-binomial-distribution-definition/"
  },
  {
    "t": "0XNN9Z8E5A",
    "n": "Acyclic graph",
    "k": "definition",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/acyclic-graph-definition/"
  },
  {
    "t": "0XNZWJ96HK",
    "n": "Rotation",
    "k": "definition",
    "m": [
      "51F20"
    ],
    "u": "/math2/wiki/rotation-definition/"
  },
  {
    "t": "0XPKR18APA",
    "n": "Cofactor",
    "k": "concept",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/cofactor/"
  },
  {
    "t": "0XPR1E85W0",
    "n": "Euclidean space",
    "a": [
      "euclidean-n-space"
    ],
    "k": "object",
    "m": [
      "51M05"
    ],
    "u": "/math2/wiki/euclidean-space/"
  },
  {
    "t": "0XPX5NC67E",
    "n": "Spectrum of a matrix",
    "k": "concept",
    "m": [
      "15A18"
    ],
    "u": "/math2/wiki/spectrum-of-a-matrix/"
  },
  {
    "t": "0XQ2ZVN1PZ",
    "n": "Laplacian",
    "k": "definition",
    "m": [
      "35J05"
    ],
    "u": "/math2/wiki/laplacian-definition/"
  },
  {
    "t": "0XR2QK49V6",
    "n": "Greatest element",
    "a": [
      "maximum",
      "greatest-element"
    ],
    "k": "concept",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/greatest-element/"
  },
  {
    "t": "0XR7A7RSXB",
    "n": "Negation",
    "k": "definition",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/negation-definition/"
  },
  {
    "t": "0XRB469Z32",
    "n": "Method of undetermined coefficients",
    "k": "concept",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/method-of-undetermined-coefficients/"
  },
  {
    "t": "0XRDYJQES6",
    "n": "Farey sequence",
    "k": "concept",
    "m": [
      "11B57"
    ],
    "u": "/math2/wiki/farey-sequence/"
  },
  {
    "t": "0XRJB5SSNE",
    "n": "Prime-counting function",
    "k": "definition",
    "m": [
      "11N05"
    ],
    "u": "/math2/wiki/prime-counting-function-definition/"
  },
  {
    "t": "0XRRYF1HPE",
    "n": "Dini's theorem",
    "k": "statement",
    "m": [
      "40A30"
    ],
    "u": "/math2/wiki/dinis-theorem/"
  },
  {
    "t": "0XSDBCP4RZ",
    "n": "Eisenstein's lemma",
    "k": "statement",
    "m": [
      "11A15"
    ],
    "u": "/math2/wiki/eisensteins-lemma/"
  },
  {
    "t": "0XSJ25Z9M4",
    "n": "Linear isomorphism",
    "k": "definition",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/linear-isomorphism-definition/"
  },
  {
    "t": "0XTNJ6SVAC",
    "n": "Cluster point of a sequence",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/cluster-point-of-a-sequence/"
  },
  {
    "t": "0XTY86BZKY",
    "n": "Galois group",
    "k": "concept",
    "m": [
      "12F10"
    ],
    "u": "/math2/wiki/galois-group/"
  },
  {
    "t": "0XV2A49X6Q",
    "n": "Composition series",
    "k": "concept",
    "m": [
      "20E15",
      "20D30"
    ],
    "u": "/math2/wiki/composition-series/"
  },
  {
    "t": "0XVEZDE9J8",
    "n": "Unit of a ring",
    "a": [
      "invertible-element"
    ],
    "k": "concept",
    "m": [
      "16U60"
    ],
    "u": "/math2/wiki/unit-of-a-ring/"
  },
  {
    "t": "0XVGJE7Q04",
    "n": "The principal logarithm is holomorphic off the branch cut",
    "a": [
      "derivative-of-the-logarithm"
    ],
    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/the-principal-logarithm-is-holomorphic-off-the-branch-cut/"
  },
  {
    "t": "0XVR72M51M",
    "n": "Galois group",
    "k": "definition",
    "m": [
      "12F10"
    ],
    "u": "/math2/wiki/galois-group-definition/"
  },
  {
    "t": "0XW54DH28V",
    "n": "Upper central series",
    "k": "concept",
    "m": [
      "20F14"
    ],
    "u": "/math2/wiki/upper-central-series/"
  },
  {
    "t": "0XW7V9ZZ05",
    "n": "Euclidean plane",
    "a": [
      "cartesian-plane"
    ],
    "k": "object",
    "m": [
      "51M05"
    ],
    "u": "/math2/wiki/euclidean-plane/"
  },
  {
    "t": "0XW8HX8VEV",
    "n": "Median of a triangle",
    "a": [
      "median"
    ],
    "k": "concept",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/median-of-a-triangle/"
  },
  {
    "t": "0XWCKJZRYH",
    "n": "A root of an integer is an integer or irrational",
    "k": "statement",
    "m": [
      "11J72"
    ],
    "u": "/math2/wiki/a-root-of-an-integer-is-an-integer-or-irrational/"
  },
  {
    "t": "0XWG0JGDFW",
    "n": "Factorial",
    "k": "concept",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/factorial/"
  },
  {
    "t": "0XYAFCN0PT",
    "n": "Second fundamental theorem of calculus",
    "k": "statement",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/second-fundamental-theorem-of-calculus/"
  },
  {
    "t": "0XYKE8BE7X",
    "n": "Normal matrix",
    "k": "definition",
    "m": [
      "15B57",
      "15A21"
    ],
    "u": "/math2/wiki/normal-matrix-definition/"
  },
  {
    "t": "0XYP2KKSPC",
    "n": "Normal vector",
    "k": "definition",
    "m": [
      "51N20"
    ],
    "u": "/math2/wiki/normal-vector-definition/"
  },
  {
    "t": "0XYVDWGQX2",
    "n": "De Morgan's laws in a Boolean algebra",
    "k": "statement",
    "m": [
      "06E05"
    ],
    "u": "/math2/wiki/de-morgans-laws-in-a-boolean-algebra/"
  },
  {
    "t": "0XYYT5KNTX",
    "n": "Direct sum of subspaces",
    "a": [
      "internal-direct-sum"
    ],
    "k": "concept",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/direct-sum-of-subspaces/"
  },
  {
    "t": "0XZ37KAB1Z",
    "n": "Disjoint sets",
    "a": [
      "pairwise-disjoint",
      "mutually-disjoint"
    ],
    "k": "concept",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/disjoint-sets/"
  },
  {
    "t": "0Y0JGC2K9T",
    "n": "Rooted tree",
    "k": "concept",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/rooted-tree/"
  },
  {
    "t": "0Y0KFHF47G",
    "n": "Graph of a function",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/graph-of-a-function-definition/"
  },
  {
    "t": "0Y0MQYST0M",
    "n": "Modus ponens",
    "a": [
      "implication-elimination"
    ],
    "k": "concept",
    "m": [
      "03B05"
    ],
    "u": "/math2/wiki/modus-ponens/"
  },
  {
    "t": "0Y0WS5BCJ7",
    "n": "Inflection point",
    "k": "definition",
    "m": [
      "26A51"
    ],
    "u": "/math2/wiki/inflection-point-definition/"
  },
  {
    "t": "0Y123X48GA",
    "n": "Absolutely convergent series converge",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/absolutely-convergent-series-converge/"
  },
  {
    "t": "0Y12QYTJK3",
    "n": "Limit at infinity",
    "k": "definition",
    "m": [
      "26A03"
    ],
    "u": "/math2/wiki/limit-at-infinity-definition/"
  },
  {
    "t": "0Y17PEKF24",
    "n": "Diagonalisable matrix",
    "k": "definition",
    "m": [
      "15A20"
    ],
    "u": "/math2/wiki/diagonalisable-matrix-definition/"
  },
  {
    "t": "0Y1MG9R5VN",
    "n": "Catalan recurrence",
    "k": "statement",
    "m": [
      "05A15"
    ],
    "u": "/math2/wiki/catalan-recurrence/"
  },
  {
    "t": "0Y2X7P2WB7",
    "n": "Orthogonal vectors",
    "k": "concept",
    "m": [
      "15A63",
      "46C05"
    ],
    "u": "/math2/wiki/orthogonal-vectors/"
  },
  {
    "t": "0Y34JMJNE9",
    "n": "Gauss–Wantzel theorem",
    "k": "statement",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/gauss-wantzel-theorem/"
  },
  {
    "t": "0Y3KSN2E9X",
    "n": "Series of functions",
    "a": [
      "function-series"
    ],
    "k": "concept",
    "m": [
      "40A30"
    ],
    "u": "/math2/wiki/series-of-functions/"
  },
  {
    "t": "0Y4B7P0GS8",
    "n": "The order modulo p divides p − 1",
    "k": "statement",
    "m": [
      "11A07"
    ],
    "u": "/math2/wiki/the-order-modulo-p-divides-p-1/"
  },
  {
    "t": "0Y4NF1DRKD",
    "n": "Trace of a product is symmetric",
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/trace-of-a-product-is-symmetric/"
  },
  {
    "t": "0Y4TV2D5RQ",
    "n": "Brooks' theorem",
    "k": "statement",
    "m": [
      "05C15"
    ],
    "u": "/math2/wiki/brooks-theorem/"
  },
  {
    "t": "0Y5Q8Q9WJ7",
    "n": "Level set",
    "k": "definition",
    "m": [
      "26B99"
    ],
    "u": "/math2/wiki/level-set-definition/"
  },
  {
    "t": "0Y5R7TPNT1",
    "n": "Outcome",
    "k": "definition",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/outcome-definition/"
  },
  {
    "t": "0Y5RHNRKJZ",
    "n": "Centroid",
    "k": "definition",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/centroid-definition/"
  },
  {
    "t": "0Y5X3SDBCZ",
    "n": "Fermat's Last Theorem",
    "a": [
      "flt"
    ],
    "k": "statement",
    "m": [
      "11D41"
    ],
    "u": "/math2/wiki/fermats-last-theorem/"
  },
  {
    "t": "0Y6QNF1J49",
    "n": "Tail sum formula for expectation",
    "a": [
      "tail-sum-formula",
      "layer-cake-formula-for-expectation"
    ],
    "k": "statement",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/tail-sum-formula-for-expectation/"
  },
  {
    "t": "0Y6TH5PQVS",
    "n": "Variation of parameters",
    "a": [
      "variation-of-constants"
    ],
    "k": "concept",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/variation-of-parameters/"
  },
  {
    "t": "0Y74KN99A5",
    "n": "Order isomorphism",
    "k": "definition",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/order-isomorphism-definition/"
  },
  {
    "t": "0Y7H3SAVA1",
    "n": "Matrix addition",
    "k": "concept",
    "m": [
      "15A99"
    ],
    "u": "/math2/wiki/matrix-addition/"
  },
  {
    "t": "0Y7PVW4Q44",
    "n": "Directional derivative",
    "k": "definition",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/directional-derivative-definition/"
  },
  {
    "t": "0Y7VDAX8Q3",
    "n": "K-colourable graph",
    "k": "definition",
    "m": [
      "05C15"
    ],
    "u": "/math2/wiki/k-colourable-graph-definition/"
  },
  {
    "t": "0Y85GYEGSF",
    "n": "Existence of an orthonormal basis",
    "k": "statement",
    "m": [
      "15A63",
      "46C05"
    ],
    "u": "/math2/wiki/existence-of-an-orthonormal-basis/"
  },
  {
    "t": "0Y8FRYX8Q2",
    "n": "Sequence of functions",
    "k": "concept",
    "m": [
      "40A30"
    ],
    "u": "/math2/wiki/sequence-of-functions/"
  },
  {
    "t": "0Y95Z7MT02",
    "n": "Distinct eigenvalues imply diagonalisable",
    "k": "statement",
    "m": [
      "15A20"
    ],
    "u": "/math2/wiki/distinct-eigenvalues-imply-diagonalisable/"
  },
  {
    "t": "0Y97E2DMB7",
    "n": "Binary trees are counted by Catalan numbers",
    "k": "statement",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/binary-trees-are-counted-by-catalan-numbers/"
  },
  {
    "t": "0Y9D2FJRQ4",
    "n": "Second derivative",
    "k": "definition",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/second-derivative-definition/"
  },
  {
    "t": "0Y9H52BT03",
    "n": "Order on the natural numbers",
    "k": "definition",
    "m": [
      "03F30"
    ],
    "u": "/math2/wiki/order-on-the-natural-numbers-definition/"
  },
  {
    "t": "0YA7X86K05",
    "n": "Characteristic polynomial of a linear recurrence",
    "k": "concept",
    "m": [
      "39A06"
    ],
    "u": "/math2/wiki/characteristic-polynomial-of-a-linear-recurrence/"
  },
  {
    "t": "0YAA9CJQXF",
    "n": "Primitive element of a finite field",
    "k": "definition",
    "m": [
      "12E20"
    ],
    "u": "/math2/wiki/primitive-element-of-a-finite-field-definition/"
  },
  {
    "t": "0YAG43TCXQ",
    "n": "Mersenne number",
    "k": "concept",
    "m": [
      "11A41"
    ],
    "u": "/math2/wiki/mersenne-number/"
  },
  {
    "t": "0YAMJRK04E",
    "n": "Conditional expectation",
    "k": "definition",
    "m": [
      "60A10"
    ],
    "u": "/math2/wiki/conditional-expectation-definition/"
  },
  {
    "t": "0YB2NRP0T5",
    "n": "Cayley table",
    "a": [
      "multiplication-table"
    ],
    "k": "concept",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/cayley-table/"
  },
  {
    "t": "0YB93GWTKK",
    "n": "Absorbing Markov chain",
    "k": "definition",
    "m": [
      "60J10"
    ],
    "u": "/math2/wiki/absorbing-markov-chain-definition/"
  },
  {
    "t": "0YBDSJARWN",
    "n": "Absolute convergence",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/absolute-convergence/"
  },
  {
    "t": "0YBHSJMN3J",
    "n": "Comparability of cardinals",
    "a": [
      "trichotomy-of-cardinals"
    ],
    "k": "statement",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/comparability-of-cardinals/"
  },
  {
    "t": "0YBR6QPY4Y",
    "n": "Groups of order pq",
    "k": "example",
    "m": [
      "20D20"
    ],
    "u": "/math2/wiki/groups-of-order-pq/"
  },
  {
    "t": "0YBVKMYX0W",
    "n": "Identity theorem",
    "a": [
      "uniqueness-theorem-for-holomorphic-functions"
    ],
    "k": "statement",
    "m": [
      "30C15"
    ],
    "u": "/math2/wiki/identity-theorem/"
  },
  {
    "t": "0YBY3VYX0K",
    "n": "Term-by-term integration",
    "k": "statement",
    "m": [
      "40A30",
      "26A42"
    ],
    "u": "/math2/wiki/term-by-term-integration/"
  },
  {
    "t": "0YC8JT513J",
    "n": "Matrix exponential as the solution of a linear system",
    "k": "statement",
    "m": [
      "34A30",
      "15A16"
    ],
    "u": "/math2/wiki/matrix-exponential-as-the-solution-of-a-linear-system/"
  },
  {
    "t": "0YCDZ7N8VD",
    "n": "Augmented matrix",
    "k": "definition",
    "m": [
      "15A06"
    ],
    "u": "/math2/wiki/augmented-matrix-definition/"
  },
  {
    "t": "0YCG648KDD",
    "n": "Open map",
    "a": [
      "open-mapping"
    ],
    "k": "concept",
    "m": [
      "54C10"
    ],
    "u": "/math2/wiki/open-map/"
  },
  {
    "t": "0YCW781Q9D",
    "n": "Seven Bridges of Königsberg",
    "k": "example",
    "m": [
      "05C45"
    ],
    "u": "/math2/wiki/seven-bridges-of-konigsberg/"
  },
  {
    "t": "0YDRV01R8F",
    "n": "Universal property of the tensor product",
    "k": "statement",
    "m": [
      "15A69"
    ],
    "u": "/math2/wiki/universal-property-of-the-tensor-product/"
  },
  {
    "t": "0YE5868HZB",
    "n": "Open ball",
    "k": "concept",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/open-ball/"
  },
  {
    "t": "0YE597NHGB",
    "n": "Cayley graph",
    "a": [
      "cayley-diagram"
    ],
    "k": "definition",
    "m": [
      "05C25",
      "20F65"
    ],
    "u": "/math2/wiki/cayley-graph-definition/"
  },
  {
    "t": "0YEQG3VBYC",
    "n": "Combinations with repetition",
    "k": "definition",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/combinations-with-repetition-definition/"
  },
  {
    "t": "0YEW47VJ0J",
    "n": "Divisor function",
    "k": "definition",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/divisor-function-definition/"
  },
  {
    "t": "0YF0VXKXGB",
    "n": "Jacobian matrix",
    "k": "definition",
    "m": [
      "26B10"
    ],
    "u": "/math2/wiki/jacobian-matrix-definition/"
  },
  {
    "t": "0YF6QXXWB5",
    "n": "Similar triangles",
    "k": "concept",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/similar-triangles/"
  },
  {
    "t": "0YF82GBTND",
    "n": "Continuity via open sets",
    "k": "statement",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/continuity-via-open-sets/"
  },
  {
    "t": "0YG0ZJPTWG",
    "n": "Harmonic oscillator",
    "a": [
      "simple-harmonic-oscillator"
    ],
    "k": "example",
    "m": [
      "70J30"
    ],
    "u": "/math2/wiki/harmonic-oscillator/"
  },
  {
    "t": "0YGN3VAA0D",
    "n": "Normaliser",
    "a": [
      "normalizer"
    ],
    "k": "concept",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/normaliser/"
  },
  {
    "t": "0YH1M56SBN",
    "n": "Sum of independent Poisson random variables",
    "k": "statement",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/sum-of-independent-poisson-random-variables/"
  },
  {
    "t": "0YHFMXJJAZ",
    "n": "Irrationality of the square root of a prime",
    "k": "statement",
    "m": [
      "11J72"
    ],
    "u": "/math2/wiki/irrationality-of-the-square-root-of-a-prime/"
  },
  {
    "t": "0YJ3WRR9RY",
    "n": "Integers modulo n as a quotient group",
    "k": "example",
    "m": [
      "20K01"
    ],
    "u": "/math2/wiki/integers-modulo-n-as-a-quotient-group/"
  },
  {
    "t": "0YK27TJ4WF",
    "n": "Order of a pole",
    "k": "definition",
    "m": [
      "30D30"
    ],
    "u": "/math2/wiki/order-of-a-pole-definition/"
  },
  {
    "t": "0YKA9J3XEE",
    "n": "Hilbert's basis theorem",
    "k": "statement",
    "m": [
      "13E05"
    ],
    "u": "/math2/wiki/hilberts-basis-theorem/"
  },
  {
    "t": "0YKDJBV26S",
    "n": "Essential singularity",
    "k": "definition",
    "m": [
      "30D30"
    ],
    "u": "/math2/wiki/essential-singularity-definition/"
  },
  {
    "t": "0YKY4M3KRQ",
    "n": "Principal branch",
    "a": [
      "principal-branch-of-the-logarithm"
    ],
    "k": "definition",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/principal-branch-definition/"
  },
  {
    "t": "0YM6P6C206",
    "n": "Existence of nth roots of complex numbers",
    "k": "statement",
    "m": [
      "12D99"
    ],
    "u": "/math2/wiki/existence-of-nth-roots-of-complex-numbers/"
  },
  {
    "t": "0YMB1676R1",
    "n": "Affine span",
    "a": [
      "affine-hull"
    ],
    "k": "concept",
    "m": [
      "51N10"
    ],
    "u": "/math2/wiki/affine-span/"
  },
  {
    "t": "0YMP521ZR5",
    "n": "Power series are holomorphic in the disc of convergence",
    "a": [
      "termwise-differentiation-of-power-series"
    ],
    "k": "statement",
    "m": [
      "30B10"
    ],
    "u": "/math2/wiki/power-series-are-holomorphic-in-the-disc-of-convergence/"
  },
  {
    "t": "0YMSEZE1VH",
    "n": "Free abelian group",
    "k": "definition",
    "m": [
      "20K15",
      "20K20"
    ],
    "u": "/math2/wiki/free-abelian-group-definition/"
  },
  {
    "t": "0YMT0D2442",
    "n": "Irreducible element",
    "k": "concept",
    "m": [
      "13A05"
    ],
    "u": "/math2/wiki/irreducible-element/"
  },
  {
    "t": "0YMYMNQ0QZ",
    "n": "Simple group",
    "k": "concept",
    "m": [
      "20E32"
    ],
    "u": "/math2/wiki/simple-group/"
  },
  {
    "t": "0YP7WYXF9V",
    "n": "Direct product of groups",
    "a": [
      "external-direct-product"
    ],
    "k": "definition",
    "m": [
      "20E34"
    ],
    "u": "/math2/wiki/direct-product-of-groups-definition/"
  },
  {
    "t": "0YPRY7T4PK",
    "n": "Flux through a surface",
    "k": "definition",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/flux-through-a-surface-definition/"
  },
  {
    "t": "0YQ458D7PF",
    "n": "Fundamental theorem of contour integration",
    "a": [
      "fundamental-theorem-for-complex-line-integrals"
    ],
    "k": "statement",
    "m": [
      "30E20"
    ],
    "u": "/math2/wiki/fundamental-theorem-of-contour-integration/"
  },
  {
    "t": "0YQPZB5Q1G",
    "n": "Orbit",
    "a": [
      "orbit-of-a-group-action"
    ],
    "k": "concept",
    "m": [
      "20B05"
    ],
    "u": "/math2/wiki/orbit/"
  },
  {
    "t": "0YQQYET8YQ",
    "n": "Intersecting chords theorem",
    "a": [
      "chord-theorem"
    ],
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/intersecting-chords-theorem/"
  },
  {
    "t": "0YQSGNYE3K",
    "n": "Matrix of a linear map",
    "k": "concept",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/matrix-of-a-linear-map/"
  },
  {
    "t": "0YRG241HQQ",
    "n": "Pascal's rule",
    "k": "statement",
    "m": [
      "05A10"
    ],
    "u": "/math2/wiki/pascals-rule/"
  },
  {
    "t": "0YS40B38JD",
    "n": "Closed balls are closed",
    "k": "statement",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/closed-balls-are-closed/"
  },
  {
    "t": "0YS8RX87F4",
    "n": "Line integral of a vector field",
    "k": "definition",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/line-integral-of-a-vector-field-definition/"
  },
  {
    "t": "0YSCSX5YZC",
    "n": "Ordinal number",
    "a": [
      "ordinal",
      "von-neumann-ordinal"
    ],
    "k": "concept",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/ordinal-number/"
  },
  {
    "t": "0YSE802YCQ",
    "n": "Group action",
    "a": [
      "g-set",
      "left-group-action"
    ],
    "k": "definition",
    "m": [
      "20B05"
    ],
    "u": "/math2/wiki/group-action-definition/"
  },
  {
    "t": "0YSRR1JTKZ",
    "n": "x^n converges pointwise but not uniformly on [0, 1]",
    "k": "counterexample",
    "m": [
      "40A30"
    ],
    "u": "/math2/wiki/x-n-converges-pointwise-but-not-uniformly-on-0-1/"
  },
  {
    "t": "0YT586TKXF",
    "n": "Cyclic subgroup generated by an element",
    "a": [
      "cyclic-subgroup"
    ],
    "k": "definition",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/cyclic-subgroup-generated-by-an-element-definition/"
  },
  {
    "t": "0YTCMFB4HC",
    "n": "Critical point",
    "k": "concept",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/critical-point/"
  },
  {
    "t": "0YTJ3RN3GE",
    "n": "Dyck word",
    "k": "concept",
    "m": [
      "68Q45"
    ],
    "u": "/math2/wiki/dyck-word/"
  },
  {
    "t": "0YV2CKP2AV",
    "n": "Root of unity",
    "k": "concept",
    "m": [
      "11R18"
    ],
    "u": "/math2/wiki/root-of-unity/"
  },
  {
    "t": "0YVDC5PYDW",
    "n": "Conditional probability distribution",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/conditional-probability-distribution-definition/"
  },
  {
    "t": "0YVKNB7V5F",
    "n": "Metric topology",
    "a": [
      "topology-of-a-metric-space"
    ],
    "k": "concept",
    "m": [
      "54E35"
    ],
    "u": "/math2/wiki/metric-topology/"
  },
  {
    "t": "0YVQKBNV2R",
    "n": "Skewness",
    "k": "concept",
    "m": [
      "62E10"
    ],
    "u": "/math2/wiki/skewness/"
  },
  {
    "t": "0YVRNEDSVG",
    "n": "Floor function",
    "k": "definition",
    "m": [
      "26A09"
    ],
    "u": "/math2/wiki/floor-function-definition/"
  },
  {
    "t": "0YVVN6R715",
    "n": "Homotopy invariance of line integrals of closed forms",
    "a": [
      "helmholtz-theorem-for-lamellar-fields"
    ],
    "k": "statement",
    "m": [
      "26B20"
    ],
    "u": "/math2/wiki/homotopy-invariance-of-line-integrals-of-closed-forms/"
  },
  {
    "t": "0YVVXT3A0B",
    "n": "Number of distinct prime factors",
    "a": [
      "little-omega-function"
    ],
    "k": "definition",
    "m": [
      "11A25"
    ],
    "u": "/math2/wiki/number-of-distinct-prime-factors-definition/"
  },
  {
    "t": "0YWDAZPRPQ",
    "n": "Decomposition of a permutation into disjoint cycles",
    "k": "statement",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/decomposition-of-a-permutation-into-disjoint-cycles/"
  },
  {
    "t": "0YWZJEABB2",
    "n": "Catalan numbers",
    "k": "concept",
    "m": [
      "05A15"
    ],
    "u": "/math2/wiki/catalan-numbers/"
  },
  {
    "t": "0YXEHVA93R",
    "n": "Tangent plane to a graph",
    "k": "definition",
    "m": [
      "26B05"
    ],
    "u": "/math2/wiki/tangent-plane-to-a-graph-definition/"
  },
  {
    "t": "0YXEQWRGP0",
    "n": "Choice function",
    "k": "definition",
    "m": [
      "03E25"
    ],
    "u": "/math2/wiki/choice-function-definition/"
  },
  {
    "t": "0YY06KP3ZQ",
    "n": "Quadratic reciprocity for the Jacobi symbol",
    "k": "statement",
    "m": [
      "11A15"
    ],
    "u": "/math2/wiki/quadratic-reciprocity-for-the-jacobi-symbol/"
  },
  {
    "t": "0YY8VX28JR",
    "n": "Moore–Penrose inverse",
    "a": [
      "pseudoinverse"
    ],
    "k": "concept",
    "m": [
      "15A09"
    ],
    "u": "/math2/wiki/moore-penrose-inverse/"
  },
  {
    "t": "0YYMY95FWS",
    "n": "Matrix of a linear map",
    "k": "definition",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/matrix-of-a-linear-map-definition/"
  },
  {
    "t": "0YYT36R4YD",
    "n": "Conformal map",
    "a": [
      "conformal-mapping",
      "angle-preserving-map"
    ],
    "k": "concept",
    "m": [
      "30C35"
    ],
    "u": "/math2/wiki/conformal-map/"
  },
  {
    "t": "0YYWCNTPWR",
    "n": "Quotient group",
    "k": "definition",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/quotient-group-definition/"
  },
  {
    "t": "0YZ3T5Q7XN",
    "n": "Determinant as a group homomorphism",
    "k": "example",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/determinant-as-a-group-homomorphism/"
  },
  {
    "t": "0YZXNE3HFR",
    "n": "Mercator series",
    "k": "statement",
    "m": [
      "30B10",
      "33B10"
    ],
    "u": "/math2/wiki/mercator-series/"
  },
  {
    "t": "0Z05VCBQ7Y",
    "n": "Cycle",
    "k": "concept",
    "m": [
      "05C38"
    ],
    "u": "/math2/wiki/cycle/"
  },
  {
    "t": "0Z0NE3J6JX",
    "n": "Pell's equation",
    "k": "concept",
    "m": [
      "11D09"
    ],
    "u": "/math2/wiki/pells-equation/"
  },
  {
    "t": "0Z1G2F8DGY",
    "n": "Power series of complex cosine",
    "a": [
      "taylor-series-of-cosine"
    ],
    "k": "statement",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/power-series-of-complex-cosine/"
  },
  {
    "t": "0Z1Y7JHGBR",
    "n": "Diffeomorphism",
    "k": "definition",
    "m": [
      "58C25"
    ],
    "u": "/math2/wiki/diffeomorphism-definition/"
  },
  {
    "t": "0Z22VQH17V",
    "n": "Stirling numbers of the first kind",
    "k": "definition",
    "m": [
      "11B73"
    ],
    "u": "/math2/wiki/stirling-numbers-of-the-first-kind-definition/"
  },
  {
    "t": "0Z2P41SVDP",
    "n": "Separable space",
    "k": "concept",
    "m": [
      "54D65"
    ],
    "u": "/math2/wiki/separable-space/"
  },
  {
    "t": "0Z367CGNRM",
    "n": "Minimum spanning tree",
    "k": "definition",
    "m": [
      "05C05"
    ],
    "u": "/math2/wiki/minimum-spanning-tree-definition/"
  },
  {
    "t": "0Z3FEWZ8HA",
    "n": "Diagonalisation of a quadratic form",
    "k": "statement",
    "m": [
      "11E04",
      "15A63"
    ],
    "u": "/math2/wiki/diagonalisation-of-a-quadratic-form/"
  },
  {
    "t": "0Z3GDY89T5",
    "n": "Decomposition into generalised eigenspaces",
    "k": "statement",
    "m": [
      "15A18",
      "15A21"
    ],
    "u": "/math2/wiki/decomposition-into-generalised-eigenspaces/"
  },
  {
    "t": "0Z3YKRQZ48",
    "n": "Linear first-order equation",
    "k": "definition",
    "m": [
      "34A30"
    ],
    "u": "/math2/wiki/linear-first-order-equation-definition/"
  },
  {
    "t": "0Z409N8RDG",
    "n": "Intermediate field",
    "k": "concept",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/intermediate-field/"
  },
  {
    "t": "0Z41C17TGP",
    "n": "A function with nonnegative second derivative is convex",
    "k": "statement",
    "m": [
      "26A51"
    ],
    "u": "/math2/wiki/a-function-with-nonnegative-second-derivative-is-convex/"
  },
  {
    "t": "0Z424HK8CQ",
    "n": "Kernel of a homomorphism",
    "a": [
      "kernel-of-a-group-homomorphism"
    ],
    "k": "definition",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/kernel-of-a-homomorphism-definition/"
  },
  {
    "t": "0Z47M1B2VS",
    "n": "Burnside's lemma",
    "a": [
      "orbit-counting-theorem",
      "cauchy-frobenius-lemma"
    ],
    "k": "statement",
    "m": [
      "20B05",
      "05E18"
    ],
    "u": "/math2/wiki/burnsides-lemma/"
  },
  {
    "t": "0Z49NTR1DZ",
    "n": "Symmetric difference",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/symmetric-difference-definition/"
  },
  {
    "t": "0Z49YH6ZWY",
    "n": "Taylor series",
    "k": "concept",
    "m": [
      "41A58"
    ],
    "u": "/math2/wiki/taylor-series/"
  },
  {
    "t": "0Z4BWARC38",
    "n": "Determinant of the identity matrix",
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/determinant-of-the-identity-matrix/"
  },
  {
    "t": "0Z4V98VN5E",
    "n": "Proper metric space",
    "k": "definition",
    "m": [
      "54E45"
    ],
    "u": "/math2/wiki/proper-metric-space-definition/"
  },
  {
    "t": "0Z57EC6YX3",
    "n": "Product topology",
    "k": "definition",
    "m": [
      "54B10"
    ],
    "u": "/math2/wiki/product-topology-definition/"
  },
  {
    "t": "0Z5905Q73D",
    "n": "Alternating group",
    "k": "concept",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/alternating-group/"
  },
  {
    "t": "0Z5R9TVWQH",
    "n": "Interval of convergence",
    "k": "definition",
    "m": [
      "30B10"
    ],
    "u": "/math2/wiki/interval-of-convergence-definition/"
  },
  {
    "t": "0Z7HDDXX3X",
    "n": "Greatest element",
    "k": "definition",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/greatest-element-definition/"
  },
  {
    "t": "0Z83DHFMYM",
    "n": "Computing the inverse by row reduction",
    "k": "concept",
    "m": [
      "15A09",
      "65F05"
    ],
    "u": "/math2/wiki/computing-the-inverse-by-row-reduction/"
  },
  {
    "t": "0Z87BHAFTB",
    "n": "Matching",
    "k": "definition",
    "m": [
      "05C70"
    ],
    "u": "/math2/wiki/matching-definition/"
  },
  {
    "t": "0Z8ATBPM5W",
    "n": "The complex conjugate is not holomorphic",
    "a": [
      "z-conjugate-is-not-holomorphic"
    ],
    "k": "counterexample",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/the-complex-conjugate-is-not-holomorphic/"
  },
  {
    "t": "0Z8CSYVHDJ",
    "n": "Local homeomorphism from the inverse function theorem",
    "a": [
      "invertible-derivative-implies-local-homeomorphism"
    ],
    "k": "statement",
    "m": [
      "26B10"
    ],
    "u": "/math2/wiki/local-homeomorphism-from-the-inverse-function-theorem/"
  },
  {
    "t": "0Z8FM54P86",
    "n": "Countable union of countable sets is countable",
    "k": "statement",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/countable-union-of-countable-sets-is-countable/"
  },
  {
    "t": "0Z8PSSAVBA",
    "n": "Probability-generating function",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/probability-generating-function-definition/"
  },
  {
    "t": "0Z962ECCXR",
    "n": "Trial division",
    "k": "concept",
    "m": [
      "11Y05"
    ],
    "u": "/math2/wiki/trial-division/"
  },
  {
    "t": "0Z9JB71BS0",
    "n": "Constant multiple rule",
    "k": "statement",
    "m": [
      "26A24"
    ],
    "u": "/math2/wiki/constant-multiple-rule/"
  },
  {
    "t": "0Z9N1ER0W0",
    "n": "Dimension of the space of linear maps",
    "k": "statement",
    "m": [
      "15A03",
      "15A04"
    ],
    "u": "/math2/wiki/dimension-of-the-space-of-linear-maps/"
  },
  {
    "t": "0ZA4AX4MW3",
    "n": "Cauchy criterion for sequences",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/cauchy-criterion-for-sequences/"
  },
  {
    "t": "0ZAF9KHDDF",
    "n": "Greatest common divisor in an integral domain",
    "k": "concept",
    "m": [
      "13A05"
    ],
    "u": "/math2/wiki/greatest-common-divisor-in-an-integral-domain/"
  },
  {
    "t": "0ZAZZ34WQS",
    "n": "Memorylessness",
    "a": [
      "memoryless-property",
      "lack-of-memory"
    ],
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/memorylessness/"
  },
  {
    "t": "0ZB2JG1M9C",
    "n": "Nilpotent element",
    "k": "concept",
    "m": [
      "16N40"
    ],
    "u": "/math2/wiki/nilpotent-element/"
  },
  {
    "t": "0ZB3M68NYQ",
    "n": "Pairwise independence",
    "a": [
      "pairwise-independent"
    ],
    "k": "concept",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/pairwise-independence/"
  },
  {
    "t": "0ZB7J071WQ",
    "n": "A complex number times its conjugate",
    "k": "statement",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/a-complex-number-times-its-conjugate/"
  },
  {
    "t": "0ZB84QCDKR",
    "n": "Bernoulli equation",
    "k": "definition",
    "m": [
      "34A34"
    ],
    "u": "/math2/wiki/bernoulli-equation-definition/"
  },
  {
    "t": "0ZC78099PA",
    "n": "Gradient points in the direction of steepest ascent",
    "k": "statement",
    "m": [
      "26B12"
    ],
    "u": "/math2/wiki/gradient-points-in-the-direction-of-steepest-ascent/"
  },
  {
    "t": "0ZC7FYE0NZ",
    "n": "Orbits partition the set",
    "k": "statement",
    "m": [
      "20B05"
    ],
    "u": "/math2/wiki/orbits-partition-the-set/"
  },
  {
    "t": "0ZC9YTXZRY",
    "n": "Rank of a matrix",
    "k": "concept",
    "m": [
      "15A03"
    ],
    "u": "/math2/wiki/rank-of-a-matrix/"
  },
  {
    "t": "0ZCAXY9563",
    "n": "Ascending chain condition",
    "k": "definition",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/ascending-chain-condition-definition/"
  },
  {
    "t": "0ZCK8DQYN1",
    "n": "Closed set",
    "k": "concept",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/closed-set/"
  },
  {
    "t": "0ZCSMYHTBP",
    "n": "Jacobian determinant",
    "a": [
      "jacobian-of-a-map"
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    "m": [
      "26B10"
    ],
    "u": "/math2/wiki/jacobian-determinant/"
  },
  {
    "t": "0ZCWPNZTQ3",
    "n": "Companion matrix",
    "k": "concept",
    "m": [
      "15A21"
    ],
    "u": "/math2/wiki/companion-matrix/"
  },
  {
    "t": "0ZCY0Z80B6",
    "n": "Neighbourhood",
    "k": "concept",
    "m": [
      "05C07"
    ],
    "u": "/math2/wiki/neighbourhood/"
  },
  {
    "t": "0ZCZK72B45",
    "n": "Tangent vector of a curve",
    "a": [
      "velocity-vector"
    ],
    "k": "concept",
    "m": [
      "53A04"
    ],
    "u": "/math2/wiki/tangent-vector-of-a-curve/"
  },
  {
    "t": "0ZD2CF6ZS0",
    "n": "Dual basis",
    "k": "concept",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/dual-basis/"
  },
  {
    "t": "0ZDDNBQSC4",
    "n": "Angle at a point",
    "k": "definition",
    "m": [
      "51M05"
    ],
    "u": "/math2/wiki/angle-at-a-point-definition/"
  },
  {
    "t": "0ZDW0H0VX4",
    "n": "Exponent of a group",
    "k": "concept",
    "m": [
      "20F50"
    ],
    "u": "/math2/wiki/exponent-of-a-group/"
  },
  {
    "t": "0ZEHZY85E6",
    "n": "Angle between two vectors",
    "k": "concept",
    "m": [
      "51N20"
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    "u": "/math2/wiki/angle-between-two-vectors/"
  },
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    "t": "0ZEPNS9BXK",
    "n": "g to the order of the group is the identity",
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    ],
    "k": "statement",
    "m": [
      "20D60"
    ],
    "u": "/math2/wiki/g-to-the-order-of-the-group-is-the-identity/"
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    "t": "0ZERJX6PH6",
    "n": "Universal property of the quotient space",
    "k": "statement",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/universal-property-of-the-quotient-space/"
  },
  {
    "t": "0ZET0ZH16W",
    "n": "Median of a triangle",
    "k": "definition",
    "m": [
      "51M04"
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    "u": "/math2/wiki/median-of-a-triangle-definition/"
  },
  {
    "t": "0ZFZ8ZG3EN",
    "n": "Minimum degree",
    "k": "concept",
    "m": [
      "05C07"
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    "u": "/math2/wiki/minimum-degree/"
  },
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    "t": "0ZG1PNEP35",
    "n": "Homothety",
    "a": [
      "dilation",
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    ],
    "k": "concept",
    "m": [
      "51N10"
    ],
    "u": "/math2/wiki/homothety/"
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  {
    "t": "0ZG3Z5JZ85",
    "n": "Symmetry group",
    "k": "concept",
    "m": [
      "20B25"
    ],
    "u": "/math2/wiki/symmetry-group/"
  },
  {
    "t": "0ZG61TFBES",
    "n": "Countable set",
    "k": "definition",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/countable-set-definition/"
  },
  {
    "t": "0ZG9QF40HE",
    "n": "Parametrised surface",
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    ],
    "u": "/math2/wiki/parametrised-surface/"
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    "t": "0ZGC7ZESYN",
    "n": "Proposition",
    "k": "concept",
    "m": [
      "03B05"
    ],
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    "t": "0ZH5AJ2ED7",
    "n": "Baire space",
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    "m": [
      "54E52"
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    "u": "/math2/wiki/baire-space/"
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    "a": [
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    "m": [
      "03E10"
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    "u": "/math2/wiki/transfinite-induction/"
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    "t": "0ZHSTAG8ZY",
    "n": "Exterior derivative",
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    "m": [
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    "t": "0ZHWKQMVX5",
    "n": "Finite-dimensional vector space",
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    "m": [
      "15A03"
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  {
    "t": "0ZJ87ZZ8PK",
    "n": "Conditional independence",
    "k": "definition",
    "m": [
      "60A05"
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  },
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    "t": "0ZJM9D7NPS",
    "n": "Canonical isomorphism with the double dual",
    "k": "statement",
    "m": [
      "15A04"
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    "t": "0ZKPH2BD1T",
    "n": "Cycle notation",
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    "m": [
      "20B30"
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    "u": "/math2/wiki/cycle-notation/"
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  {
    "t": "0ZKZBJPG2J",
    "n": "Absorption law",
    "k": "statement",
    "m": [
      "06B05"
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    "u": "/math2/wiki/absorption-law/"
  },
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    "t": "0ZMT1GP4KM",
    "n": "Path-connected spaces are connected",
    "k": "statement",
    "m": [
      "54D05"
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    "u": "/math2/wiki/path-connected-spaces-are-connected/"
  },
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    "t": "0ZMY8441GW",
    "n": "Elementary symmetric polynomials",
    "k": "definition",
    "m": [
      "05E05"
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    "u": "/math2/wiki/elementary-symmetric-polynomials/"
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    "t": "0ZMYX7GMH0",
    "n": "First isomorphism theorem for rings",
    "k": "statement",
    "m": [
      "16D25"
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    "t": "0ZN07RQ3JS",
    "n": "Stirling numbers of the second kind",
    "k": "definition",
    "m": [
      "11B73"
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  },
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    "t": "0ZN2J42SK7",
    "n": "Determinant of a 2 by 2 matrix",
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/determinant-of-a-2-by-2-matrix/"
  },
  {
    "t": "0ZN39QDTP9",
    "n": "K(a) is isomorphic to K[x] modulo the minimal polynomial",
    "k": "statement",
    "m": [
      "12F05"
    ],
    "u": "/math2/wiki/k-a-is-isomorphic-to-k-x-modulo-the-minimal-polynomial/"
  },
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    "t": "0ZN9EZTEM6",
    "n": "Conditional probability distribution",
    "a": [
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      "60E05"
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    "t": "0ZND7NQ970",
    "n": "Eigenvalue",
    "k": "definition",
    "m": [
      "15A18"
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    "u": "/math2/wiki/eigenvalue-definition/"
  },
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    "t": "0ZNMMA9TF5",
    "n": "Intersection",
    "k": "concept",
    "m": [
      "03E20"
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    "u": "/math2/wiki/intersection/"
  },
  {
    "t": "0ZNSSK8ZK1",
    "n": "p-series test",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/p-series-test/"
  },
  {
    "t": "0ZNX6DQ3EJ",
    "n": "Implication",
    "k": "definition",
    "m": [
      "03B05"
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    "u": "/math2/wiki/implication-definition/"
  },
  {
    "t": "0ZNXZB4HNB",
    "n": "Power sum symmetric polynomial",
    "k": "concept",
    "m": [
      "05E05"
    ],
    "u": "/math2/wiki/power-sum-symmetric-polynomial/"
  },
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    "t": "0ZNZH0EXFX",
    "n": "Inverse element",
    "k": "concept",
    "m": [
      "08A02"
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    "u": "/math2/wiki/inverse-element/"
  },
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    "t": "0ZPB3180AY",
    "n": "Matrix of the dual map is the transpose",
    "k": "statement",
    "m": [
      "15A04"
    ],
    "u": "/math2/wiki/matrix-of-the-dual-map-is-the-transpose/"
  },
  {
    "t": "0ZPQHH37PF",
    "n": "Grönwall bound",
    "k": "concept",
    "m": [
      "34A40"
    ],
    "u": "/math2/wiki/gronwall-bound/"
  },
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    "t": "0ZPV68RN1X",
    "n": "Recursively defined sequence",
    "k": "concept",
    "m": [
      "11B37"
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    "u": "/math2/wiki/recursively-defined-sequence/"
  },
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    "t": "0ZQJ7KEFQ5",
    "n": "Tower law for indices",
    "a": [
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    ],
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/tower-law-for-indices/"
  },
  {
    "t": "0ZS54B9GJF",
    "n": "The logarithm is strictly concave",
    "k": "statement",
    "m": [
      "26A51"
    ],
    "u": "/math2/wiki/the-logarithm-is-strictly-concave/"
  },
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    "t": "0ZT24EC90K",
    "n": "Central moment",
    "k": "definition",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/central-moment-definition/"
  },
  {
    "t": "0ZTEH055YF",
    "n": "Operator norm",
    "k": "definition",
    "m": [
      "47A30"
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    "u": "/math2/wiki/operator-norm-definition/"
  },
  {
    "t": "0ZTGMDNVTB",
    "n": "Intersection of subgroups is a subgroup",
    "k": "statement",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/intersection-of-subgroups-is-a-subgroup/"
  },
  {
    "t": "0ZTKJJDGR7",
    "n": "Zero matrix",
    "k": "object",
    "m": [
      "15A99"
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    "u": "/math2/wiki/zero-matrix/"
  },
  {
    "t": "0ZV14XRNF0",
    "n": "Closed and exact forms",
    "k": "concept",
    "m": [
      "58A12"
    ],
    "u": "/math2/wiki/closed-and-exact-forms/"
  },
  {
    "t": "0ZV2YKKZ58",
    "n": "Solution of a linear recurrence",
    "k": "definition",
    "m": [
      "39A06"
    ],
    "u": "/math2/wiki/solution-of-a-linear-recurrence-definition/"
  },
  {
    "t": "0ZV9A7EV0F",
    "n": "Complex power",
    "k": "definition",
    "m": [
      "33B10"
    ],
    "u": "/math2/wiki/complex-power-definition/"
  },
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    "t": "0ZVEAYVRC3",
    "n": "Law of large numbers",
    "a": [
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    "k": "concept",
    "m": [
      "60F05",
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    ],
    "u": "/math2/wiki/law-of-large-numbers/"
  },
  {
    "t": "0ZVHXDSZC7",
    "n": "Quotient set",
    "k": "definition",
    "m": [
      "03E20"
    ],
    "u": "/math2/wiki/quotient-set-definition/"
  },
  {
    "t": "0ZVQKTRKVQ",
    "n": "Bipartite graph",
    "k": "concept",
    "m": [
      "05C75"
    ],
    "u": "/math2/wiki/bipartite-graph/"
  },
  {
    "t": "0ZXJ2455NJ",
    "n": "Uniqueness of limits",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/uniqueness-of-limits/"
  },
  {
    "t": "0ZXSF2YQV2",
    "n": "Isometric isomorphism",
    "a": [
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      "bijective-isometry"
    ],
    "k": "concept",
    "m": [
      "54E40"
    ],
    "u": "/math2/wiki/isometric-isomorphism/"
  },
  {
    "t": "0ZXW95S44M",
    "n": "Second supplement to quadratic reciprocity",
    "k": "statement",
    "m": [
      "11A15"
    ],
    "u": "/math2/wiki/second-supplement-to-quadratic-reciprocity/"
  },
  {
    "t": "0ZXZ82FTX2",
    "n": "Finite field",
    "k": "concept",
    "m": [
      "12E20"
    ],
    "u": "/math2/wiki/finite-field/"
  },
  {
    "t": "0ZY9DX8FBF",
    "n": "Probability density function",
    "a": [
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      "density"
    ],
    "k": "concept",
    "m": [
      "60E05"
    ],
    "u": "/math2/wiki/probability-density-function/"
  },
  {
    "t": "0ZYBZ34RT2",
    "n": "Probability space",
    "k": "definition",
    "m": [
      "60A05"
    ],
    "u": "/math2/wiki/probability-space-definition/"
  },
  {
    "t": "0ZZ4RHTR9X",
    "n": "Taylor polynomial",
    "k": "concept",
    "m": [
      "41A58"
    ],
    "u": "/math2/wiki/taylor-polynomial/"
  },
  {
    "t": "0ZZ7ZYDR8W",
    "n": "Meromorphic function",
    "a": [
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    ],
    "k": "concept",
    "m": [
      "30D30"
    ],
    "u": "/math2/wiki/meromorphic-function/"
  },
  {
    "t": "0ZZQ2E1MTE",
    "n": "Determinant of a transpose",
    "k": "statement",
    "m": [
      "15A15"
    ],
    "u": "/math2/wiki/determinant-of-a-transpose/"
  },
  {
    "t": "0ZZR8D7Y1Z",
    "n": "Subnormal series",
    "k": "concept",
    "m": [
      "20E15"
    ],
    "u": "/math2/wiki/subnormal-series/"
  },
  {
    "t": "0ZZRSX91QR",
    "n": "Argument of a complex number",
    "k": "definition",
    "m": [
      "30A99"
    ],
    "u": "/math2/wiki/argument-of-a-complex-number-definition/"
  },
  {
    "t": "0ZZXSBTR4J",
    "n": "Rank of a linear map",
    "k": "concept",
    "m": [
      "15A03",
      "15A04"
    ],
    "u": "/math2/wiki/rank-of-a-linear-map/"
  },
  {
    "t": "101H2VSX2R",
    "n": "Sendov's conjecture",
    "k": "conjecture",
    "m": [
      "30C15",
      "30C10"
    ],
    "u": "/math2/wiki/sendovs-conjecture/"
  },
  {
    "t": "105G7PWKS1",
    "n": "Function with no Laplace transform",
    "k": "counterexample",
    "m": [
      "44A10"
    ],
    "u": "/math2/wiki/function-with-no-laplace-transform/"
  },
  {
    "t": "10B1TS96VA",
    "n": "Morse–Smale system",
    "k": "definition",
    "m": [
      "37D15"
    ],
    "u": "/math2/wiki/morse-smale-system-definition/"
  },
  {
    "t": "10CQ5007PH",
    "n": "Cotton tensor",
    "k": "concept",
    "m": [
      "53C18",
      "53B20"
    ],
    "u": "/math2/wiki/cotton-tensor/"
  },
  {
    "t": "10FGGCQ6TS",
    "n": "Power iteration",
    "k": "definition",
    "m": [
      "65F15",
      "15A18"
    ],
    "u": "/math2/wiki/power-iteration-definition/"
  },
  {
    "t": "10HFW1GRV2",
    "n": "Doob's upcrossing inequality",
    "k": "statement",
    "m": [
      "60G42"
    ],
    "u": "/math2/wiki/doobs-upcrossing-inequality/"
  },
  {
    "t": "10P0C0Y5V0",
    "n": "Completely normal space",
    "k": "definition",
    "m": [
      "54D15"
    ],
    "u": "/math2/wiki/completely-normal-space-definition/"
  },
  {
    "t": "10TJ890QK0",
    "n": "Quotient algebra",
    "k": "definition",
    "m": [
      "08A30"
    ],
    "u": "/math2/wiki/quotient-algebra-definition/"
  },
  {
    "t": "10WTA1QZXD",
    "n": "Fractional factorial design",
    "k": "definition",
    "m": [
      "62K15"
    ],
    "u": "/math2/wiki/fractional-factorial-design-definition/"
  },
  {
    "t": "114KYR2JGP",
    "n": "Median algebra",
    "k": "definition",
    "m": [
      "06D99",
      "08A99",
      "05C12"
    ],
    "u": "/math2/wiki/median-algebra-definition/"
  },
  {
    "t": "116TPXR5FS",
    "n": "Smooth dynamical system",
    "k": "concept",
    "m": [
      "37C05",
      "37C10"
    ],
    "u": "/math2/wiki/smooth-dynamical-system/"
  },
  {
    "t": "119J1Q1MG9",
    "n": "Stationary phase approximation",
    "k": "statement",
    "m": [
      "41A60",
      "42B20"
    ],
    "u": "/math2/wiki/stationary-phase-approximation/"
  },
  {
    "t": "11FFYBNF0E",
    "n": "Homotopy lifting for covering maps",
    "k": "statement",
    "m": [
      "57M10",
      "55R05"
    ],
    "u": "/math2/wiki/homotopy-lifting-for-covering-maps/"
  },
  {
    "t": "11GMR0F2Q8",
    "n": "Rigged Hilbert space",
    "k": "definition",
    "m": [
      "46C99",
      "46A11",
      "81Q10"
    ],
    "u": "/math2/wiki/rigged-hilbert-space-definition/"
  },
  {
    "t": "11KYREAH1J",
    "n": "Free probability",
    "k": "concept",
    "m": [
      "46L54",
      "46L53"
    ],
    "u": "/math2/wiki/free-probability/"
  },
  {
    "t": "11MVWQ5R31",
    "n": "Graph of groups",
    "k": "definition",
    "m": [
      "20E08",
      "20E06"
    ],
    "u": "/math2/wiki/graph-of-groups-definition/"
  },
  {
    "t": "11MYA5W3KT",
    "n": "Willmore conjecture",
    "k": "statement",
    "m": [
      "53A10",
      "53C42",
      "49Q05"
    ],
    "u": "/math2/wiki/willmore-conjecture/"
  },
  {
    "t": "11N1AXSXYK",
    "n": "Expectation–maximization algorithm",
    "k": "concept",
    "m": [
      "62F10",
      "65C60"
    ],
    "u": "/math2/wiki/expectation-maximization-algorithm/"
  },
  {
    "t": "11PJJQRECB",
    "n": "Relative CW complex",
    "k": "definition",
    "m": [
      "57Q05",
      "55U10"
    ],
    "u": "/math2/wiki/relative-cw-complex-definition/"
  },
  {
    "t": "11VC51YHQJ",
    "n": "Weierstrass factorization theorem",
    "k": "statement",
    "m": [
      "30D20",
      "30D10"
    ],
    "u": "/math2/wiki/weierstrass-factorization-theorem/"
  },
  {
    "t": "11YRFWD951",
    "n": "Partial autocorrelation function",
    "k": "concept",
    "m": [
      "62M10"
    ],
    "u": "/math2/wiki/partial-autocorrelation-function/"
  },
  {
    "t": "125Z033VCQ",
    "n": "Auslander–Reiten quiver",
    "k": "concept",
    "m": [
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    "t": "1BHMWWH55N",
    "n": "Sumudu transform",
    "k": "concept",
    "m": [
      "44A10",
      "44A15"
    ],
    "u": "/math2/wiki/sumudu-transform/"
  },
  {
    "t": "1BK2B286W3",
    "n": "Integral of a Hopf algebra",
    "k": "definition",
    "m": [
      "16T05"
    ],
    "u": "/math2/wiki/integral-of-a-hopf-algebra-definition/"
  },
  {
    "t": "1BK7TC6PW9",
    "n": "Exponential integral",
    "k": "definition",
    "m": [
      "33B20",
      "33E20"
    ],
    "u": "/math2/wiki/exponential-integral-definition/"
  },
  {
    "t": "1BKVNEHX96",
    "n": "Differential inclusion",
    "k": "definition",
    "m": [
      "34A60",
      "49J21"
    ],
    "u": "/math2/wiki/differential-inclusion-definition/"
  },
  {
    "t": "1BXEJXQ2YT",
    "n": "Banach–Alaoglu theorem",
    "k": "statement",
    "m": [
      "46A50",
      "46A20",
      "46B10"
    ],
    "u": "/math2/wiki/banach-alaoglu-theorem/"
  },
  {
    "t": "1C28287S75",
    "n": "Knot concordance",
    "k": "concept",
    "m": [
      "57K10",
      "57K40"
    ],
    "u": "/math2/wiki/knot-concordance/"
  },
  {
    "t": "1C2TEAKJHJ",
    "n": "Parry measure",
    "k": "concept",
    "m": [
      "37B10",
      "37A35"
    ],
    "u": "/math2/wiki/parry-measure/"
  },
  {
    "t": "1C7TKGTB2F",
    "n": "Graded poset",
    "k": "concept",
    "m": [
      "06A07"
    ],
    "u": "/math2/wiki/graded-poset/"
  },
  {
    "t": "1CA6GZG0R6",
    "n": "Tate cohomology",
    "k": "concept",
    "m": [
      "20J06",
      "11R34"
    ],
    "u": "/math2/wiki/tate-cohomology/"
  },
  {
    "t": "1CBZA8MQJW",
    "n": "Ramanujan theta function",
    "k": "concept",
    "m": [
      "11F27",
      "33D15"
    ],
    "u": "/math2/wiki/ramanujan-theta-function/"
  },
  {
    "t": "1CCTH8X2FT",
    "n": "Parabolic partial differential equation",
    "k": "concept",
    "m": [
      "35K10",
      "35K25"
    ],
    "u": "/math2/wiki/parabolic-partial-differential-equation/"
  },
  {
    "t": "1CF72TCVD2",
    "n": "Graph of an operator",
    "k": "definition",
    "m": [
      "47A05"
    ],
    "u": "/math2/wiki/graph-of-an-operator-definition/"
  },
  {
    "t": "1CPF7SWQ3S",
    "n": "Wilson polynomials",
    "k": "concept",
    "m": [
      "33C45",
      "42C05"
    ],
    "u": "/math2/wiki/wilson-polynomials/"
  },
  {
    "t": "1CPW6AG86Y",
    "n": "Homogeneous space",
    "k": "definition",
    "m": [
      "14M17",
      "14L30"
    ],
    "u": "/math2/wiki/homogeneous-space-definition/"
  },
  {
    "t": "1CRA2F3TY7",
    "n": "Kernel of an integral equation",
    "k": "definition",
    "m": [
      "45A05",
      "45P05"
    ],
    "u": "/math2/wiki/kernel-of-an-integral-equation-definition/"
  },
  {
    "t": "1CS00CEAEH",
    "n": "Algebraic curve",
    "k": "definition",
    "m": [
      "14H99"
    ],
    "u": "/math2/wiki/algebraic-curve-definition/"
  },
  {
    "t": "1CW7Q8QH3N",
    "n": "Heaviside expansion theorem",
    "k": "statement",
    "m": [
      "44A10",
      "44A45"
    ],
    "u": "/math2/wiki/heaviside-expansion-theorem/"
  },
  {
    "t": "1D541B576S",
    "n": "Park's conjecture",
    "k": "conjecture",
    "m": [
      "08B05",
      "08B26"
    ],
    "u": "/math2/wiki/parks-conjecture/"
  },
  {
    "t": "1D5VDZYJ20",
    "n": "Function having a given Mellin transform",
    "k": "concept",
    "m": [
      "44A15"
    ],
    "u": "/math2/wiki/function-having-a-given-mellin-transform/"
  },
  {
    "t": "1D99CSKX6N",
    "n": "Dirichlet's unit theorem",
    "k": "statement",
    "m": [
      "11R27"
    ],
    "u": "/math2/wiki/dirichlets-unit-theorem/"
  },
  {
    "t": "1DBC9FYF7M",
    "n": "Martin kernel",
    "k": "concept",
    "m": [
      "31C35",
      "31B05"
    ],
    "u": "/math2/wiki/martin-kernel/"
  },
  {
    "t": "1DDYB6VVSR",
    "n": "Real projective space",
    "k": "object",
    "m": [
      "57N99",
      "51N15"
    ],
    "u": "/math2/wiki/real-projective-space/"
  },
  {
    "t": "1DFG72YV3N",
    "n": "Nonlinear Volterra equation",
    "k": "definition",
    "m": [
      "45D05",
      "45G10"
    ],
    "u": "/math2/wiki/nonlinear-volterra-equation-definition/"
  },
  {
    "t": "1DHZ81S0YE",
    "n": "Krylov–Bogolyubov theorem",
    "k": "statement",
    "m": [
      "37A05",
      "37C40",
      "28A33"
    ],
    "u": "/math2/wiki/krylov-bogolyubov-theorem/"
  },
  {
    "t": "1DKCNS63DH",
    "n": "Long line",
    "k": "counterexample",
    "m": [
      "54G20",
      "54F05",
      "57N99"
    ],
    "u": "/math2/wiki/long-line/"
  },
  {
    "t": "1DKFWGWHH5",
    "n": "Ind-completion",
    "k": "concept",
    "m": [
      "18A30",
      "18C35"
    ],
    "u": "/math2/wiki/ind-completion/"
  },
  {
    "t": "1DRW7JP962",
    "n": "Weak topology",
    "k": "definition",
    "m": [
      "46A20"
    ],
    "u": "/math2/wiki/weak-topology-definition/"
  },
  {
    "t": "1DSZV8QRS6",
    "n": "Translation surface",
    "k": "definition",
    "m": [
      "37E35",
      "30F30",
      "32G15"
    ],
    "u": "/math2/wiki/translation-surface-definition/"
  },
  {
    "t": "1DVRN1T2Z0",
    "n": "Ehrenfeucht–Fraïssé game",
    "k": "definition",
    "m": [
      "03C07",
      "03C13"
    ],
    "u": "/math2/wiki/ehrenfeucht-fraisse-game-definition/"
  },
  {
    "t": "1DZMT4S9FB",
    "n": "Fiber product of schemes",
    "k": "concept",
    "m": [
      "14A15",
      "18A30"
    ],
    "u": "/math2/wiki/fiber-product-of-schemes/"
  },
  {
    "t": "1E8QNK0Q92",
    "n": "Bernstein–von Mises theorem",
    "k": "statement",
    "m": [
      "62F15",
      "62F12"
    ],
    "u": "/math2/wiki/bernstein-von-mises-theorem/"
  },
  {
    "t": "1E8WCHSAE2",
    "n": "Horocycle",
    "k": "concept",
    "m": [
      "51M10",
      "53A35"
    ],
    "u": "/math2/wiki/horocycle/"
  },
  {
    "t": "1EC7VPHFAY",
    "n": "Malliavin calculus",
    "k": "concept",
    "m": [
      "60H07"
    ],
    "u": "/math2/wiki/malliavin-calculus/"
  },
  {
    "t": "1EG3DWPNZN",
    "n": "Error function",
    "k": "definition",
    "m": [
      "33B20",
      "60E05"
    ],
    "u": "/math2/wiki/error-function-definition/"
  },
  {
    "t": "1EHBR0VMH3",
    "n": "Busemann G-space",
    "k": "definition",
    "m": [
      "53C70",
      "51F99"
    ],
    "u": "/math2/wiki/busemann-g-space-definition/"
  },
  {
    "t": "1EHH63VNAD",
    "n": "Nevanlinna theory",
    "k": "concept",
    "m": [
      "30D35"
    ],
    "u": "/math2/wiki/nevanlinna-theory/"
  },
  {
    "t": "1EHN4KPSFS",
    "n": "Integral element",
    "k": "concept",
    "m": [
      "13B21"
    ],
    "u": "/math2/wiki/integral-element/"
  },
  {
    "t": "1EK3355WMC",
    "n": "Eckmann–Hilton duality",
    "k": "concept",
    "m": [
      "55P30"
    ],
    "u": "/math2/wiki/eckmann-hilton-duality/"
  },
  {
    "t": "1EQM0DJ4NC",
    "n": "Functional",
    "k": "concept",
    "m": [
      "49-XX",
      "46-XX"
    ],
    "u": "/math2/wiki/functional/"
  },
  {
    "t": "1EW58ZYR8Y",
    "n": "Hybrid system",
    "k": "concept",
    "m": [
      "34A38",
      "93C30"
    ],
    "u": "/math2/wiki/hybrid-system/"
  },
  {
    "t": "1F16G4V64X",
    "n": "Padé approximant",
    "k": "concept",
    "m": [
      "41A21",
      "30E10",
      "30B70"
    ],
    "u": "/math2/wiki/pade-approximant/"
  },
  {
    "t": "1F5YPVPRZV",
    "n": "Equivariant cohomology",
    "k": "definition",
    "m": [
      "55N91",
      "55N25"
    ],
    "u": "/math2/wiki/equivariant-cohomology-definition/"
  },
  {
    "t": "1F6SG980N5",
    "n": "Resistance form",
    "k": "definition",
    "m": [
      "31E05",
      "31C25",
      "28A80"
    ],
    "u": "/math2/wiki/resistance-form-definition/"
  },
  {
    "t": "1F7NV6AT2X",
    "n": "hp-FEM",
    "k": "definition",
    "m": [
      "65N30",
      "65N50"
    ],
    "u": "/math2/wiki/hp-fem-definition/"
  },
  {
    "t": "1F833GKJ9V",
    "n": "Grothendieck category",
    "k": "definition",
    "m": [
      "18E10"
    ],
    "u": "/math2/wiki/grothendieck-category-definition/"
  },
  {
    "t": "1FAF2VNA4G",
    "n": "CAT(k) space",
    "k": "concept",
    "m": [
      "53C23",
      "51F99"
    ],
    "u": "/math2/wiki/cat-k-space/"
  },
  {
    "t": "1FC0T0GCCX",
    "n": "Gauss's hypergeometric theorem",
    "k": "statement",
    "m": [
      "33C05",
      "33B15"
    ],
    "u": "/math2/wiki/gausss-hypergeometric-theorem/"
  },
  {
    "t": "1FFTQW1B1X",
    "n": "Tutte polynomial",
    "k": "definition",
    "m": [
      "05C31",
      "05B35"
    ],
    "u": "/math2/wiki/tutte-polynomial-definition/"
  },
  {
    "t": "1FMBCFJ7K1",
    "n": "Simpson's rule",
    "k": "definition",
    "m": [
      "65D32",
      "41A55",
      "65D30"
    ],
    "u": "/math2/wiki/simpsons-rule-definition/"
  },
  {
    "t": "1FSFX18D68",
    "n": "Herglotz–Riesz kernel",
    "k": "concept",
    "m": [
      "31A10",
      "30C40"
    ],
    "u": "/math2/wiki/herglotz-riesz-kernel/"
  },
  {
    "t": "1G0B73WPX8",
    "n": "Polynomial function",
    "k": "concept",
    "m": [
      "26C05"
    ],
    "u": "/math2/wiki/polynomial-function/"
  },
  {
    "t": "1G2ZRM270V",
    "n": "Arnold tongue",
    "k": "definition",
    "m": [
      "37E45",
      "37E10",
      "37G15"
    ],
    "u": "/math2/wiki/arnold-tongue-definition/"
  },
  {
    "t": "1GAXM9QDCQ",
    "n": "Approximate point spectrum",
    "k": "definition",
    "m": [
      "47A10"
    ],
    "u": "/math2/wiki/approximate-point-spectrum-definition/"
  },
  {
    "t": "1GHF4EKBXS",
    "n": "Spectrum",
    "k": "concept",
    "m": [
      "55P42"
    ],
    "u": "/math2/wiki/spectrum/"
  },
  {
    "t": "1GHQMBR7DE",
    "n": "Multiresolution analysis",
    "k": "concept",
    "m": [
      "42C40",
      "65T60"
    ],
    "u": "/math2/wiki/multiresolution-analysis/"
  },
  {
    "t": "1GJ6SRT6B7",
    "n": "Harmonic analysis on groups",
    "k": "definition",
    "m": [
      "43A65",
      "43A25",
      "22D10"
    ],
    "u": "/math2/wiki/harmonic-analysis-on-groups-definition/"
  },
  {
    "t": "1GMSWCHKHE",
    "n": "Spin(7)-manifold",
    "k": "concept",
    "m": [
      "53C29",
      "53C27",
      "53C38"
    ],
    "u": "/math2/wiki/spin-7-manifold/"
  },
  {
    "t": "1GNKQ7NBAG",
    "n": "Lipschitz domain",
    "k": "concept",
    "m": [
      "31B25",
      "35J25",
      "26B35"
    ],
    "u": "/math2/wiki/lipschitz-domain/"
  },
  {
    "t": "1GVF19KFAK",
    "n": "Enriques–Kodaira classification",
    "k": "statement",
    "m": [
      "14J10",
      "32J15"
    ],
    "u": "/math2/wiki/enriques-kodaira-classification/"
  },
  {
    "t": "1GYEDS227W",
    "n": "Model theory",
    "k": "definition",
    "m": [
      "03C07",
      "03C98"
    ],
    "u": "/math2/wiki/model-theory-definition/"
  },
  {
    "t": "1H5F1BP6XS",
    "n": "Non-Archimedean absolute value",
    "k": "concept",
    "m": [
      "12J25",
      "12J10"
    ],
    "u": "/math2/wiki/non-archimedean-absolute-value/"
  },
  {
    "t": "1H650VRZVT",
    "n": "Algebraic approach to constraint satisfaction",
    "k": "definition",
    "m": [
      "08A70",
      "68Q25"
    ],
    "u": "/math2/wiki/algebraic-approach-to-constraint-satisfaction-definition/"
  },
  {
    "t": "1H6R856P3C",
    "n": "Congruence subgroup",
    "k": "concept",
    "m": [
      "11F06",
      "20H05"
    ],
    "u": "/math2/wiki/congruence-subgroup/"
  },
  {
    "t": "1H8Z1WMG23",
    "n": "Permutation pattern",
    "k": "concept",
    "m": [
      "05A05",
      "05A15"
    ],
    "u": "/math2/wiki/permutation-pattern/"
  },
  {
    "t": "1H92CYA4ZC",
    "n": "Support function",
    "k": "concept",
    "m": [
      "52A20",
      "52A41"
    ],
    "u": "/math2/wiki/support-function/"
  },
  {
    "t": "1H9SFWHYEB",
    "n": "Incidence algebra",
    "k": "concept",
    "m": [
      "06A11",
      "16S99"
    ],
    "u": "/math2/wiki/incidence-algebra/"
  },
  {
    "t": "1HD3EK5392",
    "n": "Regular local rings are UFDs",
    "k": "statement",
    "m": [
      "13H05",
      "13F15"
    ],
    "u": "/math2/wiki/regular-local-rings-are-ufds/"
  },
  {
    "t": "1HDH716Z24",
    "n": "Universal bundle",
    "k": "concept",
    "m": [
      "55R15",
      "55R35"
    ],
    "u": "/math2/wiki/universal-bundle/"
  },
  {
    "t": "1HGGRS57KT",
    "n": "Boundary value problem",
    "k": "definition",
    "m": [
      "34B05",
      "34B15"
    ],
    "u": "/math2/wiki/boundary-value-problem-definition/"
  },
  {
    "t": "1HJF40J5AK",
    "n": "Hyperstructure",
    "k": "concept",
    "m": [
      "20N20",
      "08A99"
    ],
    "u": "/math2/wiki/hyperstructure/"
  },
  {
    "t": "1HK0VYWTV7",
    "n": "Logical consequence",
    "k": "concept",
    "m": [
      "03B05",
      "03B10"
    ],
    "u": "/math2/wiki/logical-consequence/"
  },
  {
    "t": "1HM7ZYMPD7",
    "n": "Monoid ring",
    "k": "concept",
    "m": [
      "16S36",
      "20M25",
      "16S34"
    ],
    "u": "/math2/wiki/monoid-ring/"
  },
  {
    "t": "1HR9NZM8B2",
    "n": "Telegrapher's equations",
    "k": "concept",
    "m": [
      "35L40",
      "35Q60",
      "35L05"
    ],
    "u": "/math2/wiki/telegraphers-equations/"
  },
  {
    "t": "1HRMT3DSX2",
    "n": "Octonions",
    "k": "object",
    "m": [
      "17A35",
      "17A75",
      "17D05"
    ],
    "u": "/math2/wiki/octonions/"
  },
  {
    "t": "1HS4RT7HK5",
    "n": "Random matrix",
    "k": "concept",
    "m": [
      "15B52",
      "60B20"
    ],
    "u": "/math2/wiki/random-matrix/"
  },
  {
    "t": "1HTSJ6A4D2",
    "n": "Evans's theorem on word problems",
    "k": "statement",
    "m": [
      "08A50",
      "08A55",
      "03D40"
    ],
    "u": "/math2/wiki/evanss-theorem-on-word-problems/"
  },
  {
    "t": "1HTW0F4ZZ7",
    "n": "Giroux correspondence",
    "k": "statement",
    "m": [
      "57K33",
      "53D10"
    ],
    "u": "/math2/wiki/giroux-correspondence/"
  },
  {
    "t": "1J16RVRHYS",
    "n": "Twelvefold way",
    "k": "concept",
    "m": [
      "05A15",
      "05A18",
      "05A17"
    ],
    "u": "/math2/wiki/twelvefold-way/"
  },
  {
    "t": "1J2KTGXB34",
    "n": "Feedback linearization",
    "k": "concept",
    "m": [
      "93B18",
      "93C10"
    ],
    "u": "/math2/wiki/feedback-linearization/"
  },
  {
    "t": "1J67Y01N4X",
    "n": "Positive-definite function on a group",
    "k": "definition",
    "m": [
      "43A35",
      "22D10"
    ],
    "u": "/math2/wiki/positive-definite-function-on-a-group-definition/"
  },
  {
    "t": "1J8TYT7C49",
    "n": "Mayer and Lagrange problems",
    "k": "problem",
    "m": [
      "49K15",
      "49J15"
    ],
    "u": "/math2/wiki/mayer-and-lagrange-problems/"
  },
  {
    "t": "1JAA21FHHQ",
    "n": "Fundamental strip of a Mellin transform",
    "k": "statement",
    "m": [
      "44A15"
    ],
    "u": "/math2/wiki/fundamental-strip-of-a-mellin-transform/"
  },
  {
    "t": "1JCQTY728A",
    "n": "Semifield",
    "k": "definition",
    "m": [
      "12K10",
      "17A35"
    ],
    "u": "/math2/wiki/semifield-definition/"
  },
  {
    "t": "1JD2FVGBM2",
    "n": "Arithmetical variety",
    "k": "definition",
    "m": [
      "08B05",
      "08B10"
    ],
    "u": "/math2/wiki/arithmetical-variety-definition/"
  },
  {
    "t": "1JFKTEQVRX",
    "n": "Cramér–Rao bound",
    "k": "statement",
    "m": [
      "62F10",
      "62B10"
    ],
    "u": "/math2/wiki/cramer-rao-bound/"
  },
  {
    "t": "1JG3HFWX3T",
    "n": "Singularity of a smooth map",
    "k": "concept",
    "m": [
      "58K05",
      "57R45",
      "58K15"
    ],
    "u": "/math2/wiki/singularity-of-a-smooth-map/"
  },
  {
    "t": "1JJCGNX240",
    "n": "Categorical theory",
    "k": "concept",
    "m": [
      "03C35"
    ],
    "u": "/math2/wiki/categorical-theory/"
  },
  {
    "t": "1JM66EN5R2",
    "n": "Elliptic cohomology",
    "k": "definition",
    "m": [
      "55N34",
      "55N22"
    ],
    "u": "/math2/wiki/elliptic-cohomology-definition/"
  },
  {
    "t": "1JNFB7XBDN",
    "n": "Collectively compact operator approximation",
    "k": "definition",
    "m": [
      "45L05",
      "47A58",
      "65R20"
    ],
    "u": "/math2/wiki/collectively-compact-operator-approximation-definition/"
  },
  {
    "t": "1JPGWFMAGK",
    "n": "Hopf bifurcation",
    "k": "definition",
    "m": [
      "34C23",
      "37G15"
    ],
    "u": "/math2/wiki/hopf-bifurcation-definition/"
  },
  {
    "t": "1JQX6HD8E5",
    "n": "Unramified morphism",
    "k": "concept",
    "m": [
      "14A15",
      "14E22"
    ],
    "u": "/math2/wiki/unramified-morphism/"
  },
  {
    "t": "1JV7093B4C",
    "n": "Non-negative least squares",
    "k": "problem",
    "m": [
      "65F20",
      "90C20",
      "65K05"
    ],
    "u": "/math2/wiki/non-negative-least-squares/"
  },
  {
    "t": "1JXFTBBK6D",
    "n": "Fourier transform on Schwartz space",
    "k": "statement",
    "m": [
      "42B10",
      "46F05"
    ],
    "u": "/math2/wiki/fourier-transform-on-schwartz-space/"
  },
  {
    "t": "1K31QJNYNF",
    "n": "Handle decomposition",
    "k": "definition",
    "m": [
      "57R65",
      "57N99"
    ],
    "u": "/math2/wiki/handle-decomposition-definition/"
  },
  {
    "t": "1K829SJG3K",
    "n": "Sheffer function",
    "k": "concept",
    "m": [
      "08A40",
      "06E30",
      "03B50"
    ],
    "u": "/math2/wiki/sheffer-function/"
  },
  {
    "t": "1K8Y6BP097",
    "n": "Transcritical bifurcation",
    "k": "definition",
    "m": [
      "34C23",
      "37G10"
    ],
    "u": "/math2/wiki/transcritical-bifurcation-definition/"
  },
  {
    "t": "1KPAEFMPZB",
    "n": "Kuranishi structure",
    "k": "definition",
    "m": [
      "53D45",
      "58D27",
      "57R18"
    ],
    "u": "/math2/wiki/kuranishi-structure-definition/"
  },
  {
    "t": "1M4MVM5CAS",
    "n": "Proximity space",
    "k": "definition",
    "m": [
      "54E05"
    ],
    "u": "/math2/wiki/proximity-space-definition/"
  },
  {
    "t": "1MDT9BF81H",
    "n": "Cylindric algebra",
    "k": "concept",
    "m": [
      "03G15"
    ],
    "u": "/math2/wiki/cylindric-algebra/"
  },
  {
    "t": "1MF0TVHDZD",
    "n": "Free Boolean algebra",
    "k": "concept",
    "m": [
      "06E05",
      "03G05"
    ],
    "u": "/math2/wiki/free-boolean-algebra/"
  },
  {
    "t": "1MGMQX43B8",
    "n": "Hilbert system",
    "k": "concept",
    "m": [
      "03B05",
      "03F03"
    ],
    "u": "/math2/wiki/hilbert-system/"
  },
  {
    "t": "1MJW4YPQW6",
    "n": "Serre subcategory",
    "k": "definition",
    "m": [
      "18E35",
      "18E10"
    ],
    "u": "/math2/wiki/serre-subcategory-definition/"
  },
  {
    "t": "1N2GCJ3JWT",
    "n": "Bernstein–Bézier form",
    "k": "definition",
    "m": [
      "41A10",
      "65D17",
      "41A15"
    ],
    "u": "/math2/wiki/bernstein-bezier-form-definition/"
  },
  {
    "t": "1N5D4PN92W",
    "n": "Airy function",
    "k": "concept",
    "m": [
      "33C10",
      "34B30"
    ],
    "u": "/math2/wiki/airy-function/"
  },
  {
    "t": "1N7TZCPBF0",
    "n": "Abstract Volterra equation",
    "k": "concept",
    "m": [
      "45N05",
      "45D05",
      "47D06"
    ],
    "u": "/math2/wiki/abstract-volterra-equation/"
  },
  {
    "t": "1NBACAEC2V",
    "n": "Finite morphism of rings",
    "k": "concept",
    "m": [
      "13B10",
      "13B21"
    ],
    "u": "/math2/wiki/finite-morphism-of-rings/"
  },
  {
    "t": "1NC789DATR",
    "n": "Base change theorems",
    "k": "statement",
    "m": [
      "14F06",
      "14D06"
    ],
    "u": "/math2/wiki/base-change-theorems/"
  },
  {
    "t": "1NDRD8BHFG",
    "n": "Homotopy limit",
    "k": "concept",
    "m": [
      "18N40",
      "55U35",
      "55P65"
    ],
    "u": "/math2/wiki/homotopy-limit/"
  },
  {
    "t": "1NF8T07H9X",
    "n": "Poincaré's theorem that the ball and polydisc are not biholomorphic",
    "k": "statement",
    "m": [
      "32H02",
      "32M15"
    ],
    "u": "/math2/wiki/poincares-theorem-that-the-ball-and-polydisc-are-not-biholomorphic/"
  },
  {
    "t": "1NKD8P3PS0",
    "n": "Prenex normal form",
    "k": "definition",
    "m": [
      "03B10"
    ],
    "u": "/math2/wiki/prenex-normal-form-definition/"
  },
  {
    "t": "1NR3HAWG9D",
    "n": "Compactness theorem",
    "k": "statement",
    "m": [
      "03C07",
      "03B10"
    ],
    "u": "/math2/wiki/compactness-theorem/"
  },
  {
    "t": "1NTKG64F7N",
    "n": "Radon–Nikodym derivative",
    "k": "concept",
    "m": [
      "28A15"
    ],
    "u": "/math2/wiki/radon-nikodym-derivative/"
  },
  {
    "t": "1NWC3710WW",
    "n": "Initial topology",
    "k": "concept",
    "m": [
      "54A10",
      "54B30"
    ],
    "u": "/math2/wiki/initial-topology/"
  },
  {
    "t": "1NX95TTMFT",
    "n": "Semisimple Lie group",
    "k": "definition",
    "m": [
      "22E46",
      "22E15",
      "22E10"
    ],
    "u": "/math2/wiki/semisimple-lie-group-definition/"
  },
  {
    "t": "1P47PCRVTZ",
    "n": "Levin-type transformations",
    "k": "concept",
    "m": [
      "65B10",
      "65B05",
      "40A25"
    ],
    "u": "/math2/wiki/levin-type-transformations/"
  },
  {
    "t": "1P4830BH6Z",
    "n": "Comparability graph",
    "k": "concept",
    "m": [
      "05C75",
      "06A07",
      "05C17"
    ],
    "u": "/math2/wiki/comparability-graph/"
  },
  {
    "t": "1P6TBEPHQH",
    "n": "Inversion of rational transforms by partial fractions",
    "k": "concept",
    "m": [
      "44A10",
      "26C15"
    ],
    "u": "/math2/wiki/inversion-of-rational-transforms-by-partial-fractions/"
  },
  {
    "t": "1P8087YGYQ",
    "n": "Linearly ordered group",
    "k": "definition",
    "m": [
      "06F15",
      "20F60"
    ],
    "u": "/math2/wiki/linearly-ordered-group-definition/"
  },
  {
    "t": "1P8D3MK79H",
    "n": "Stone–Weierstrass theorem",
    "k": "statement",
    "m": [
      "46J10",
      "41A65",
      "54C35"
    ],
    "u": "/math2/wiki/stone-weierstrass-theorem/"
  },
  {
    "t": "1P8WX3EGHF",
    "n": "Region of convergence",
    "k": "concept",
    "m": [
      "44A55",
      "30B10"
    ],
    "u": "/math2/wiki/region-of-convergence/"
  },
  {
    "t": "1P9ZR606JN",
    "n": "Pettis measurability theorem",
    "k": "statement",
    "m": [
      "28B05",
      "46G10"
    ],
    "u": "/math2/wiki/pettis-measurability-theorem/"
  },
  {
    "t": "1PBQ6ARWND",
    "n": "Solenoid",
    "k": "example",
    "m": [
      "22C05",
      "54H11"
    ],
    "u": "/math2/wiki/solenoid/"
  },
  {
    "t": "1PDGBGEHM2",
    "n": "Barnes integral",
    "k": "concept",
    "m": [
      "33C60",
      "33C05",
      "30E20"
    ],
    "u": "/math2/wiki/barnes-integral/"
  },
  {
    "t": "1PFE27B2MG",
    "n": "Birkhoff–Grothendieck theorem",
    "k": "statement",
    "m": [
      "14F06",
      "14H60"
    ],
    "u": "/math2/wiki/birkhoff-grothendieck-theorem/"
  },
  {
    "t": "1PJS951C8N",
    "n": "Mahler measure",
    "k": "definition",
    "m": [
      "11R06",
      "11C08"
    ],
    "u": "/math2/wiki/mahler-measure-definition/"
  },
  {
    "t": "1PKZW82H0C",
    "n": "Efficiency of an estimator",
    "k": "definition",
    "m": [
      "62F10",
      "62F12"
    ],
    "u": "/math2/wiki/efficiency-of-an-estimator-definition/"
  },
  {
    "t": "1PQHRMQ4ZH",
    "n": "Non-measurable set",
    "k": "definition",
    "m": [
      "28A05"
    ],
    "u": "/math2/wiki/non-measurable-set-definition/"
  },
  {
    "t": "1Q046J0AW2",
    "n": "Proof complexity",
    "k": "concept",
    "m": [
      "03F20",
      "68Q17"
    ],
    "u": "/math2/wiki/proof-complexity/"
  },
  {
    "t": "1Q1AH2V41S",
    "n": "Krull intersection theorem",
    "k": "statement",
    "m": [
      "13E05",
      "13A15"
    ],
    "u": "/math2/wiki/krull-intersection-theorem/"
  },
  {
    "t": "1Q901WTV5X",
    "n": "Topological dynamics",
    "k": "definition",
    "m": [
      "37B02",
      "37B05"
    ],
    "u": "/math2/wiki/topological-dynamics-definition/"
  },
  {
    "t": "1QC5206K07",
    "n": "Summability kernel",
    "k": "concept",
    "m": [
      "42A24",
      "42A85"
    ],
    "u": "/math2/wiki/summability-kernel/"
  },
  {
    "t": "1QCG88BQC2",
    "n": "Finite difference method",
    "k": "definition",
    "m": [
      "65M06",
      "65N06"
    ],
    "u": "/math2/wiki/finite-difference-method-definition/"
  },
  {
    "t": "1QE0Z0756D",
    "n": "Jet",
    "k": "concept",
    "m": [
      "58A20"
    ],
    "u": "/math2/wiki/jet/"
  },
  {
    "t": "1QHTD1DS5J",
    "n": "Dual graph",
    "k": "concept",
    "m": [
      "05C10"
    ],
    "u": "/math2/wiki/dual-graph/"
  },
  {
    "t": "1QS5A6XNXA",
    "n": "Direct limit of rings",
    "k": "definition",
    "m": [
      "16S10",
      "18A30",
      "13B02"
    ],
    "u": "/math2/wiki/direct-limit-of-rings-definition/"
  },
  {
    "t": "1QW75YQQR8",
    "n": "Rubin causal model",
    "k": "definition",
    "m": [
      "62D20",
      "62A01"
    ],
    "u": "/math2/wiki/rubin-causal-model-definition/"
  },
  {
    "t": "1QWN5CV4CG",
    "n": "Non-standard model of arithmetic",
    "k": "example",
    "m": [
      "03H15",
      "03C62"
    ],
    "u": "/math2/wiki/non-standard-model-of-arithmetic/"
  },
  {
    "t": "1R358D2T7J",
    "n": "Log-rank test",
    "k": "definition",
    "m": [
      "62N03",
      "62G10",
      "62P10"
    ],
    "u": "/math2/wiki/log-rank-test-definition/"
  },
  {
    "t": "1R5P656GS6",
    "n": "Laurent polynomial ring",
    "k": "definition",
    "m": [
      "16S36",
      "13F20"
    ],
    "u": "/math2/wiki/laurent-polynomial-ring-definition/"
  },
  {
    "t": "1R5X9HW6D3",
    "n": "Birkhoff min-max method",
    "k": "concept",
    "m": [
      "58E10",
      "53C22",
      "49J35"
    ],
    "u": "/math2/wiki/birkhoff-min-max-method/"
  },
  {
    "t": "1R7ANBHDSN",
    "n": "Riemannian metric",
    "k": "definition",
    "m": [
      "53B20",
      "53C20"
    ],
    "u": "/math2/wiki/riemannian-metric-definition/"
  },
  {
    "t": "1RGPVZXVD9",
    "n": "Flux limiter",
    "k": "definition",
    "m": [
      "65M08",
      "35L65"
    ],
    "u": "/math2/wiki/flux-limiter-definition/"
  },
  {
    "t": "1RHTVMH34G",
    "n": "Weakly compact cardinal",
    "k": "concept",
    "m": [
      "03E55",
      "03E02"
    ],
    "u": "/math2/wiki/weakly-compact-cardinal/"
  },
  {
    "t": "1RJJ33KKSS",
    "n": "Associated prime",
    "k": "definition",
    "m": [
      "13C05",
      "13A15"
    ],
    "u": "/math2/wiki/associated-prime-definition/"
  },
  {
    "t": "1RP3NVGNA6",
    "n": "Szegő recurrence and Verblunsky coefficients",
    "k": "statement",
    "m": [
      "42C05",
      "33C47",
      "30E05"
    ],
    "u": "/math2/wiki/szego-recurrence-and-verblunsky-coefficients/"
  },
  {
    "t": "1RVF7DWG8C",
    "n": "Post's problem",
    "k": "problem",
    "m": [
      "03D25",
      "03D28"
    ],
    "u": "/math2/wiki/posts-problem/"
  },
  {
    "t": "1RY6DQJ1RV",
    "n": "Symmetric spectrum",
    "k": "concept",
    "m": [
      "55P42",
      "55P43",
      "55U35"
    ],
    "u": "/math2/wiki/symmetric-spectrum/"
  },
  {
    "t": "1RZV6TRTPE",
    "n": "Structural rigidity",
    "k": "definition",
    "m": [
      "52C25",
      "05C62",
      "70B15"
    ],
    "u": "/math2/wiki/structural-rigidity-definition/"
  },
  {
    "t": "1S20A3R659",
    "n": "Arakelyan's theorem",
    "k": "statement",
    "m": [
      "30E10",
      "30D20"
    ],
    "u": "/math2/wiki/arakelyans-theorem/"
  },
  {
    "t": "1S9JGHT5HJ",
    "n": "t-structure",
    "k": "definition",
    "m": [
      "18G80",
      "14F08"
    ],
    "u": "/math2/wiki/t-structure-definition/"
  },
  {
    "t": "1SAAZG46DG",
    "n": "Scott domain",
    "k": "concept",
    "m": [
      "06B35",
      "68Q55"
    ],
    "u": "/math2/wiki/scott-domain/"
  },
  {
    "t": "1SCF8X47G1",
    "n": "Robinson–Schensted correspondence",
    "k": "statement",
    "m": [
      "05A05",
      "05E10"
    ],
    "u": "/math2/wiki/robinson-schensted-correspondence/"
  },
  {
    "t": "1SF8Y9M8YB",
    "n": "Cap set problem",
    "k": "statement",
    "m": [
      "05D40",
      "11B25",
      "05B25"
    ],
    "u": "/math2/wiki/cap-set-problem/"
  },
  {
    "t": "1SH2WZVZ66",
    "n": "Huygens principle",
    "k": "statement",
    "m": [
      "35L05",
      "35L15"
    ],
    "u": "/math2/wiki/huygens-principle/"
  },
  {
    "t": "1SJ46AX8Y6",
    "n": "Locally path-connected space",
    "k": "definition",
    "m": [
      "54D05"
    ],
    "u": "/math2/wiki/locally-path-connected-space-definition/"
  },
  {
    "t": "1SYQ6QY95Y",
    "n": "Kirkman's schoolgirl problem",
    "k": "problem",
    "m": [
      "05B07",
      "05B05"
    ],
    "u": "/math2/wiki/kirkmans-schoolgirl-problem/"
  },
  {
    "t": "1SYY57DCWT",
    "n": "Derivation of the conjugate gradient method",
    "k": "statement",
    "m": [
      "65F10"
    ],
    "u": "/math2/wiki/derivation-of-the-conjugate-gradient-method/"
  },
  {
    "t": "1T23294NKC",
    "n": "Functional",
    "k": "definition",
    "m": [
      "49-XX",
      "46-XX"
    ],
    "u": "/math2/wiki/functional-definition/"
  },
  {
    "t": "1T7XKF6WKM",
    "n": "Affine morphism",
    "k": "definition",
    "m": [
      "14A15"
    ],
    "u": "/math2/wiki/affine-morphism-definition/"
  },
  {
    "t": "1TC7W7BQT3",
    "n": "Slice category",
    "k": "concept",
    "m": [
      "18A25"
    ],
    "u": "/math2/wiki/slice-category/"
  },
  {
    "t": "1TE3QF8EYC",
    "n": "Zeros and poles",
    "k": "concept",
    "m": [
      "30D30",
      "30C15"
    ],
    "u": "/math2/wiki/zeros-and-poles/"
  },
  {
    "t": "1TJ8TNH331",
    "n": "Fock space",
    "k": "object",
    "m": [
      "46N50",
      "46C05"
    ],
    "u": "/math2/wiki/fock-space/"
  },
  {
    "t": "1TJXANASFE",
    "n": "Rossi's non-embeddable CR structure",
    "k": "counterexample",
    "m": [
      "32V30",
      "32V05"
    ],
    "u": "/math2/wiki/rossis-non-embeddable-cr-structure/"
  },
  {
    "t": "1TNS604ZST",
    "n": "Hochster's homological conjectures",
    "k": "conjecture",
    "m": [
      "13D22",
      "13H05"
    ],
    "u": "/math2/wiki/hochsters-homological-conjectures/"
  },
  {
    "t": "1TQ06R4Q66",
    "n": "Unknot",
    "k": "example",
    "m": [
      "57K10"
    ],
    "u": "/math2/wiki/unknot/"
  },
  {
    "t": "1TQ1JQXEWP",
    "n": "Midpoint convex function",
    "k": "concept",
    "m": [
      "26A51",
      "39B62"
    ],
    "u": "/math2/wiki/midpoint-convex-function/"
  },
  {
    "t": "1TQ2F9CFVE",
    "n": "Minkowski bound",
    "k": "statement",
    "m": [
      "11R29",
      "11H06"
    ],
    "u": "/math2/wiki/minkowski-bound/"
  },
  {
    "t": "1TZSV19D85",
    "n": "Associative algebra",
    "k": "definition",
    "m": [
      "16B99",
      "16S99"
    ],
    "u": "/math2/wiki/associative-algebra-definition/"
  },
  {
    "t": "1V11QM5C07",
    "n": "Clarkson's inequalities",
    "k": "statement",
    "m": [
      "46E30",
      "46B20"
    ],
    "u": "/math2/wiki/clarksons-inequalities/"
  },
  {
    "t": "1V2N8MFSHC",
    "n": "Riesz potential",
    "k": "concept",
    "m": [
      "31B15",
      "47G40",
      "26A33"
    ],
    "u": "/math2/wiki/riesz-potential/"
  },
  {
    "t": "1V8H34F6N9",
    "n": "Quantum enveloping algebra",
    "k": "concept",
    "m": [
      "17B37",
      "16T20"
    ],
    "u": "/math2/wiki/quantum-enveloping-algebra/"
  },
  {
    "t": "1V9GKBY29Y",
    "n": "Minimal clone",
    "k": "concept",
    "m": [
      "08A40"
    ],
    "u": "/math2/wiki/minimal-clone/"
  },
  {
    "t": "1VBRNS1EQJ",
    "n": "Functional data analysis",
    "k": "definition",
    "m": [
      "62R10",
      "62H25"
    ],
    "u": "/math2/wiki/functional-data-analysis-definition/"
  },
  {
    "t": "1VC7EJ1ZBZ",
    "n": "Commutant",
    "k": "concept",
    "m": [
      "46L10",
      "47L05"
    ],
    "u": "/math2/wiki/commutant/"
  },
  {
    "t": "1VFH9WT1RZ",
    "n": "Brouwer–Heyting–Kolmogorov interpretation",
    "k": "definition",
    "m": [
      "03F55",
      "03B20"
    ],
    "u": "/math2/wiki/brouwer-heyting-kolmogorov-interpretation-definition/"
  },
  {
    "t": "1VGB63K5HS",
    "n": "Conformal invariance of harmonic functions",
    "k": "statement",
    "m": [
      "31A05",
      "30C35"
    ],
    "u": "/math2/wiki/conformal-invariance-of-harmonic-functions/"
  },
  {
    "t": "1VM1AQT956",
    "n": "Space form",
    "k": "concept",
    "m": [
      "53C20",
      "53C21"
    ],
    "u": "/math2/wiki/space-form/"
  },
  {
    "t": "1VQC05EEYW",
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    "n": "Malgrange preparation theorem",
    "k": "statement",
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    "n": "Artin–Mazur zeta function",
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    "n": "Admissibility condition for wavelets",
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    "n": "Permuting congruences",
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    "k": "statement",
    "m": [
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    "n": "Homogeneous polynomial",
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    "n": "Ordinal arithmetic",
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    "n": "Semiperfect ring",
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    "n": "Artin's induction theorem",
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    "u": "/math2/wiki/cellular-automaton-definition/"
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    "n": "Grauert's Oka principle for vector bundles",
    "k": "statement",
    "m": [
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    "n": "Category of groups",
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    "n": "E8 lattice",
    "k": "object",
    "m": [
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    "u": "/math2/wiki/e8-lattice/"
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    "n": "Fully nonlinear PDE",
    "k": "concept",
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    "n": "Kleene algebra",
    "k": "definition",
    "m": [
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    "n": "Function field of a variety",
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    "n": "Bergman space",
    "k": "concept",
    "m": [
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    "n": "Horocycle flow",
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    "u": "/math2/wiki/horocycle-flow/"
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  {
    "t": "2DDZXF5EBY",
    "n": "Mathieu function",
    "k": "concept",
    "m": [
      "33E10",
      "34B30"
    ],
    "u": "/math2/wiki/mathieu-function/"
  },
  {
    "t": "2DJT2AYY23",
    "n": "Köthe–Toeplitz dual",
    "k": "definition",
    "m": [
      "46A45"
    ],
    "u": "/math2/wiki/kothe-toeplitz-dual-definition/"
  },
  {
    "t": "2DSKCVDFAS",
    "n": "Montel space",
    "k": "definition",
    "m": [
      "46A11"
    ],
    "u": "/math2/wiki/montel-space-definition/"
  },
  {
    "t": "2DSN343YYW",
    "n": "Koksma–Hlawka inequality",
    "k": "statement",
    "m": [
      "11K38",
      "65D30",
      "65C05"
    ],
    "u": "/math2/wiki/koksma-hlawka-inequality/"
  },
  {
    "t": "2DT5DGTB8V",
    "n": "Bachmann's reflection geometry",
    "k": "definition",
    "m": [
      "51F15",
      "51F05"
    ],
    "u": "/math2/wiki/bachmanns-reflection-geometry-definition/"
  },
  {
    "t": "2DTWB6F5TA",
    "n": "Hilbert matrix",
    "k": "example",
    "m": [
      "15B05",
      "15B48"
    ],
    "u": "/math2/wiki/hilbert-matrix/"
  },
  {
    "t": "2DYR4C5Q5V",
    "n": "Index of the de Rham complex",
    "k": "example",
    "m": [
      "58J20",
      "58A12"
    ],
    "u": "/math2/wiki/index-of-the-de-rham-complex/"
  },
  {
    "t": "2E1R3BDDMK",
    "n": "Relational structure",
    "k": "definition",
    "m": [
      "08A02",
      "03C07"
    ],
    "u": "/math2/wiki/relational-structure-definition/"
  },
  {
    "t": "2E24G3S4CK",
    "n": "Homotopy",
    "k": "definition",
    "m": [
      "55Q05",
      "55P10"
    ],
    "u": "/math2/wiki/homotopy-definition/"
  },
  {
    "t": "2E46CY6S3Z",
    "n": "Hodges' superefficient estimator",
    "k": "counterexample",
    "m": [
      "62F12"
    ],
    "u": "/math2/wiki/hodges-superefficient-estimator/"
  },
  {
    "t": "2E83D9ACDY",
    "n": "Homotopy hypothesis",
    "k": "conjecture",
    "m": [
      "18N65",
      "55U35",
      "18N20"
    ],
    "u": "/math2/wiki/homotopy-hypothesis/"
  },
  {
    "t": "2E8MQXDYNV",
    "n": "Martingale representation theorem",
    "k": "statement",
    "m": [
      "60H05",
      "60G44"
    ],
    "u": "/math2/wiki/martingale-representation-theorem/"
  },
  {
    "t": "2E9DMB7A6Q",
    "n": "Quantum logic",
    "k": "concept",
    "m": [
      "81P10",
      "03G12",
      "06C15"
    ],
    "u": "/math2/wiki/quantum-logic/"
  },
  {
    "t": "2ECAM46NE2",
    "n": "Permutation test",
    "k": "concept",
    "m": [
      "62G10",
      "62G09"
    ],
    "u": "/math2/wiki/permutation-test/"
  },
  {
    "t": "2EE62A1QXA",
    "n": "Spherical mean transform",
    "k": "definition",
    "m": [
      "44A12",
      "53C65",
      "35L05"
    ],
    "u": "/math2/wiki/spherical-mean-transform-definition/"
  },
  {
    "t": "2EEKCBNYS0",
    "n": "Integral equation of the second kind",
    "k": "definition",
    "m": [
      "45A05",
      "45B05"
    ],
    "u": "/math2/wiki/integral-equation-of-the-second-kind-definition/"
  },
  {
    "t": "2EM3EQEX2J",
    "n": "Catastrophe theory",
    "k": "definition",
    "m": [
      "58K35",
      "37G10"
    ],
    "u": "/math2/wiki/catastrophe-theory-definition/"
  },
  {
    "t": "2ENTSSHEPZ",
    "n": "Inaccessible cardinal",
    "k": "definition",
    "m": [
      "03E55"
    ],
    "u": "/math2/wiki/inaccessible-cardinal-definition/"
  },
  {
    "t": "2EPRMNK1G2",
    "n": "List of simple Lie groups",
    "k": "example",
    "m": [
      "22E46",
      "22C05",
      "17B25"
    ],
    "u": "/math2/wiki/list-of-simple-lie-groups/"
  },
  {
    "t": "2ET068BZZH",
    "n": "Modified Bessel functions",
    "k": "concept",
    "m": [
      "33C10",
      "34B30"
    ],
    "u": "/math2/wiki/modified-bessel-functions/"
  },
  {
    "t": "2F30ZHN1RT",
    "n": "Darboux's theorem on additive functions bounded on an interval",
    "k": "statement",
    "m": [
      "39B22"
    ],
    "u": "/math2/wiki/darbouxs-theorem-on-additive-functions-bounded-on-an-interval/"
  },
  {
    "t": "2F5C10ED1A",
    "n": "Quantile regression",
    "k": "concept",
    "m": [
      "62G08",
      "62J05"
    ],
    "u": "/math2/wiki/quantile-regression/"
  },
  {
    "t": "2F5CYQJVAF",
    "n": "Theta function",
    "k": "concept",
    "m": [
      "11F27",
      "14K25",
      "33E05"
    ],
    "u": "/math2/wiki/theta-function/"
  },
  {
    "t": "2F6AJ1DM11",
    "n": "Green's function for the Laplacian",
    "k": "definition",
    "m": [
      "31A15",
      "31B10",
      "35J05"
    ],
    "u": "/math2/wiki/greens-function-for-the-laplacian-definition/"
  },
  {
    "t": "2FE4P23NVC",
    "n": "Von Neumann's theorem on self-adjoint extensions",
    "k": "statement",
    "m": [
      "47B25",
      "47A20"
    ],
    "u": "/math2/wiki/von-neumanns-theorem-on-self-adjoint-extensions/"
  },
  {
    "t": "2FQAKBVBX5",
    "n": "Conformal modulus",
    "k": "concept",
    "m": [
      "30C75",
      "30C62"
    ],
    "u": "/math2/wiki/conformal-modulus/"
  },
  {
    "t": "2FQVQCTV88",
    "n": "Integral quadratic form",
    "k": "concept",
    "m": [
      "11E12",
      "11E20"
    ],
    "u": "/math2/wiki/integral-quadratic-form/"
  },
  {
    "t": "2FR1BWY3H6",
    "n": "dg category",
    "k": "definition",
    "m": [
      "18G35",
      "18D20",
      "16E45"
    ],
    "u": "/math2/wiki/dg-category-definition/"
  },
  {
    "t": "2G173YJC54",
    "n": "Absolutely continuous measure",
    "k": "definition",
    "m": [
      "28A10",
      "28A15"
    ],
    "u": "/math2/wiki/absolutely-continuous-measure-definition/"
  },
  {
    "t": "2GD9V7SA0E",
    "n": "t-structure",
    "k": "concept",
    "m": [
      "18G80",
      "14F08"
    ],
    "u": "/math2/wiki/t-structure/"
  },
  {
    "t": "2GDFFH7Y7T",
    "n": "Lagrange resolvent",
    "k": "concept",
    "m": [
      "12F10",
      "12E12"
    ],
    "u": "/math2/wiki/lagrange-resolvent/"
  },
  {
    "t": "2GF2675154",
    "n": "Reeb vector field",
    "k": "definition",
    "m": [
      "53D10"
    ],
    "u": "/math2/wiki/reeb-vector-field-definition/"
  },
  {
    "t": "2GFFGE6WK1",
    "n": "Mean curvature flow",
    "k": "definition",
    "m": [
      "53E10",
      "35K55"
    ],
    "u": "/math2/wiki/mean-curvature-flow-definition/"
  },
  {
    "t": "2GQKS3B3X0",
    "n": "Phragmén–Lindelöf principle for subharmonic functions",
    "k": "statement",
    "m": [
      "31A05",
      "30C80"
    ],
    "u": "/math2/wiki/phragmen-lindelof-principle-for-subharmonic-functions/"
  },
  {
    "t": "2GRPCP5XK9",
    "n": "Symmetric decreasing rearrangement",
    "k": "concept",
    "m": [
      "26D15",
      "46E30",
      "35B06"
    ],
    "u": "/math2/wiki/symmetric-decreasing-rearrangement/"
  },
  {
    "t": "2GSRBDT96M",
    "n": "Whitney embedding theorem",
    "k": "statement",
    "m": [
      "57R40",
      "58A05"
    ],
    "u": "/math2/wiki/whitney-embedding-theorem/"
  },
  {
    "t": "2GY3131ZPS",
    "n": "Projective determinacy",
    "k": "concept",
    "m": [
      "03E60",
      "03E15",
      "03E55"
    ],
    "u": "/math2/wiki/projective-determinacy/"
  },
  {
    "t": "2H0J4P4NQF",
    "n": "Local regression",
    "k": "definition",
    "m": [
      "62G08",
      "62J02"
    ],
    "u": "/math2/wiki/local-regression-definition/"
  },
  {
    "t": "2H1XHWDACH",
    "n": "Garden of Eden theorem",
    "k": "statement",
    "m": [
      "37B15",
      "68Q80"
    ],
    "u": "/math2/wiki/garden-of-eden-theorem/"
  },
  {
    "t": "2H2BRQD0YX",
    "n": "Chain recurrence",
    "k": "definition",
    "m": [
      "37B20",
      "37B35"
    ],
    "u": "/math2/wiki/chain-recurrence-definition/"
  },
  {
    "t": "2HJGRABSPZ",
    "n": "Closure operator",
    "k": "concept",
    "m": [
      "06A15"
    ],
    "u": "/math2/wiki/closure-operator/"
  },
  {
    "t": "2HKA02YDDM",
    "n": "Nilpotency class",
    "k": "definition",
    "m": [
      "20F18",
      "20F14",
      "20D15"
    ],
    "u": "/math2/wiki/nilpotency-class-definition/"
  },
  {
    "t": "2HNN80TMGH",
    "n": "Wavelet packet decomposition",
    "k": "definition",
    "m": [
      "42C40",
      "65T60",
      "94A12"
    ],
    "u": "/math2/wiki/wavelet-packet-decomposition-definition/"
  },
  {
    "t": "2HP4SA15DW",
    "n": "Riemann zeta function as a series",
    "k": "example",
    "m": [
      "40A05",
      "11M06",
      "40A30"
    ],
    "u": "/math2/wiki/riemann-zeta-function-as-a-series/"
  },
  {
    "t": "2HVC5G0H5K",
    "n": "Poincaré asymptotic series",
    "k": "concept",
    "m": [
      "41A60",
      "30E15",
      "34E05"
    ],
    "u": "/math2/wiki/poincare-asymptotic-series/"
  },
  {
    "t": "2HWB7P1DZN",
    "n": "Finite projective plane",
    "k": "object",
    "m": [
      "51E15",
      "05B25"
    ],
    "u": "/math2/wiki/finite-projective-plane/"
  },
  {
    "t": "2HWVFHM13R",
    "n": "Infinite product measure",
    "k": "concept",
    "m": [
      "28A35",
      "60A10"
    ],
    "u": "/math2/wiki/infinite-product-measure/"
  },
  {
    "t": "2HYK3KBQNA",
    "n": "Sheafification",
    "k": "concept",
    "m": [
      "18F20",
      "18F10"
    ],
    "u": "/math2/wiki/sheafification/"
  },
  {
    "t": "2J1RVQB0CM",
    "n": "Itô's lemma",
    "k": "statement",
    "m": [
      "60H05",
      "60H10"
    ],
    "u": "/math2/wiki/itos-lemma/"
  },
  {
    "t": "2J4JJJYP22",
    "n": "Homology of a chain complex",
    "k": "concept",
    "m": [
      "18G35"
    ],
    "u": "/math2/wiki/homology-of-a-chain-complex/"
  },
  {
    "t": "2J7JB3H3FD",
    "n": "Holomorphic automorphisms of C^n",
    "k": "concept",
    "m": [
      "32M17",
      "32H02"
    ],
    "u": "/math2/wiki/holomorphic-automorphisms-of-c-n/"
  },
  {
    "t": "2J9GA17YAK",
    "n": "Harmonic functions on Riemannian manifolds",
    "k": "definition",
    "m": [
      "31C12",
      "58J05"
    ],
    "u": "/math2/wiki/harmonic-functions-on-riemannian-manifolds-definition/"
  },
  {
    "t": "2J9GB49FHA",
    "n": "Stochastic geometry",
    "k": "concept",
    "m": [
      "60D05",
      "60G55",
      "60G57"
    ],
    "u": "/math2/wiki/stochastic-geometry/"
  },
  {
    "t": "2JABC6VSE1",
    "n": "Pro-p group",
    "k": "definition",
    "m": [
      "20E18",
      "22C05"
    ],
    "u": "/math2/wiki/pro-p-group-definition/"
  },
  {
    "t": "2JC96FMGA1",
    "n": "Autoregressive model",
    "k": "concept",
    "m": [
      "62M10",
      "91B84"
    ],
    "u": "/math2/wiki/autoregressive-model/"
  },
  {
    "t": "2JD72JT9FQ",
    "n": "Hopf–Lax formula",
    "k": "statement",
    "m": [
      "35F21",
      "35F25",
      "49L25"
    ],
    "u": "/math2/wiki/hopf-lax-formula/"
  },
  {
    "t": "2JDRN4ZS49",
    "n": "Cauchy matrix",
    "k": "definition",
    "m": [
      "15B05",
      "15A15"
    ],
    "u": "/math2/wiki/cauchy-matrix-definition/"
  },
  {
    "t": "2JFAZSGB6J",
    "n": "Countably generated structure",
    "k": "concept",
    "m": [
      "08A30",
      "03C07"
    ],
    "u": "/math2/wiki/countably-generated-structure/"
  },
  {
    "t": "2JFF5F3EGF",
    "n": "Loop space",
    "k": "concept",
    "m": [
      "55P35"
    ],
    "u": "/math2/wiki/loop-space/"
  },
  {
    "t": "2JK9YMZV2B",
    "n": "Weyl's law",
    "k": "statement",
    "m": [
      "35P20",
      "58J50"
    ],
    "u": "/math2/wiki/weyls-law/"
  },
  {
    "t": "2JMA7DZMG8",
    "n": "Associativity equation",
    "k": "concept",
    "m": [
      "39B52",
      "20N02"
    ],
    "u": "/math2/wiki/associativity-equation/"
  },
  {
    "t": "2JS8PPP8XW",
    "n": "Simplex algorithm",
    "k": "definition",
    "m": [
      "90C05",
      "65K05"
    ],
    "u": "/math2/wiki/simplex-algorithm-definition/"
  },
  {
    "t": "2JVB5R0MBW",
    "n": "Cancellation property",
    "k": "definition",
    "m": [
      "08A02",
      "20M10"
    ],
    "u": "/math2/wiki/cancellation-property-definition/"
  },
  {
    "t": "2K13M9FBAN",
    "n": "Holomorphic function of several variables",
    "k": "definition",
    "m": [
      "32A10"
    ],
    "u": "/math2/wiki/holomorphic-function-of-several-variables-definition/"
  },
  {
    "t": "2K5GKVZR78",
    "n": "Nilradical",
    "k": "definition",
    "m": [
      "13A15"
    ],
    "u": "/math2/wiki/nilradical-definition/"
  },
  {
    "t": "2K8BZRGE8R",
    "n": "Representation of a Lie group",
    "k": "definition",
    "m": [
      "22E45",
      "22E47",
      "22E15"
    ],
    "u": "/math2/wiki/representation-of-a-lie-group-definition/"
  },
  {
    "t": "2K9VZ8M8AG",
    "n": "Non-Euclidean geometry",
    "k": "definition",
    "m": [
      "51M10",
      "51M05"
    ],
    "u": "/math2/wiki/non-euclidean-geometry-definition/"
  },
  {
    "t": "2KBFZ1MPMW",
    "n": "Amalgamation property",
    "k": "definition",
    "m": [
      "03C52"
    ],
    "u": "/math2/wiki/amalgamation-property-definition/"
  },
  {
    "t": "2KJV7187NR",
    "n": "Finite Hilbert transform",
    "k": "definition",
    "m": [
      "44A15",
      "45E05"
    ],
    "u": "/math2/wiki/finite-hilbert-transform-definition/"
  },
  {
    "t": "2KM46K20DZ",
    "n": "Hypergraph",
    "k": "definition",
    "m": [
      "05C65"
    ],
    "u": "/math2/wiki/hypergraph-definition/"
  },
  {
    "t": "2KTYK7BNA9",
    "n": "Y transform",
    "k": "concept",
    "m": [
      "44A20",
      "33C10"
    ],
    "u": "/math2/wiki/y-transform/"
  },
  {
    "t": "2KVA0Q66RE",
    "n": "Morse–Bott function",
    "k": "definition",
    "m": [
      "57R70",
      "58E05"
    ],
    "u": "/math2/wiki/morse-bott-function-definition/"
  },
  {
    "t": "2KX7W1TG7T",
    "n": "Inverse transform sampling",
    "k": "statement",
    "m": [
      "65C10",
      "60E05"
    ],
    "u": "/math2/wiki/inverse-transform-sampling/"
  },
  {
    "t": "2M672PP7QR",
    "n": "Matrix Wiener–Hopf factorization",
    "k": "statement",
    "m": [
      "45F15",
      "47A68",
      "47A56"
    ],
    "u": "/math2/wiki/matrix-wiener-hopf-factorization/"
  },
  {
    "t": "2ME9M61TJK",
    "n": "Unconditional convergence",
    "k": "concept",
    "m": [
      "40A05",
      "46B15"
    ],
    "u": "/math2/wiki/unconditional-convergence/"
  },
  {
    "t": "2MGZFRH5PX",
    "n": "Weak mixing",
    "k": "concept",
    "m": [
      "37A25",
      "28D05"
    ],
    "u": "/math2/wiki/weak-mixing/"
  },
  {
    "t": "2MKHH636C3",
    "n": "Harish-Chandra module",
    "k": "concept",
    "m": [
      "22E47",
      "22E46"
    ],
    "u": "/math2/wiki/harish-chandra-module/"
  },
  {
    "t": "2MM7AHFR2S",
    "n": "Backward difference operator",
    "k": "definition",
    "m": [
      "39A70",
      "39A12"
    ],
    "u": "/math2/wiki/backward-difference-operator-definition/"
  },
  {
    "t": "2MTN8CQWME",
    "n": "Eberlein–Šmulian theorem",
    "k": "statement",
    "m": [
      "46B50"
    ],
    "u": "/math2/wiki/eberlein-smulian-theorem/"
  },
  {
    "t": "2N4RJCW5JK",
    "n": "Space of convergent sequences c",
    "k": "example",
    "m": [
      "46B45",
      "46B25"
    ],
    "u": "/math2/wiki/space-of-convergent-sequences-c/"
  },
  {
    "t": "2N4Z69K7V6",
    "n": "Interval order",
    "k": "definition",
    "m": [
      "06A06",
      "91B08"
    ],
    "u": "/math2/wiki/interval-order-definition/"
  },
  {
    "t": "2N7CR03Q1X",
    "n": "Group von Neumann algebra",
    "k": "concept",
    "m": [
      "22D25",
      "46L10"
    ],
    "u": "/math2/wiki/group-von-neumann-algebra/"
  },
  {
    "t": "2NHWCM0DK8",
    "n": "Relaxation oscillation",
    "k": "concept",
    "m": [
      "34C26",
      "34E15"
    ],
    "u": "/math2/wiki/relaxation-oscillation/"
  },
  {
    "t": "2NVEYM6HN9",
    "n": "Jordan–Kinderlehrer–Otto scheme",
    "k": "definition",
    "m": [
      "49Q22",
      "35Q84",
      "35K05"
    ],
    "u": "/math2/wiki/jordan-kinderlehrer-otto-scheme-definition/"
  },
  {
    "t": "2P0DP2TK6P",
    "n": "Poncelet–Steiner theorem",
    "k": "statement",
    "m": [
      "51M15"
    ],
    "u": "/math2/wiki/poncelet-steiner-theorem/"
  },
  {
    "t": "2P0V6X8GZ3",
    "n": "Horn hypergeometric series",
    "k": "definition",
    "m": [
      "33C65",
      "33C70"
    ],
    "u": "/math2/wiki/horn-hypergeometric-series-definition/"
  },
  {
    "t": "2P2184B6HE",
    "n": "Linear logic",
    "k": "concept",
    "m": [
      "03B47",
      "03F52"
    ],
    "u": "/math2/wiki/linear-logic/"
  },
  {
    "t": "2P3Y2FRCSZ",
    "n": "Free algebra",
    "k": "concept",
    "m": [
      "16S10",
      "16S15"
    ],
    "u": "/math2/wiki/free-algebra/"
  },
  {
    "t": "2P4RDS0A6X",
    "n": "List of integral transforms",
    "k": "concept",
    "m": [
      "44A05",
      "44A15",
      "44A20"
    ],
    "u": "/math2/wiki/list-of-integral-transforms/"
  },
  {
    "t": "2P90CV9QKH",
    "n": "Fourier–Mukai transform",
    "k": "concept",
    "m": [
      "14F08",
      "18G80"
    ],
    "u": "/math2/wiki/fourier-mukai-transform/"
  },
  {
    "t": "2P9YWDGKC4",
    "n": "Hankel transform",
    "k": "concept",
    "m": [
      "44A20",
      "33C10",
      "42B10"
    ],
    "u": "/math2/wiki/hankel-transform/"
  },
  {
    "t": "2PANNSQ3G6",
    "n": "Lempert's theorem on convex domains",
    "k": "statement",
    "m": [
      "32F45",
      "32H02"
    ],
    "u": "/math2/wiki/lemperts-theorem-on-convex-domains/"
  },
  {
    "t": "2PAS78F34T",
    "n": "Group cohomology",
    "k": "definition",
    "m": [
      "20J06",
      "18G15"
    ],
    "u": "/math2/wiki/group-cohomology-definition/"
  },
  {
    "t": "2PC3XY0PYZ",
    "n": "Parallel postulate",
    "k": "statement",
    "m": [
      "51M05",
      "51F05",
      "01A20"
    ],
    "u": "/math2/wiki/parallel-postulate/"
  },
  {
    "t": "2PCPEX85PX",
    "n": "Temperley–Lieb algebra",
    "k": "definition",
    "m": [
      "16S99",
      "57K14",
      "82B20"
    ],
    "u": "/math2/wiki/temperley-lieb-algebra-definition/"
  },
  {
    "t": "2PCVRG9NBN",
    "n": "Born series",
    "k": "concept",
    "m": [
      "81U05",
      "45B05"
    ],
    "u": "/math2/wiki/born-series/"
  },
  {
    "t": "2PEH9MPTAR",
    "n": "Uniqueness of adjoints",
    "k": "statement",
    "m": [
      "18A40"
    ],
    "u": "/math2/wiki/uniqueness-of-adjoints/"
  },
  {
    "t": "2PFQY2RZBC",
    "n": "Cofinal subset",
    "k": "concept",
    "m": [
      "06A06",
      "03E04"
    ],
    "u": "/math2/wiki/cofinal-subset/"
  },
  {
    "t": "2PHQQ01C0F",
    "n": "Rectifiable set",
    "k": "definition",
    "m": [
      "28A75",
      "49Q15"
    ],
    "u": "/math2/wiki/rectifiable-set-definition/"
  },
  {
    "t": "2PJECK6ZGW",
    "n": "Bulirsch–Stoer algorithm",
    "k": "statement",
    "m": [
      "65L06",
      "65L05"
    ],
    "u": "/math2/wiki/bulirsch-stoer-algorithm/"
  },
  {
    "t": "2PKHANZ8JS",
    "n": "Hahn decomposition theorem",
    "k": "statement",
    "m": [
      "28A10"
    ],
    "u": "/math2/wiki/hahn-decomposition-theorem/"
  },
  {
    "t": "2PMZ7GS0QY",
    "n": "Transfinite diameter",
    "k": "definition",
    "m": [
      "31A15",
      "30C85"
    ],
    "u": "/math2/wiki/transfinite-diameter-definition/"
  },
  {
    "t": "2PSDHH34BJ",
    "n": "Ziggurat algorithm",
    "k": "statement",
    "m": [
      "65C10"
    ],
    "u": "/math2/wiki/ziggurat-algorithm/"
  },
  {
    "t": "2PVQY9PCT4",
    "n": "Elliptic regularity",
    "k": "statement",
    "m": [
      "35J15",
      "35B65",
      "35D30"
    ],
    "u": "/math2/wiki/elliptic-regularity/"
  },
  {
    "t": "2PYANBGXFD",
    "n": "Path algebra",
    "k": "concept",
    "m": [
      "16G20",
      "16S10"
    ],
    "u": "/math2/wiki/path-algebra/"
  },
  {
    "t": "2PYAZX5VD4",
    "n": "Steinitz's theorem",
    "k": "statement",
    "m": [
      "52B10",
      "05C10"
    ],
    "u": "/math2/wiki/steinitzs-theorem/"
  },
  {
    "t": "2Q008XWQDE",
    "n": "Jordan–Brouwer separation theorem",
    "k": "statement",
    "m": [
      "55M05",
      "57N35"
    ],
    "u": "/math2/wiki/jordan-brouwer-separation-theorem/"
  },
  {
    "t": "2Q1J7RZ4TK",
    "n": "Irrational rotation",
    "k": "example",
    "m": [
      "37E10",
      "37A05",
      "37A25"
    ],
    "u": "/math2/wiki/irrational-rotation/"
  },
  {
    "t": "2QBWT7T02Y",
    "n": "Abel function",
    "k": "concept",
    "m": [
      "39B12",
      "26A18"
    ],
    "u": "/math2/wiki/abel-function/"
  },
  {
    "t": "2QKRBPS8B9",
    "n": "Wavelet packet decomposition",
    "k": "concept",
    "m": [
      "42C40",
      "65T60",
      "94A12"
    ],
    "u": "/math2/wiki/wavelet-packet-decomposition/"
  },
  {
    "t": "2QSKZ59DB6",
    "n": "Étale morphism of rings",
    "k": "definition",
    "m": [
      "13B40",
      "14B25"
    ],
    "u": "/math2/wiki/etale-morphism-of-rings-definition/"
  },
  {
    "t": "2QV28WYQTQ",
    "n": "Least squares approximation",
    "k": "concept",
    "m": [
      "41A10",
      "65D10",
      "41A50"
    ],
    "u": "/math2/wiki/least-squares-approximation/"
  },
  {
    "t": "2R3VH69BSA",
    "n": "Clausen function",
    "k": "definition",
    "m": [
      "33B30",
      "33E20"
    ],
    "u": "/math2/wiki/clausen-function-definition/"
  },
  {
    "t": "2R4H0RFQZZ",
    "n": "Bochner–Riesz means",
    "k": "definition",
    "m": [
      "42B08",
      "42B15"
    ],
    "u": "/math2/wiki/bochner-riesz-means-definition/"
  },
  {
    "t": "2R8QQTP1CE",
    "n": "Lattice of equational theories",
    "k": "concept",
    "m": [
      "08B15",
      "08B05",
      "03C05"
    ],
    "u": "/math2/wiki/lattice-of-equational-theories/"
  },
  {
    "t": "2RCTYXSJ67",
    "n": "Newtonian space",
    "k": "definition",
    "m": [
      "46E36",
      "31E05"
    ],
    "u": "/math2/wiki/newtonian-space-definition/"
  },
  {
    "t": "2RD6T5KG59",
    "n": "Projective subspace",
    "k": "concept",
    "m": [
      "51A05",
      "51N15"
    ],
    "u": "/math2/wiki/projective-subspace/"
  },
  {
    "t": "2RDAA4PCK8",
    "n": "Prüfer domain",
    "k": "concept",
    "m": [
      "13F05"
    ],
    "u": "/math2/wiki/prufer-domain/"
  },
  {
    "t": "2RE7YAZK8R",
    "n": "Ehrenfeucht–Fraïssé game",
    "k": "concept",
    "m": [
      "03C07",
      "03C13"
    ],
    "u": "/math2/wiki/ehrenfeucht-fraisse-game/"
  },
  {
    "t": "2REN148QWD",
    "n": "Repair radii and villainy",
    "k": "definition",
    "m": [
      "05-XX"
    ],
    "u": "/math2/wiki/repair-radii-and-villainy-definition/"
  },
  {
    "t": "2RH4DB8KWW",
    "n": "Point spectrum",
    "k": "definition",
    "m": [
      "47A10"
    ],
    "u": "/math2/wiki/point-spectrum-definition/"
  },
  {
    "t": "2RMWAVR1HV",
    "n": "Fredholm equation of the first kind",
    "k": "concept",
    "m": [
      "45B05",
      "45A05"
    ],
    "u": "/math2/wiki/fredholm-equation-of-the-first-kind/"
  },
  {
    "t": "2RPE77ACER",
    "n": "Iterative method",
    "k": "concept",
    "m": [
      "65F10",
      "65H10"
    ],
    "u": "/math2/wiki/iterative-method/"
  },
  {
    "t": "2RXEM9BQFY",
    "n": "Pluriharmonic function",
    "k": "definition",
    "m": [
      "32U05",
      "31C10"
    ],
    "u": "/math2/wiki/pluriharmonic-function-definition/"
  },
  {
    "t": "2S0MXDT4YH",
    "n": "Poisson bracket",
    "k": "concept",
    "m": [
      "53D05",
      "37J39",
      "70H05"
    ],
    "u": "/math2/wiki/poisson-bracket/"
  },
  {
    "t": "2S4K8FA8QY",
    "n": "Field of formal Laurent series",
    "k": "definition",
    "m": [
      "13F25",
      "12J10"
    ],
    "u": "/math2/wiki/field-of-formal-laurent-series-definition/"
  },
  {
    "t": "2S6XZCQWY7",
    "n": "Generalized Fourier series",
    "k": "definition",
    "m": [
      "42C15",
      "42C10",
      "46C05"
    ],
    "u": "/math2/wiki/generalized-fourier-series-definition/"
  },
  {
    "t": "2SEF8QTYQF",
    "n": "Chinese restaurant process",
    "k": "example",
    "m": [
      "60G09",
      "60C05",
      "62G05"
    ],
    "u": "/math2/wiki/chinese-restaurant-process/"
  },
  {
    "t": "2SFM73YET0",
    "n": "Classification of surfaces",
    "k": "statement",
    "m": [
      "57K20",
      "57N99"
    ],
    "u": "/math2/wiki/classification-of-surfaces/"
  },
  {
    "t": "2SM3JRJXA4",
    "n": "Regular category",
    "k": "concept",
    "m": [
      "18E08"
    ],
    "u": "/math2/wiki/regular-category/"
  },
  {
    "t": "2SM64J81YC",
    "n": "Holomorphic functions on compact complex manifolds are constant",
    "k": "statement",
    "m": [
      "32Q99",
      "32A10"
    ],
    "u": "/math2/wiki/holomorphic-functions-on-compact-complex-manifolds-are-constant/"
  },
  {
    "t": "2SRDN8EJG3",
    "n": "Lifting idempotents",
    "k": "concept",
    "m": [
      "16U40",
      "16L30"
    ],
    "u": "/math2/wiki/lifting-idempotents/"
  },
  {
    "t": "2SRQCEB16J",
    "n": "Ohsawa–Takegoshi extension theorem",
    "k": "statement",
    "m": [
      "32D15",
      "32W05",
      "32U05"
    ],
    "u": "/math2/wiki/ohsawa-takegoshi-extension-theorem/"
  },
  {
    "t": "2T1AGV1K13",
    "n": "Primitive ring",
    "k": "definition",
    "m": [
      "16D60"
    ],
    "u": "/math2/wiki/primitive-ring-definition/"
  },
  {
    "t": "2T3218RXTD",
    "n": "Geometric group theory",
    "k": "concept",
    "m": [
      "20F65"
    ],
    "u": "/math2/wiki/geometric-group-theory/"
  },
  {
    "t": "2T33SA540E",
    "n": "Monotone class theorem",
    "k": "statement",
    "m": [
      "28A05"
    ],
    "u": "/math2/wiki/monotone-class-theorem/"
  },
  {
    "t": "2T8MYCZ7N4",
    "n": "Finite element exterior calculus",
    "k": "concept",
    "m": [
      "65N30",
      "65N12",
      "58A12"
    ],
    "u": "/math2/wiki/finite-element-exterior-calculus/"
  },
  {
    "t": "2TDSHJJYS4",
    "n": "Balanced set",
    "k": "concept",
    "m": [
      "46A03",
      "52A07"
    ],
    "u": "/math2/wiki/balanced-set/"
  },
  {
    "t": "2TE42ZWJ3E",
    "n": "Design of experiments",
    "k": "concept",
    "m": [
      "62K99",
      "62K05"
    ],
    "u": "/math2/wiki/design-of-experiments/"
  },
  {
    "t": "2TGPZ8VW2D",
    "n": "Germ of a holomorphic function",
    "k": "definition",
    "m": [
      "32A10",
      "32B05"
    ],
    "u": "/math2/wiki/germ-of-a-holomorphic-function-definition/"
  },
  {
    "t": "2TM14070HZ",
    "n": "Mellin convergence",
    "k": "definition",
    "m": [
      "44A15"
    ],
    "u": "/math2/wiki/mellin-convergence-definition/"
  },
  {
    "t": "2TQD8NMG9P",
    "n": "Generated subalgebra",
    "k": "concept",
    "m": [
      "08A30",
      "03C07"
    ],
    "u": "/math2/wiki/generated-subalgebra/"
  },
  {
    "t": "2V0TG9Z3ZW",
    "n": "Hankel contour integral for the gamma function",
    "k": "statement",
    "m": [
      "33B15",
      "30D10"
    ],
    "u": "/math2/wiki/hankel-contour-integral-for-the-gamma-function/"
  },
  {
    "t": "2V1DXXM9FA",
    "n": "Beurling's theorem",
    "k": "statement",
    "m": [
      "47A15",
      "30H10",
      "30J05"
    ],
    "u": "/math2/wiki/beurlings-theorem/"
  },
  {
    "t": "2V5E1B1Q9H",
    "n": "Method of multiple scales",
    "k": "concept",
    "m": [
      "34E13",
      "34E10"
    ],
    "u": "/math2/wiki/method-of-multiple-scales/"
  },
  {
    "t": "2V7JHTRMTA",
    "n": "Absorbing set",
    "k": "definition",
    "m": [
      "46A03",
      "52A07"
    ],
    "u": "/math2/wiki/absorbing-set-definition/"
  },
  {
    "t": "2V8FATXF50",
    "n": "Contravariant functor",
    "k": "definition",
    "m": [
      "18A05",
      "18A22"
    ],
    "u": "/math2/wiki/contravariant-functor-definition/"
  },
  {
    "t": "2V9BR5XX6A",
    "n": "Matlis duality",
    "k": "statement",
    "m": [
      "13C11",
      "13J10"
    ],
    "u": "/math2/wiki/matlis-duality/"
  },
  {
    "t": "2V9Q4KHY1T",
    "n": "Fredholm index",
    "k": "concept",
    "m": [
      "47A53"
    ],
    "u": "/math2/wiki/fredholm-index/"
  },
  {
    "t": "2VD7GR64JJ",
    "n": "Suspension",
    "k": "definition",
    "m": [
      "55P40",
      "54B15"
    ],
    "u": "/math2/wiki/suspension-definition/"
  },
  {
    "t": "2VF2TSJ3PY",
    "n": "I-adic topology",
    "k": "concept",
    "m": [
      "13J10",
      "13B35"
    ],
    "u": "/math2/wiki/i-adic-topology/"
  },
  {
    "t": "2VP2D51KB8",
    "n": "Derived category of coherent sheaves",
    "k": "concept",
    "m": [
      "14F08",
      "18G80"
    ],
    "u": "/math2/wiki/derived-category-of-coherent-sheaves/"
  },
  {
    "t": "2VQ771ENN0",
    "n": "Nichols algebra",
    "k": "definition",
    "m": [
      "16T05",
      "16T20",
      "17B37"
    ],
    "u": "/math2/wiki/nichols-algebra-definition/"
  },
  {
    "t": "2VQDK71A27",
    "n": "Namioka--Phelps",
    "k": "statement",
    "m": [
      "46-XX",
      "54-XX"
    ],
    "u": "/math2/wiki/namioka-phelps/"
  },
  {
    "t": "2VQX2E8EAH",
    "n": "Noetherian topological space",
    "k": "concept",
    "m": [
      "54D30",
      "14A05",
      "13E05"
    ],
    "u": "/math2/wiki/noetherian-topological-space/"
  },
  {
    "t": "2VY5M3M91Z",
    "n": "Auslander–Reiten theory",
    "k": "concept",
    "m": [
      "16G70",
      "16G10"
    ],
    "u": "/math2/wiki/auslander-reiten-theory/"
  },
  {
    "t": "2W2X7EBG2S",
    "n": "Mac Lane's coherence theorem",
    "k": "statement",
    "m": [
      "18M05",
      "18N20"
    ],
    "u": "/math2/wiki/mac-lanes-coherence-theorem/"
  },
  {
    "t": "2W4S2H4VYA",
    "n": "Dense linear order",
    "k": "example",
    "m": [
      "03C35",
      "03C10",
      "06A05"
    ],
    "u": "/math2/wiki/dense-linear-order/"
  },
  {
    "t": "2W7R5JHF0C",
    "n": "Completion of a normed space",
    "k": "concept",
    "m": [
      "46B99",
      "54E50"
    ],
    "u": "/math2/wiki/completion-of-a-normed-space/"
  },
  {
    "t": "2W9FEY4Y6K",
    "n": "Mathematical statistics",
    "k": "definition",
    "m": [
      "62A01"
    ],
    "u": "/math2/wiki/mathematical-statistics-definition/"
  },
  {
    "t": "2WADQVGPD4",
    "n": "Natural duality",
    "k": "definition",
    "m": [
      "08C20",
      "06D50"
    ],
    "u": "/math2/wiki/natural-duality-definition/"
  },
  {
    "t": "2WAZF1RV2Y",
    "n": "Ideal of compact operators",
    "k": "concept",
    "m": [
      "47L20",
      "47B07",
      "46L05"
    ],
    "u": "/math2/wiki/ideal-of-compact-operators/"
  },
  {
    "t": "2WJJBN2T5P",
    "n": "Heegaard Floer homology",
    "k": "concept",
    "m": [
      "57R58",
      "57K31",
      "57K18"
    ],
    "u": "/math2/wiki/heegaard-floer-homology/"
  },
  {
    "t": "2WSV04QETW",
    "n": "Prony's method",
    "k": "concept",
    "m": [
      "65D10",
      "41A30",
      "65F20"
    ],
    "u": "/math2/wiki/pronys-method/"
  },
  {
    "t": "2WXDHWVZ03",
    "n": "F-test",
    "k": "definition",
    "m": [
      "62F03",
      "62J10"
    ],
    "u": "/math2/wiki/f-test-definition/"
  },
  {
    "t": "2XB240D6MP",
    "n": "Polylogarithm",
    "k": "definition",
    "m": [
      "33B30",
      "11G55"
    ],
    "u": "/math2/wiki/polylogarithm-definition/"
  },
  {
    "t": "2XCJ8NNMXP",
    "n": "Z* theorem",
    "k": "statement",
    "m": [
      "20D20",
      "20C20"
    ],
    "u": "/math2/wiki/z-theorem/"
  },
  {
    "t": "2XDRZV3GSA",
    "n": "Bifurcation diagram",
    "k": "concept",
    "m": [
      "37G35",
      "37G10"
    ],
    "u": "/math2/wiki/bifurcation-diagram/"
  },
  {
    "t": "2XF2Y9B5E2",
    "n": "Atomless Boolean algebra",
    "k": "definition",
    "m": [
      "06E05"
    ],
    "u": "/math2/wiki/atomless-boolean-algebra-definition/"
  },
  {
    "t": "2XK0YX7VMC",
    "n": "Laplace transform of the Dirac delta",
    "k": "example",
    "m": [
      "44A10",
      "46F12"
    ],
    "u": "/math2/wiki/laplace-transform-of-the-dirac-delta/"
  },
  {
    "t": "2XS84PWE3S",
    "n": "Reductive group",
    "k": "concept",
    "m": [
      "20G15",
      "20G07"
    ],
    "u": "/math2/wiki/reductive-group/"
  },
  {
    "t": "2XX0A85WSF",
    "n": "Errors-in-variables model",
    "k": "concept",
    "m": [
      "62J05",
      "62P20"
    ],
    "u": "/math2/wiki/errors-in-variables-model/"
  },
  {
    "t": "2XYEC53KNK",
    "n": "Bialgebra",
    "k": "definition",
    "m": [
      "16T10"
    ],
    "u": "/math2/wiki/bialgebra-definition/"
  },
  {
    "t": "2XYQRM1NFH",
    "n": "Benamou–Brenier formula",
    "k": "statement",
    "m": [
      "49Q22",
      "35Q49",
      "28A33"
    ],
    "u": "/math2/wiki/benamou-brenier-formula/"
  },
  {
    "t": "2Y52Q00MGE",
    "n": "Knot group",
    "k": "definition",
    "m": [
      "57K10",
      "57M05"
    ],
    "u": "/math2/wiki/knot-group-definition/"
  },
  {
    "t": "2Y75S8NG5B",
    "n": "Möbius function of a poset",
    "k": "concept",
    "m": [
      "06A07",
      "05A19"
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    "n": "Dimension of an algebraic variety",
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      "14A10",
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    "n": "Suzuki groups",
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      "20D06",
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    "t": "36YNSTESMQ",
    "n": "Selmer group",
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    "n": "Extremally disconnected space",
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    "t": "374WKANY3F",
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    "m": [
      "42A45",
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    "t": "37CPGVHTAR",
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    "t": "37R4QJCARA",
    "n": "Resurgent function",
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      "34M30",
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    "t": "37TNNBQ4PK",
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    "t": "37TRG5DBQC",
    "n": "Koopman operator",
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      "37A30",
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    "t": "383CHJH46R",
    "n": "Profinite completion",
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    "t": "38CDCK1RYB",
    "n": "Hyperconnected space",
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    "t": "38CEJPFESJ",
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    "n": "Bourget's hypothesis",
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    "n": "Wilcoxon signed-rank test",
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    "n": "Sporadic group",
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    "m": [
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    "n": "Quasiconvex function",
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    "n": "Symbolic method",
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    "n": "Strong maximal function",
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      "42B25"
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    "t": "39PCDRDB01",
    "n": "Delay differential equation",
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      "34K06",
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    "n": "Generic point",
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      "14A15",
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    "t": "3A1D37TVF6",
    "n": "Small cancellation theory",
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    "n": "Higher category theory",
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    "t": "3A3JJPJHQR",
    "n": "A translation of the integers is not a homomorphism",
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      "20A05"
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    "t": "3ACEE4N6NE",
    "n": "Henselian field",
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    "t": "3AKM6EPV2F",
    "n": "p-adic Lie group",
    "k": "concept",
    "m": [
      "22E20",
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      "20E18"
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    "t": "3ANCZ518BN",
    "n": "Quadratic polynomial dynamics",
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    "m": [
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    "t": "3AQFY4PAC2",
    "n": "Triangular matrix",
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    "m": [
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  {
    "t": "3AX549FFFM",
    "n": "Maximal chain",
    "k": "concept",
    "m": [
      "06A06",
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    "t": "3B0HB3DHW1",
    "n": "Stefan problem",
    "k": "problem",
    "m": [
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    "u": "/math2/wiki/stefan-problem/"
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  {
    "t": "3B1743XS7S",
    "n": "Betti numbers of a module",
    "k": "concept",
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      "13D02",
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  {
    "t": "3B451RD8AJ",
    "n": "Borel–Harish-Chandra theorem",
    "k": "statement",
    "m": [
      "20G30",
      "22E40",
      "11F06"
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    "u": "/math2/wiki/borel-harish-chandra-theorem/"
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  {
    "t": "3B55HNS754",
    "n": "Probabilistic method",
    "k": "concept",
    "m": [
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      "60C05"
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    "u": "/math2/wiki/probabilistic-method/"
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    "t": "3BAJ8ZTVPX",
    "n": "von Neumann bounded set",
    "k": "concept",
    "m": [
      "46A17",
      "46A03"
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  {
    "t": "3BBE4XY4E9",
    "n": "Twelvefold way",
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    "m": [
      "05A15",
      "05A18",
      "05A17"
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    "u": "/math2/wiki/twelvefold-way-definition/"
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  {
    "t": "3BBSXXAZKE",
    "n": "Anger function",
    "k": "definition",
    "m": [
      "33C10"
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    "u": "/math2/wiki/anger-function-definition/"
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  {
    "t": "3BCYVS9E17",
    "n": "Discriminant of a field extension",
    "k": "concept",
    "m": [
      "11R29",
      "12F10"
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    "u": "/math2/wiki/discriminant-of-a-field-extension/"
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  {
    "t": "3BJTDXB9KK",
    "n": "Orthogonal polynomials on the unit circle",
    "k": "definition",
    "m": [
      "42C05",
      "33C47"
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  {
    "t": "3BTA41B7M1",
    "n": "Walsh–Hadamard transform",
    "k": "definition",
    "m": [
      "42C10",
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      "94A12"
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    "u": "/math2/wiki/walsh-hadamard-transform-definition/"
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  {
    "t": "3BTG6VVCGZ",
    "n": "Loss function",
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    "m": [
      "62C05"
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    "n": "Elliptic partial differential equation",
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      "47F10"
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    "t": "3BZAPDBPC8",
    "n": "Urysohn space",
    "k": "definition",
    "m": [
      "54D10"
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    "t": "3BZFSC5QZ2",
    "n": "Priority method",
    "k": "concept",
    "m": [
      "03D25",
      "03D28"
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    "u": "/math2/wiki/priority-method/"
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  {
    "t": "3C53TD",
    "n": "Lagrange's theorem",
    "k": "statement",
    "m": [
      "20D60"
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    "u": "/math2/wiki/lagranges-theorem/"
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    "t": "3C6P6X69P1",
    "n": "Feigenbaum–Cvitanović functional equation",
    "k": "definition",
    "m": [
      "37E20",
      "39B12"
    ],
    "u": "/math2/wiki/feigenbaum-cvitanovic-functional-equation-definition/"
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  {
    "t": "3C73HND6XA",
    "n": "Automorphic form",
    "k": "concept",
    "m": [
      "11F70",
      "11F12",
      "22E55"
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    "u": "/math2/wiki/automorphic-form/"
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    "t": "3C7V5X5FY8",
    "n": "Thomson problem",
    "k": "problem",
    "m": [
      "52C17",
      "78A30"
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    "u": "/math2/wiki/thomson-problem/"
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    "t": "3C930MVM0T",
    "n": "Multialgebra",
    "k": "concept",
    "m": [
      "08A99",
      "20N20"
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    "u": "/math2/wiki/multialgebra/"
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  {
    "t": "3CEKYF05P1",
    "n": "Deformation of complex structure",
    "k": "definition",
    "m": [
      "32G05",
      "14D15"
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    "u": "/math2/wiki/deformation-of-complex-structure-definition/"
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  {
    "t": "3CGMRT9W7J",
    "n": "Milnor fibration theorem",
    "k": "statement",
    "m": [
      "32S55",
      "58K10",
      "14B05"
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    "u": "/math2/wiki/milnor-fibration-theorem/"
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  {
    "t": "3CJ8XA1VAB",
    "n": "Internal language",
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    "m": [
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      "18B25",
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    "u": "/math2/wiki/internal-language-definition/"
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    "t": "3CJEWF0Y3F",
    "n": "Erdős–Mordell inequality",
    "k": "statement",
    "m": [
      "51M16"
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    "u": "/math2/wiki/erdos-mordell-inequality/"
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  {
    "t": "3CSEGRAD75",
    "n": "Fourier transform of radial functions",
    "k": "statement",
    "m": [
      "42B10",
      "44A20",
      "33C10"
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    "u": "/math2/wiki/fourier-transform-of-radial-functions/"
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  {
    "t": "3CTW1P4HBP",
    "n": "Associative algebra",
    "k": "concept",
    "m": [
      "16B99",
      "16S99"
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    "u": "/math2/wiki/associative-algebra/"
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  {
    "t": "3CVERVJRV9",
    "n": "Equilibrium of a difference equation",
    "k": "definition",
    "m": [
      "39A05",
      "37C25"
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    "u": "/math2/wiki/equilibrium-of-a-difference-equation-definition/"
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  {
    "t": "3CVWXDS4JQ",
    "n": "Strassen algorithm",
    "k": "concept",
    "m": [
      "65F30",
      "68Q25",
      "15A69"
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    "u": "/math2/wiki/strassen-algorithm/"
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  {
    "t": "3CXAZ1G5RJ",
    "n": "Hilbert–Schmidt expansion theorem",
    "k": "statement",
    "m": [
      "45C05",
      "47B07"
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    "u": "/math2/wiki/hilbert-schmidt-expansion-theorem/"
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  {
    "t": "3CZ8PXR9JY",
    "n": "Nilradical is the intersection of the prime ideals",
    "k": "statement",
    "m": [
      "13A15"
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    "u": "/math2/wiki/nilradical-is-the-intersection-of-the-prime-ideals/"
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  {
    "t": "3D15ZW4YZ6",
    "n": "Weierstrass zeta and sigma functions",
    "k": "definition",
    "m": [
      "33E05",
      "30D30"
    ],
    "u": "/math2/wiki/weierstrass-zeta-and-sigma-functions-definition/"
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  {
    "t": "3D1J3AXS69",
    "n": "Rigidity of frameworks",
    "k": "definition",
    "m": [
      "52C25",
      "51K99"
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    "u": "/math2/wiki/rigidity-of-frameworks-definition/"
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  {
    "t": "3D6XH41A3B",
    "n": "Gelfand–Mazur theorem",
    "k": "statement",
    "m": [
      "46H05",
      "12J05"
    ],
    "u": "/math2/wiki/gelfand-mazur-theorem/"
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  {
    "t": "3D88622PBQ",
    "n": "Doléans-Dade exponential",
    "k": "concept",
    "m": [
      "60H05",
      "60G44"
    ],
    "u": "/math2/wiki/doleans-dade-exponential/"
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  {
    "t": "3DBAMXA80B",
    "n": "Bilateral Z-transform",
    "k": "concept",
    "m": [
      "44A55",
      "94A12"
    ],
    "u": "/math2/wiki/bilateral-z-transform/"
  },
  {
    "t": "3DGHC142FT",
    "n": "L2 convergence of Fourier series",
    "k": "statement",
    "m": [
      "42A20",
      "42A16"
    ],
    "u": "/math2/wiki/l2-convergence-of-fourier-series/"
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  {
    "t": "3DHNP5NEWH",
    "n": "Short-time Fourier transform",
    "k": "concept",
    "m": [
      "42A38",
      "94A12"
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    "u": "/math2/wiki/short-time-fourier-transform/"
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  {
    "t": "3DJ46V21KH",
    "n": "Joukowsky transform",
    "k": "example",
    "m": [
      "30C20",
      "76B10"
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    "u": "/math2/wiki/joukowsky-transform/"
  },
  {
    "t": "3DJMFT0SQM",
    "n": "Similarity solution",
    "k": "definition",
    "m": [
      "35C06",
      "35B06",
      "76M55"
    ],
    "u": "/math2/wiki/similarity-solution-definition/"
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  {
    "t": "3DK4V3A10K",
    "n": "Hough transform",
    "k": "example",
    "m": [
      "68U10",
      "44A12",
      "68T45"
    ],
    "u": "/math2/wiki/hough-transform/"
  },
  {
    "t": "3DRCZF6J9J",
    "n": "Oscillatory solution of a difference equation",
    "k": "concept",
    "m": [
      "39A21"
    ],
    "u": "/math2/wiki/oscillatory-solution-of-a-difference-equation/"
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  {
    "t": "3DRNRZEW9D",
    "n": "Knaster–Kuratowski fan",
    "k": "counterexample",
    "m": [
      "54G20",
      "54D05"
    ],
    "u": "/math2/wiki/knaster-kuratowski-fan/"
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  {
    "t": "3DXGJTEQZH",
    "n": "Dirac operator",
    "k": "concept",
    "m": [
      "58J60",
      "47F05",
      "15A66"
    ],
    "u": "/math2/wiki/dirac-operator/"
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  {
    "t": "3E740YTT9V",
    "n": "Fejér kernel",
    "k": "definition",
    "m": [
      "42A24",
      "40G05"
    ],
    "u": "/math2/wiki/fejer-kernel-definition/"
  },
  {
    "t": "3E8ZG3NJYZ",
    "n": "Multivariate formal power series",
    "k": "concept",
    "m": [
      "13F25",
      "13J05"
    ],
    "u": "/math2/wiki/multivariate-formal-power-series/"
  },
  {
    "t": "3EC1CQKMK2",
    "n": "Regular measure",
    "k": "definition",
    "m": [
      "28C15"
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    "u": "/math2/wiki/regular-measure-definition/"
  },
  {
    "t": "3EG3HMEGWC",
    "n": "Formal concept analysis",
    "k": "definition",
    "m": [
      "06B99",
      "68T30",
      "06A15"
    ],
    "u": "/math2/wiki/formal-concept-analysis-definition/"
  },
  {
    "t": "3EH4C3M5GV",
    "n": "Finitely presented module",
    "k": "concept",
    "m": [
      "13E15",
      "13C05"
    ],
    "u": "/math2/wiki/finitely-presented-module/"
  },
  {
    "t": "3EH4F5H7FT",
    "n": "Algebraic approach to constraint satisfaction",
    "k": "concept",
    "m": [
      "08A70",
      "68Q25"
    ],
    "u": "/math2/wiki/algebraic-approach-to-constraint-satisfaction/"
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  {
    "t": "3ENQE05H1H",
    "n": "Lakes of Wada",
    "k": "example",
    "m": [
      "54F15",
      "54G15"
    ],
    "u": "/math2/wiki/lakes-of-wada/"
  },
  {
    "t": "3EQXGGB849",
    "n": "Baskakov operator",
    "k": "definition",
    "m": [
      "41A36",
      "41A35",
      "41A25"
    ],
    "u": "/math2/wiki/baskakov-operator-definition/"
  },
  {
    "t": "3ES79NWRS7",
    "n": "Vector fields on spheres",
    "k": "statement",
    "m": [
      "57R25",
      "55R25"
    ],
    "u": "/math2/wiki/vector-fields-on-spheres/"
  },
  {
    "t": "3EVAF9NG5Z",
    "n": "Ending lamination theorem",
    "k": "statement",
    "m": [
      "57K32",
      "30F40"
    ],
    "u": "/math2/wiki/ending-lamination-theorem/"
  },
  {
    "t": "3F2W916W64",
    "n": "Universal property of free algebras",
    "k": "statement",
    "m": [
      "08B20"
    ],
    "u": "/math2/wiki/universal-property-of-free-algebras/"
  },
  {
    "t": "3F32Y21HP4",
    "n": "Spherical harmonics",
    "k": "concept",
    "m": [
      "33C55"
    ],
    "u": "/math2/wiki/spherical-harmonics/"
  },
  {
    "t": "3F4Y6NEVM4",
    "n": "Regular boundary point",
    "k": "definition",
    "m": [
      "31B25",
      "31B20",
      "31A25"
    ],
    "u": "/math2/wiki/regular-boundary-point-definition/"
  },
  {
    "t": "3F84AMVJNV",
    "n": "Whitney stratification",
    "k": "concept",
    "m": [
      "32S60",
      "58A35",
      "57N80"
    ],
    "u": "/math2/wiki/whitney-stratification/"
  },
  {
    "t": "3F94J43P2C",
    "n": "Nuclear operator",
    "k": "definition",
    "m": [
      "47B10",
      "46B28"
    ],
    "u": "/math2/wiki/nuclear-operator-definition/"
  },
  {
    "t": "3F9G3DRQ62",
    "n": "Orthogonal polynomials on the unit circle",
    "k": "concept",
    "m": [
      "42C05",
      "33C47"
    ],
    "u": "/math2/wiki/orthogonal-polynomials-on-the-unit-circle/"
  },
  {
    "t": "3FBF628XEF",
    "n": "T(1) theorem",
    "k": "statement",
    "m": [
      "42B20",
      "47G10"
    ],
    "u": "/math2/wiki/t-1-theorem/"
  },
  {
    "t": "3FE2AQS534",
    "n": "Quaternionic analysis",
    "k": "definition",
    "m": [
      "30G35"
    ],
    "u": "/math2/wiki/quaternionic-analysis-definition/"
  },
  {
    "t": "3FTH87V9GD",
    "n": "Mikusiński field of operators",
    "k": "definition",
    "m": [
      "44A40"
    ],
    "u": "/math2/wiki/mikusinski-field-of-operators-definition/"
  },
  {
    "t": "3FW4J270FV",
    "n": "Periodic boundary conditions",
    "k": "concept",
    "m": [
      "34B05",
      "34B24"
    ],
    "u": "/math2/wiki/periodic-boundary-conditions/"
  },
  {
    "t": "3FX0JBH9S1",
    "n": "Vector bundle",
    "k": "definition",
    "m": [
      "14F06"
    ],
    "u": "/math2/wiki/vector-bundle-definition/"
  },
  {
    "t": "3FYQZ4R6T8",
    "n": "Continuous geometry",
    "k": "definition",
    "m": [
      "06C20",
      "51A05"
    ],
    "u": "/math2/wiki/continuous-geometry-definition/"
  },
  {
    "t": "3G1CJ6HJMK",
    "n": "Cheng–Yau gradient estimate",
    "k": "statement",
    "m": [
      "31C12",
      "58J05",
      "53C21"
    ],
    "u": "/math2/wiki/cheng-yau-gradient-estimate/"
  },
  {
    "t": "3G2JQEYBEK",
    "n": "Upper nilradical",
    "k": "concept",
    "m": [
      "16N40"
    ],
    "u": "/math2/wiki/upper-nilradical/"
  },
  {
    "t": "3G7WAP9DJJ",
    "n": "Toeplitz matrix",
    "k": "definition",
    "m": [
      "15B05"
    ],
    "u": "/math2/wiki/toeplitz-matrix-definition/"
  },
  {
    "t": "3GAA614673",
    "n": "Fréchet space",
    "k": "concept",
    "m": [
      "46A04"
    ],
    "u": "/math2/wiki/frechet-space/"
  },
  {
    "t": "3GHGFTMFQR",
    "n": "Faddeeva function",
    "k": "concept",
    "m": [
      "33B20"
    ],
    "u": "/math2/wiki/faddeeva-function/"
  },
  {
    "t": "3GNKSCQSCD",
    "n": "Hurwitz's automorphisms theorem",
    "k": "statement",
    "m": [
      "14H37",
      "30F10"
    ],
    "u": "/math2/wiki/hurwitzs-automorphisms-theorem/"
  },
  {
    "t": "3GSQJXG19A",
    "n": "Schwarzian derivative",
    "k": "definition",
    "m": [
      "30C55",
      "30C35"
    ],
    "u": "/math2/wiki/schwarzian-derivative-definition/"
  },
  {
    "t": "3GV2E2YTZX",
    "n": "Minimal surface equation",
    "k": "concept",
    "m": [
      "35J93",
      "53A10"
    ],
    "u": "/math2/wiki/minimal-surface-equation/"
  },
  {
    "t": "3GZ99NCX22",
    "n": "Full and faithful functors",
    "k": "definition",
    "m": [
      "18A22"
    ],
    "u": "/math2/wiki/full-and-faithful-functors-definition/"
  },
  {
    "t": "3H1YKSPH19",
    "n": "Standard probability space",
    "k": "definition",
    "m": [
      "28A05",
      "60A10",
      "28D05"
    ],
    "u": "/math2/wiki/standard-probability-space-definition/"
  },
  {
    "t": "3H2W1MQFGM",
    "n": "Absolutely free algebra",
    "k": "definition",
    "m": [
      "08B20",
      "08A40"
    ],
    "u": "/math2/wiki/absolutely-free-algebra-definition/"
  },
  {
    "t": "3H5SDW6JTX",
    "n": "Co-Heyting algebra",
    "k": "definition",
    "m": [
      "06D20",
      "03G10"
    ],
    "u": "/math2/wiki/co-heyting-algebra-definition/"
  },
  {
    "t": "3H6SQA6JWM",
    "n": "Removable singularities for harmonic functions",
    "k": "statement",
    "m": [
      "31B05",
      "35B60"
    ],
    "u": "/math2/wiki/removable-singularities-for-harmonic-functions/"
  },
  {
    "t": "3HAV1FH6V9",
    "n": "Hypergeometric function of a matrix argument",
    "k": "definition",
    "m": [
      "33C70",
      "33C80",
      "62H10"
    ],
    "u": "/math2/wiki/hypergeometric-function-of-a-matrix-argument-definition/"
  },
  {
    "t": "3HD30YG3DG",
    "n": "Löb's theorem",
    "k": "statement",
    "m": [
      "03F40",
      "03F45"
    ],
    "u": "/math2/wiki/lobs-theorem/"
  },
  {
    "t": "3HDRK3QYSD",
    "n": "Weeks manifold",
    "k": "example",
    "m": [
      "57K32"
    ],
    "u": "/math2/wiki/weeks-manifold/"
  },
  {
    "t": "3HFP9ZQ580",
    "n": "Cramér–Wold theorem",
    "k": "statement",
    "m": [
      "60E10",
      "60F05",
      "60B10"
    ],
    "u": "/math2/wiki/cramer-wold-theorem/"
  },
  {
    "t": "3HGJCQBWVY",
    "n": "Leapfrog integration",
    "k": "statement",
    "m": [
      "65P10",
      "65L06",
      "37M15"
    ],
    "u": "/math2/wiki/leapfrog-integration/"
  },
  {
    "t": "3HKREN3Y3F",
    "n": "Grothendieck–Riemann–Roch theorem",
    "k": "statement",
    "m": [
      "14C40",
      "19L10",
      "14C17"
    ],
    "u": "/math2/wiki/grothendieck-riemann-roch-theorem/"
  },
  {
    "t": "3HRHSHTG9C",
    "n": "Minimal residual method",
    "k": "statement",
    "m": [
      "65F10"
    ],
    "u": "/math2/wiki/minimal-residual-method/"
  },
  {
    "t": "3J0BTXSCVN",
    "n": "Algebraic lattice",
    "k": "concept",
    "m": [
      "06B23",
      "08A30"
    ],
    "u": "/math2/wiki/algebraic-lattice/"
  },
  {
    "t": "3J2QZQDDM7",
    "n": "Mollifier",
    "k": "definition",
    "m": [
      "46E35",
      "46F10",
      "42B35"
    ],
    "u": "/math2/wiki/mollifier-definition/"
  },
  {
    "t": "3J3QGKPMZQ",
    "n": "Polygamma function",
    "k": "concept",
    "m": [
      "33B15"
    ],
    "u": "/math2/wiki/polygamma-function/"
  },
  {
    "t": "3J89REV9WQ",
    "n": "Derivation",
    "k": "concept",
    "m": [
      "13N15",
      "12H05",
      "16W25"
    ],
    "u": "/math2/wiki/derivation/"
  },
  {
    "t": "3JAY4V0GAF",
    "n": "Complex cobordism",
    "k": "definition",
    "m": [
      "55N22",
      "57R77"
    ],
    "u": "/math2/wiki/complex-cobordism-definition/"
  },
  {
    "t": "3JE85VQR4G",
    "n": "Oscillator representation",
    "k": "definition",
    "m": [
      "22E46",
      "22E70",
      "11F27"
    ],
    "u": "/math2/wiki/oscillator-representation-definition/"
  },
  {
    "t": "3JFF28P5NJ",
    "n": "Berkovich space",
    "k": "definition",
    "m": [
      "14G22",
      "32P05",
      "12J25"
    ],
    "u": "/math2/wiki/berkovich-space-definition/"
  },
  {
    "t": "3JGEQYCF6S",
    "n": "Filter limit",
    "k": "definition",
    "m": [
      "54A20",
      "40J05"
    ],
    "u": "/math2/wiki/filter-limit-definition/"
  },
  {
    "t": "3JST9B967R",
    "n": "Honeycomb theorem",
    "k": "statement",
    "m": [
      "52C20",
      "49Q10",
      "05B45"
    ],
    "u": "/math2/wiki/honeycomb-theorem/"
  },
  {
    "t": "3JVGZVVTB0",
    "n": "Maximal torus",
    "k": "concept",
    "m": [
      "22E15",
      "22C05"
    ],
    "u": "/math2/wiki/maximal-torus/"
  },
  {
    "t": "3JVT83K8A1",
    "n": "Trace of an integral operator",
    "k": "concept",
    "m": [
      "45C05",
      "47G10",
      "47B10"
    ],
    "u": "/math2/wiki/trace-of-an-integral-operator/"
  },
  {
    "t": "3JY4BVE4DW",
    "n": "Dirichlet kernel",
    "k": "concept",
    "m": [
      "42A20",
      "42A24"
    ],
    "u": "/math2/wiki/dirichlet-kernel/"
  },
  {
    "t": "3JY5HNFRMF",
    "n": "Square root of a positive operator",
    "k": "concept",
    "m": [
      "47A60",
      "47B65"
    ],
    "u": "/math2/wiki/square-root-of-a-positive-operator/"
  },
  {
    "t": "3K1AKGXF8A",
    "n": "Robinson arithmetic",
    "k": "concept",
    "m": [
      "03F30"
    ],
    "u": "/math2/wiki/robinson-arithmetic/"
  },
  {
    "t": "3K774WEHHY",
    "n": "Moving frame",
    "k": "concept",
    "m": [
      "53A55",
      "53C05"
    ],
    "u": "/math2/wiki/moving-frame/"
  },
  {
    "t": "3KK7M27P8T",
    "n": "Carleman matrix",
    "k": "concept",
    "m": [
      "39B12",
      "13F25",
      "15B99"
    ],
    "u": "/math2/wiki/carleman-matrix/"
  },
  {
    "t": "3KM7HQWKXP",
    "n": "Truncation error",
    "k": "definition",
    "m": [
      "65G99",
      "65D25",
      "65L70"
    ],
    "u": "/math2/wiki/truncation-error-definition/"
  },
  {
    "t": "3KP89PT5P3",
    "n": "Minimum principle for harmonic functions",
    "k": "statement",
    "m": [
      "31B05",
      "35B50"
    ],
    "u": "/math2/wiki/minimum-principle-for-harmonic-functions/"
  },
  {
    "t": "3KX0KQ7V05",
    "n": "Gelfand's formula",
    "k": "statement",
    "m": [
      "15A18",
      "15A60"
    ],
    "u": "/math2/wiki/gelfands-formula/"
  },
  {
    "t": "3KY1RMEDMJ",
    "n": "Birkhoff–von Neumann theorem",
    "k": "statement",
    "m": [
      "15B51",
      "05C70",
      "52B12"
    ],
    "u": "/math2/wiki/birkhoff-von-neumann-theorem/"
  },
  {
    "t": "3KZW2930V2",
    "n": "Ridge regression",
    "k": "concept",
    "m": [
      "62J07",
      "62J05"
    ],
    "u": "/math2/wiki/ridge-regression/"
  },
  {
    "t": "3M724K3B50",
    "n": "Inverse semigroup",
    "k": "concept",
    "m": [
      "20M18"
    ],
    "u": "/math2/wiki/inverse-semigroup/"
  },
  {
    "t": "3M8Y76E4AG",
    "n": "Jónsson terms",
    "k": "concept",
    "m": [
      "08B05",
      "08B10"
    ],
    "u": "/math2/wiki/jonsson-terms/"
  },
  {
    "t": "3MCVMBAGD1",
    "n": "Brownian bridge",
    "k": "concept",
    "m": [
      "60J65",
      "60G15"
    ],
    "u": "/math2/wiki/brownian-bridge/"
  },
  {
    "t": "3MCZ97SW6V",
    "n": "Einstein field equations",
    "k": "concept",
    "m": [
      "83C05",
      "35Q76"
    ],
    "u": "/math2/wiki/einstein-field-equations/"
  },
  {
    "t": "3MDPTW005V",
    "n": "Linear congruential generator",
    "k": "definition",
    "m": [
      "65C10",
      "11K45"
    ],
    "u": "/math2/wiki/linear-congruential-generator-definition/"
  },
  {
    "t": "3MGF59XBD3",
    "n": "Complete intersection",
    "k": "definition",
    "m": [
      "14M10",
      "13C40"
    ],
    "u": "/math2/wiki/complete-intersection-definition/"
  },
  {
    "t": "3MHF6QBW4Q",
    "n": "Number of points of a finite projective plane",
    "k": "statement",
    "m": [
      "51E15",
      "05B25"
    ],
    "u": "/math2/wiki/number-of-points-of-a-finite-projective-plane/"
  },
  {
    "t": "3MHP17HY7N",
    "n": "Uniform convergence of series",
    "k": "definition",
    "m": [
      "40A30"
    ],
    "u": "/math2/wiki/uniform-convergence-of-series-definition/"
  },
  {
    "t": "3MKSJ1J04K",
    "n": "Deformation quantization",
    "k": "concept",
    "m": [
      "53D55",
      "16S80"
    ],
    "u": "/math2/wiki/deformation-quantization/"
  },
  {
    "t": "3MKZST79MK",
    "n": "Ultrafilter lemma",
    "k": "statement",
    "m": [
      "03E25",
      "06E05"
    ],
    "u": "/math2/wiki/ultrafilter-lemma/"
  },
  {
    "t": "3MP41FQHZ5",
    "n": "Gabriel–Popescu theorem",
    "k": "statement",
    "m": [
      "18E10",
      "18E35"
    ],
    "u": "/math2/wiki/gabriel-popescu-theorem/"
  },
  {
    "t": "3MQTWKBBBT",
    "n": "Holomorphic map",
    "k": "concept",
    "m": [
      "32H02",
      "32A10"
    ],
    "u": "/math2/wiki/holomorphic-map/"
  },
  {
    "t": "3MQVKVGYYY",
    "n": "Pluricomplex Green function",
    "k": "concept",
    "m": [
      "32U35"
    ],
    "u": "/math2/wiki/pluricomplex-green-function/"
  },
  {
    "t": "3MSGFJM2NX",
    "n": "Extreme point",
    "k": "concept",
    "m": [
      "46A55",
      "52A07"
    ],
    "u": "/math2/wiki/extreme-point/"
  },
  {
    "t": "3MWNBBG9EH",
    "n": "Jordan–Kinderlehrer–Otto scheme",
    "k": "concept",
    "m": [
      "49Q22",
      "35Q84",
      "35K05"
    ],
    "u": "/math2/wiki/jordan-kinderlehrer-otto-scheme/"
  },
  {
    "t": "3MXR03096V",
    "n": "Ratner's theorems",
    "k": "statement",
    "m": [
      "37A17",
      "22E40",
      "22D40"
    ],
    "u": "/math2/wiki/ratners-theorems/"
  },
  {
    "t": "3MY6RYD0PD",
    "n": "Ergodic hypothesis",
    "k": "definition",
    "m": [
      "37A60",
      "82B03"
    ],
    "u": "/math2/wiki/ergodic-hypothesis-definition/"
  },
  {
    "t": "3N2KQS7QBB",
    "n": "von Mises–Fisher distribution",
    "k": "definition",
    "m": [
      "62H11",
      "60E05"
    ],
    "u": "/math2/wiki/von-mises-fisher-distribution-definition/"
  },
  {
    "t": "3N54R6HR05",
    "n": "Milnor–Thurston kneading theory",
    "k": "statement",
    "m": [
      "37E05",
      "37B40",
      "37E15"
    ],
    "u": "/math2/wiki/milnor-thurston-kneading-theory/"
  },
  {
    "t": "3N66TM3TSQ",
    "n": "Pushforward measure",
    "k": "concept",
    "m": [
      "28A12",
      "28A20"
    ],
    "u": "/math2/wiki/pushforward-measure/"
  },
  {
    "t": "3N80SFETC5",
    "n": "Forcing",
    "k": "definition",
    "m": [
      "03E40",
      "03E35"
    ],
    "u": "/math2/wiki/forcing-definition/"
  },
  {
    "t": "3N8DRR7X92",
    "n": "Ill-posedness of real Laplace inversion",
    "k": "definition",
    "m": [
      "44A10",
      "47A52",
      "65R30"
    ],
    "u": "/math2/wiki/ill-posedness-of-real-laplace-inversion-definition/"
  },
  {
    "t": "3NFC6F0Z9F",
    "n": "Complemented subspace",
    "k": "definition",
    "m": [
      "46B20",
      "46B03"
    ],
    "u": "/math2/wiki/complemented-subspace-definition/"
  },
  {
    "t": "3NJGY8QSTE",
    "n": "Closed subgroup theorem",
    "k": "statement",
    "m": [
      "22E15",
      "22E60"
    ],
    "u": "/math2/wiki/closed-subgroup-theorem/"
  },
  {
    "t": "3NKBCNH5JS",
    "n": "Brouwer's characterization of the Cantor space",
    "k": "statement",
    "m": [
      "54F65"
    ],
    "u": "/math2/wiki/brouwers-characterization-of-the-cantor-space/"
  },
  {
    "t": "3NM362A2JG",
    "n": "Additive combinatorics",
    "k": "concept",
    "m": [
      "11B30",
      "11P70",
      "05D99"
    ],
    "u": "/math2/wiki/additive-combinatorics/"
  },
  {
    "t": "3NZBZXYWAJ",
    "n": "Eisenstein series",
    "k": "definition",
    "m": [
      "11F11"
    ],
    "u": "/math2/wiki/eisenstein-series-definition/"
  },
  {
    "t": "3P246RHXMF",
    "n": "Thue's theorem",
    "k": "statement",
    "m": [
      "52C15",
      "05B40"
    ],
    "u": "/math2/wiki/thues-theorem/"
  },
  {
    "t": "3P5R3WQPT6",
    "n": "Perspective projection",
    "k": "definition",
    "m": [
      "51N05",
      "51N15",
      "68U05"
    ],
    "u": "/math2/wiki/perspective-projection-definition/"
  },
  {
    "t": "3PGXH0T1K6",
    "n": "Lyusternik's theorem on tangent spaces",
    "k": "statement",
    "m": [
      "49K27",
      "46G05",
      "58C20"
    ],
    "u": "/math2/wiki/lyusterniks-theorem-on-tangent-spaces/"
  },
  {
    "t": "3PNJYFPJ3P",
    "n": "Homogeneous ideal",
    "k": "definition",
    "m": [
      "13A02",
      "13A15"
    ],
    "u": "/math2/wiki/homogeneous-ideal-definition/"
  },
  {
    "t": "3PR407YKHN",
    "n": "Spectral radius",
    "k": "definition",
    "m": [
      "15A18",
      "15A60"
    ],
    "u": "/math2/wiki/spectral-radius-definition/"
  },
  {
    "t": "3PRW76471J",
    "n": "Diagonal lemma",
    "k": "statement",
    "m": [
      "03F40"
    ],
    "u": "/math2/wiki/diagonal-lemma/"
  },
  {
    "t": "3PRZ02APFA",
    "n": "Positive-definite function on a group",
    "k": "concept",
    "m": [
      "43A35",
      "22D10"
    ],
    "u": "/math2/wiki/positive-definite-function-on-a-group/"
  },
  {
    "t": "3PS1JB7V95",
    "n": "Heteroscedasticity",
    "k": "definition",
    "m": [
      "62J05",
      "62J20"
    ],
    "u": "/math2/wiki/heteroscedasticity-definition/"
  },
  {
    "t": "3PZ3TMW86C",
    "n": "Boolean model",
    "k": "definition",
    "m": [
      "60D05",
      "60G55"
    ],
    "u": "/math2/wiki/boolean-model-definition/"
  },
  {
    "t": "3Q6CFPQZDF",
    "n": "Thue equation",
    "k": "concept",
    "m": [
      "11D59",
      "11D41"
    ],
    "u": "/math2/wiki/thue-equation/"
  },
  {
    "t": "3Q99FQH4QX",
    "n": "Quasitriangular Hopf algebra",
    "k": "definition",
    "m": [
      "16T05",
      "16T25",
      "81R50"
    ],
    "u": "/math2/wiki/quasitriangular-hopf-algebra-definition/"
  },
  {
    "t": "3QB691PFPB",
    "n": "Nonparametric statistics",
    "k": "definition",
    "m": [
      "62G05",
      "62G10"
    ],
    "u": "/math2/wiki/nonparametric-statistics-definition/"
  },
  {
    "t": "3QDDSSH4FB",
    "n": "Convergence of the Neumann series for Volterra kernels",
    "k": "statement",
    "m": [
      "45D05"
    ],
    "u": "/math2/wiki/convergence-of-the-neumann-series-for-volterra-kernels/"
  },
  {
    "t": "3QG8F9ER3S",
    "n": "Functional equation",
    "k": "definition",
    "m": [
      "39B05",
      "39B52"
    ],
    "u": "/math2/wiki/functional-equation-definition/"
  },
  {
    "t": "3QQ2PBGY3N",
    "n": "Sullivan minimal model",
    "k": "concept",
    "m": [
      "55P62"
    ],
    "u": "/math2/wiki/sullivan-minimal-model/"
  },
  {
    "t": "3QTT95DMFH",
    "n": "Wigner semicircle law",
    "k": "statement",
    "m": [
      "60B20",
      "15B52",
      "60F05"
    ],
    "u": "/math2/wiki/wigner-semicircle-law/"
  },
  {
    "t": "3QWJB8GHDE",
    "n": "Saturation of approximation methods",
    "k": "concept",
    "m": [
      "41A40",
      "41A35",
      "41A36"
    ],
    "u": "/math2/wiki/saturation-of-approximation-methods/"
  },
  {
    "t": "3QWVVM56JF",
    "n": "Bendixson–Dulac theorem",
    "k": "statement",
    "m": [
      "34C05",
      "34C25",
      "37C27"
    ],
    "u": "/math2/wiki/bendixson-dulac-theorem/"
  },
  {
    "t": "3R064KFF68",
    "n": "Poincaré conjecture",
    "k": "statement",
    "m": [
      "57K30",
      "57R60",
      "53E20"
    ],
    "u": "/math2/wiki/poincare-conjecture/"
  },
  {
    "t": "3R2VHPXXWS",
    "n": "Desargues configuration",
    "k": "example",
    "m": [
      "05B30",
      "51A20",
      "51A30"
    ],
    "u": "/math2/wiki/desargues-configuration/"
  },
  {
    "t": "3R2Y906QAQ",
    "n": "Transfer homomorphism",
    "k": "concept",
    "m": [
      "20D20",
      "20J06"
    ],
    "u": "/math2/wiki/transfer-homomorphism/"
  },
  {
    "t": "3R959YSNYP",
    "n": "Maass wave form",
    "k": "concept",
    "m": [
      "11F37",
      "11F12",
      "11F72"
    ],
    "u": "/math2/wiki/maass-wave-form/"
  },
  {
    "t": "3RCAY97W1E",
    "n": "Graph of an operator",
    "k": "concept",
    "m": [
      "47A05"
    ],
    "u": "/math2/wiki/graph-of-an-operator/"
  },
  {
    "t": "3RDB8B5GFA",
    "n": "Hurwitz's theorem (number theory)",
    "k": "statement",
    "m": [
      "11J04",
      "11J70"
    ],
    "u": "/math2/wiki/hurwitzs-theorem-number-theory/"
  },
  {
    "t": "3RGBA24QVA",
    "n": "Galois category",
    "k": "concept",
    "m": [
      "14F35",
      "18B99"
    ],
    "u": "/math2/wiki/galois-category/"
  },
  {
    "t": "3RJ1K36A9A",
    "n": "Michael selection theorem",
    "k": "statement",
    "m": [
      "54C65",
      "54C60"
    ],
    "u": "/math2/wiki/michael-selection-theorem/"
  },
  {
    "t": "3RQ2PT36KQ",
    "n": "Daniell integral",
    "k": "definition",
    "m": [
      "28C05",
      "28A25"
    ],
    "u": "/math2/wiki/daniell-integral-definition/"
  },
  {
    "t": "3RQEK50CP0",
    "n": "120-cell",
    "k": "object",
    "m": [
      "51M20",
      "52B15",
      "52B11"
    ],
    "u": "/math2/wiki/120-cell/"
  },
  {
    "t": "3RT74FQYG1",
    "n": "Transfer principle",
    "k": "statement",
    "m": [
      "03H05",
      "26E35"
    ],
    "u": "/math2/wiki/transfer-principle/"
  },
  {
    "t": "3RWWZYPAFV",
    "n": "Analytic set",
    "k": "concept",
    "m": [
      "03E15",
      "28A05",
      "54H05"
    ],
    "u": "/math2/wiki/analytic-set/"
  },
  {
    "t": "3S42WRMG9V",
    "n": "Leavitt path algebra",
    "k": "definition",
    "m": [
      "16S88",
      "16S10"
    ],
    "u": "/math2/wiki/leavitt-path-algebra-definition/"
  },
  {
    "t": "3S543TYT8C",
    "n": "Markov partition",
    "k": "definition",
    "m": [
      "37D20",
      "37B10"
    ],
    "u": "/math2/wiki/markov-partition-definition/"
  },
  {
    "t": "3S58E70Z7Z",
    "n": "Local property",
    "k": "concept",
    "m": [
      "13B30",
      "13C99"
    ],
    "u": "/math2/wiki/local-property/"
  },
  {
    "t": "3S5TMBAKCA",
    "n": "Nagata ring",
    "k": "concept",
    "m": [
      "13F40",
      "13B22"
    ],
    "u": "/math2/wiki/nagata-ring/"
  },
  {
    "t": "3S7HJ5GQRF",
    "n": "Dissipative operator",
    "k": "concept",
    "m": [
      "47B44",
      "47D06"
    ],
    "u": "/math2/wiki/dissipative-operator/"
  },
  {
    "t": "3SCXCW4AH3",
    "n": "Calderón–Zygmund operator",
    "k": "concept",
    "m": [
      "42B20",
      "47G10"
    ],
    "u": "/math2/wiki/calderon-zygmund-operator/"
  },
  {
    "t": "3SKRBF4KG1",
    "n": "Toeplitz algebra",
    "k": "object",
    "m": [
      "47L80",
      "47B35",
      "46L05"
    ],
    "u": "/math2/wiki/toeplitz-algebra/"
  },
  {
    "t": "3SN7JXGH2Q",
    "n": "Variational capacity",
    "k": "definition",
    "m": [
      "31C45",
      "31B15",
      "46E35"
    ],
    "u": "/math2/wiki/variational-capacity-definition/"
  },
  {
    "t": "3SS5K8MHPK",
    "n": "Radial basis function",
    "k": "definition",
    "m": [
      "41A30",
      "41A63",
      "65D12"
    ],
    "u": "/math2/wiki/radial-basis-function-definition/"
  },
  {
    "t": "3SVWD5SN15",
    "n": "Exponential of a bounded operator",
    "k": "definition",
    "m": [
      "47A60",
      "47D06"
    ],
    "u": "/math2/wiki/exponential-of-a-bounded-operator-definition/"
  },
  {
    "t": "3SZADQXVZJ",
    "n": "Von Neumann universe",
    "k": "object",
    "m": [
      "03E30",
      "03E10"
    ],
    "u": "/math2/wiki/von-neumann-universe/"
  },
  {
    "t": "3SZESKX3N5",
    "n": "Total variation distance between probability measures",
    "k": "concept",
    "m": [
      "60B10",
      "62B10"
    ],
    "u": "/math2/wiki/total-variation-distance-between-probability-measures/"
  },
  {
    "t": "3T5Q9WVQX8",
    "n": "Wave front set",
    "k": "concept",
    "m": [
      "35A18",
      "35A27",
      "58J47"
    ],
    "u": "/math2/wiki/wave-front-set/"
  },
  {
    "t": "3T6WG315GC",
    "n": "Metric outer measure",
    "k": "concept",
    "m": [
      "28A12",
      "28A78"
    ],
    "u": "/math2/wiki/metric-outer-measure/"
  },
  {
    "t": "3T9TT5SSGD",
    "n": "Uniform boundedness conjecture for preperiodic points",
    "k": "conjecture",
    "m": [
      "37P35",
      "37P15",
      "11G05"
    ],
    "u": "/math2/wiki/uniform-boundedness-conjecture-for-preperiodic-points/"
  },
  {
    "t": "3TERJ5C8QK",
    "n": "Characterization of Shannon entropy",
    "k": "statement",
    "m": [
      "94A17",
      "39B22"
    ],
    "u": "/math2/wiki/characterization-of-shannon-entropy/"
  },
  {
    "t": "3TGTNRBKW0",
    "n": "Hopf module",
    "k": "definition",
    "m": [
      "16T05"
    ],
    "u": "/math2/wiki/hopf-module-definition/"
  },
  {
    "t": "3THE3Q96KK",
    "n": "Brianchon's theorem",
    "k": "statement",
    "m": [
      "51A20",
      "51N15"
    ],
    "u": "/math2/wiki/brianchons-theorem/"
  },
  {
    "t": "3TNVVAA1AG",
    "n": "Compact element",
    "k": "definition",
    "m": [
      "06B23",
      "06B35"
    ],
    "u": "/math2/wiki/compact-element-definition/"
  },
  {
    "t": "3TVXB7X266",
    "n": "Commutant lifting theorem",
    "k": "statement",
    "m": [
      "47A20",
      "47A57"
    ],
    "u": "/math2/wiki/commutant-lifting-theorem/"
  },
  {
    "t": "3TWMBFQJJ8",
    "n": "Closable operator",
    "k": "concept",
    "m": [
      "47A05",
      "47B25"
    ],
    "u": "/math2/wiki/closable-operator/"
  },
  {
    "t": "3TXY35FR30",
    "n": "n-term approximation",
    "k": "definition",
    "m": [
      "41A46",
      "41A65"
    ],
    "u": "/math2/wiki/n-term-approximation-definition/"
  },
  {
    "t": "3TY9Y91AMZ",
    "n": "K-function",
    "k": "definition",
    "m": [
      "33B15"
    ],
    "u": "/math2/wiki/k-function-definition/"
  },
  {
    "t": "3V9GYYXM1H",
    "n": "Moulton plane",
    "k": "example",
    "m": [
      "51A35",
      "51A15"
    ],
    "u": "/math2/wiki/moulton-plane/"
  },
  {
    "t": "3VB65PEZQS",
    "n": "Hermite–Hadamard inequality",
    "k": "statement",
    "m": [
      "26D15",
      "26A51"
    ],
    "u": "/math2/wiki/hermite-hadamard-inequality/"
  },
  {
    "t": "3VBRS94V1G",
    "n": "Mild solution",
    "k": "concept",
    "m": [
      "47D06",
      "35K90",
      "34G10"
    ],
    "u": "/math2/wiki/mild-solution/"
  },
  {
    "t": "3VCD0T7QNG",
    "n": "Toeplitz operator",
    "k": "definition",
    "m": [
      "47B35",
      "30H10"
    ],
    "u": "/math2/wiki/toeplitz-operator-definition/"
  },
  {
    "t": "3VJC5Q9MYA",
    "n": "Leray–Schauder degree",
    "k": "concept",
    "m": [
      "47H11",
      "47J05",
      "35A01"
    ],
    "u": "/math2/wiki/leray-schauder-degree/"
  },
  {
    "t": "3VMJGQCD7S",
    "n": "Hartman's uniqueness theorem for harmonic maps",
    "k": "statement",
    "m": [
      "58E20",
      "53C43"
    ],
    "u": "/math2/wiki/hartmans-uniqueness-theorem-for-harmonic-maps/"
  },
  {
    "t": "3VQ2V5HH3R",
    "n": "Sphere bundle",
    "k": "concept",
    "m": [
      "55R25",
      "55R10"
    ],
    "u": "/math2/wiki/sphere-bundle/"
  },
  {
    "t": "3VRZ80X45P",
    "n": "Rückert Nullstellensatz",
    "k": "statement",
    "m": [
      "32B10",
      "32B05"
    ],
    "u": "/math2/wiki/ruckert-nullstellensatz/"
  },
  {
    "t": "3VX06XRVZG",
    "n": "Schoenflies theorem",
    "k": "statement",
    "m": [
      "57N50",
      "57N45"
    ],
    "u": "/math2/wiki/schoenflies-theorem/"
  },
  {
    "t": "3W0FP5DCEV",
    "n": "Projective cover",
    "k": "definition",
    "m": [
      "16D40",
      "16L30"
    ],
    "u": "/math2/wiki/projective-cover-definition/"
  },
  {
    "t": "3W358BSRN2",
    "n": "Periodic solution of a difference equation",
    "k": "concept",
    "m": [
      "39A23",
      "37C25"
    ],
    "u": "/math2/wiki/periodic-solution-of-a-difference-equation/"
  },
  {
    "t": "3W5JGDZAN0",
    "n": "Tarski–Seidenberg theorem",
    "k": "statement",
    "m": [
      "14P10",
      "03C10",
      "12D15"
    ],
    "u": "/math2/wiki/tarski-seidenberg-theorem/"
  },
  {
    "t": "3WDZY1J002",
    "n": "Krohn–Rhodes theory",
    "k": "concept",
    "m": [
      "20M35",
      "68Q70"
    ],
    "u": "/math2/wiki/krohn-rhodes-theory/"
  },
  {
    "t": "3WJFWAGKXR",
    "n": "Polar sets and Brownian hitting",
    "k": "statement",
    "m": [
      "60J45",
      "31B15",
      "60J65"
    ],
    "u": "/math2/wiki/polar-sets-and-brownian-hitting/"
  },
  {
    "t": "3WZAKQ3EJY",
    "n": "Perspectivity",
    "k": "definition",
    "m": [
      "51A05",
      "51N15"
    ],
    "u": "/math2/wiki/perspectivity-definition/"
  },
  {
    "t": "3X4YMR25ST",
    "n": "Type and cotype",
    "k": "definition",
    "m": [
      "46B07",
      "46B09"
    ],
    "u": "/math2/wiki/type-and-cotype-definition/"
  },
  {
    "t": "3X4ZQ41PXG",
    "n": "Ten martini problem",
    "k": "problem",
    "m": [
      "47B36",
      "81Q10",
      "47A10"
    ],
    "u": "/math2/wiki/ten-martini-problem/"
  },
  {
    "t": "3X6C5SC7AF",
    "n": "Durand–Kerner method",
    "k": "statement",
    "m": [
      "65H04"
    ],
    "u": "/math2/wiki/durand-kerner-method/"
  },
  {
    "t": "3X74C58NCH",
    "n": "Doubly stochastic matrix",
    "k": "definition",
    "m": [
      "15B51"
    ],
    "u": "/math2/wiki/doubly-stochastic-matrix-definition/"
  },
  {
    "t": "3X9DD9J3CV",
    "n": "Subadditive function",
    "k": "concept",
    "m": [
      "39B62",
      "26A51"
    ],
    "u": "/math2/wiki/subadditive-function/"
  },
  {
    "t": "3XB4PTTK68",
    "n": "Minimal surface equation",
    "k": "definition",
    "m": [
      "35J93",
      "53A10"
    ],
    "u": "/math2/wiki/minimal-surface-equation-definition/"
  },
  {
    "t": "3XC1C1NC0M",
    "n": "Hardy's uncertainty principle",
    "k": "statement",
    "m": [
      "42A38",
      "30D15"
    ],
    "u": "/math2/wiki/hardys-uncertainty-principle/"
  },
  {
    "t": "3XJYJHMPKY",
    "n": "Zernike polynomials",
    "k": "definition",
    "m": [
      "33C45",
      "78A10"
    ],
    "u": "/math2/wiki/zernike-polynomials-definition/"
  },
  {
    "t": "3XNJ04AMCW",
    "n": "Lerch zeta function",
    "k": "definition",
    "m": [
      "11M35",
      "33B30"
    ],
    "u": "/math2/wiki/lerch-zeta-function-definition/"
  },
  {
    "t": "3XZRRE165N",
    "n": "Covering space",
    "k": "concept",
    "m": [
      "57M10",
      "55R05"
    ],
    "u": "/math2/wiki/covering-space/"
  },
  {
    "t": "3YF7P33WRM",
    "n": "Steiner symmetrization",
    "k": "definition",
    "m": [
      "52A20",
      "52A40"
    ],
    "u": "/math2/wiki/steiner-symmetrization-definition/"
  },
  {
    "t": "3YYKGWJJND",
    "n": "Term algebra",
    "k": "concept",
    "m": [
      "08B20",
      "08A40"
    ],
    "u": "/math2/wiki/term-algebra/"
  },
  {
    "t": "3Z7YMK2WDS",
    "n": "Excellent ring",
    "k": "definition",
    "m": [
      "13F40",
      "13E05"
    ],
    "u": "/math2/wiki/excellent-ring-definition/"
  },
  {
    "t": "3Z9DCWYXQZ",
    "n": "Picard group",
    "k": "concept",
    "m": [
      "14C22",
      "14C20"
    ],
    "u": "/math2/wiki/picard-group/"
  },
  {
    "t": "3ZCJRT8FPT",
    "n": "Hyperkähler manifold",
    "k": "definition",
    "m": [
      "53C26",
      "53C29"
    ],
    "u": "/math2/wiki/hyperkahler-manifold-definition/"
  },
  {
    "t": "3ZEW7MC05Z",
    "n": "Method of multiple scales",
    "k": "definition",
    "m": [
      "34E13",
      "34E10"
    ],
    "u": "/math2/wiki/method-of-multiple-scales-definition/"
  },
  {
    "t": "3ZXN26PW4G",
    "n": "Wiener–Khinchin theorem",
    "k": "statement",
    "m": [
      "60G10",
      "60G12",
      "62M15"
    ],
    "u": "/math2/wiki/wiener-khinchin-theorem/"
  },
  {
    "t": "3ZYM0HXA3E",
    "n": "Periodogram",
    "k": "concept",
    "m": [
      "62M15"
    ],
    "u": "/math2/wiki/periodogram/"
  },
  {
    "t": "3ZZSXKM16Z",
    "n": "Kolmogorov–Arnold–Moser theorem",
    "k": "statement",
    "m": [
      "37J40",
      "70H08"
    ],
    "u": "/math2/wiki/kolmogorov-arnold-moser-theorem/"
  },
  {
    "t": "405TSJS5PA",
    "n": "Bloch space",
    "k": "definition",
    "m": [
      "30H30"
    ],
    "u": "/math2/wiki/bloch-space-definition/"
  },
  {
    "t": "4085B8A528",
    "n": "Ahlswede–Daykin inequality",
    "k": "statement",
    "m": [
      "05D05",
      "06D99",
      "60E15"
    ],
    "u": "/math2/wiki/ahlswede-daykin-inequality/"
  },
  {
    "t": "40ATJEVR32",
    "n": "Bootstrap",
    "k": "concept",
    "m": [
      "62G09",
      "62F40"
    ],
    "u": "/math2/wiki/bootstrap/"
  },
  {
    "t": "40F8KNF8Q1",
    "n": "Auslander–Reiten theory",
    "k": "definition",
    "m": [
      "16G70",
      "16G10"
    ],
    "u": "/math2/wiki/auslander-reiten-theory-definition/"
  },
  {
    "t": "40SV748R64",
    "n": "Hilbert dimension",
    "k": "concept",
    "m": [
      "46C05"
    ],
    "u": "/math2/wiki/hilbert-dimension/"
  },
  {
    "t": "40TPSVZGJB",
    "n": "Schwarz–Christoffel mapping",
    "k": "definition",
    "m": [
      "30C30",
      "30C20"
    ],
    "u": "/math2/wiki/schwarz-christoffel-mapping-definition/"
  },
  {
    "t": "41009J4M5D",
    "n": "Quasi-compact morphism",
    "k": "concept",
    "m": [
      "14A15"
    ],
    "u": "/math2/wiki/quasi-compact-morphism/"
  },
  {
    "t": "410BCE4PAM",
    "n": "Mapping class group",
    "k": "definition",
    "m": [
      "57K20",
      "20F38"
    ],
    "u": "/math2/wiki/mapping-class-group-definition/"
  },
  {
    "t": "410CS90H3R",
    "n": "Calculus of variations",
    "k": "definition",
    "m": [
      "49-XX",
      "49K10",
      "35A15"
    ],
    "u": "/math2/wiki/calculus-of-variations-definition/"
  },
  {
    "t": "4135XQ4WHK",
    "n": "Minimum degree algorithm",
    "k": "statement",
    "m": [
      "65F50",
      "65F05",
      "05C85"
    ],
    "u": "/math2/wiki/minimum-degree-algorithm/"
  },
  {
    "t": "415776K9Z3",
    "n": "Perfect set property",
    "k": "definition",
    "m": [
      "03E15",
      "54H05"
    ],
    "u": "/math2/wiki/perfect-set-property-definition/"
  },
  {
    "t": "417ZRDCHY6",
    "n": "Quotient of a topological group",
    "k": "concept",
    "m": [
      "22A05"
    ],
    "u": "/math2/wiki/quotient-of-a-topological-group/"
  },
  {
    "t": "41D1KJWM78",
    "n": "Lp multiplier",
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    "k": "conjecture",
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    "k": "concept",
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    "k": "statement",
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    "k": "statement",
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    "m": [
      "42B15",
      "28A75"
    ],
    "u": "/math2/wiki/feffermans-ball-multiplier-theorem/"
  },
  {
    "t": "4A7H5AG0NF",
    "n": "Homotopic maps",
    "k": "definition",
    "m": [
      "55Q05",
      "55P10"
    ],
    "u": "/math2/wiki/homotopic-maps-definition/"
  },
  {
    "t": "4A7VAXPG4F",
    "n": "Pluriharmonic function",
    "k": "concept",
    "m": [
      "32U05",
      "31C10"
    ],
    "u": "/math2/wiki/pluriharmonic-function/"
  },
  {
    "t": "4A82S5FVRT",
    "n": "Continuous dual space",
    "k": "concept",
    "m": [
      "46A20"
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    "u": "/math2/wiki/continuous-dual-space/"
  },
  {
    "t": "4A84VHDTHV",
    "n": "Soundness",
    "k": "concept",
    "m": [
      "03B05",
      "03B10",
      "03F03"
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  },
  {
    "t": "4ACJ5TPHJX",
    "n": "Knot sum",
    "k": "definition",
    "m": [
      "57K10"
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    "u": "/math2/wiki/knot-sum-definition/"
  },
  {
    "t": "4AF7AF7690",
    "n": "Conjugacy problem",
    "k": "problem",
    "m": [
      "20F10",
      "03D40"
    ],
    "u": "/math2/wiki/conjugacy-problem/"
  },
  {
    "t": "4AG8ZWK2BB",
    "n": "Ringed space",
    "k": "definition",
    "m": [
      "14A15",
      "54B40"
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    "u": "/math2/wiki/ringed-space-definition/"
  },
  {
    "t": "4AHBMJYCX1",
    "n": "Hamiltonian Monte Carlo",
    "k": "statement",
    "m": [
      "65C05",
      "65C40",
      "60J22"
    ],
    "u": "/math2/wiki/hamiltonian-monte-carlo/"
  },
  {
    "t": "4AKCQERM89",
    "n": "Truncation error",
    "k": "concept",
    "m": [
      "65G99",
      "65D25",
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    ],
    "u": "/math2/wiki/truncation-error/"
  },
  {
    "t": "4AVF0RN7HV",
    "n": "Graph enumeration",
    "k": "concept",
    "m": [
      "05C30",
      "05A16"
    ],
    "u": "/math2/wiki/graph-enumeration/"
  },
  {
    "t": "4AWC5Q4FHE",
    "n": "Superharmonic function",
    "k": "definition",
    "m": [
      "31B05",
      "31A05"
    ],
    "u": "/math2/wiki/superharmonic-function-definition/"
  },
  {
    "t": "4AXC8NESM4",
    "n": "Proper holomorphic map",
    "k": "definition",
    "m": [
      "32H35",
      "32H02"
    ],
    "u": "/math2/wiki/proper-holomorphic-map-definition/"
  },
  {
    "t": "4AY3RMCTA3",
    "n": "Goldie ring",
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    "m": [
      "16P60",
      "16U20"
    ],
    "u": "/math2/wiki/goldie-ring-definition/"
  },
  {
    "t": "4B0R70F4VE",
    "n": "Schoenberg's embedding criterion",
    "k": "statement",
    "m": [
      "51K05",
      "15B48"
    ],
    "u": "/math2/wiki/schoenbergs-embedding-criterion/"
  },
  {
    "t": "4B66270PGS",
    "n": "Essential extension",
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    "m": [
      "08B30"
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    "u": "/math2/wiki/essential-extension-definition/"
  },
  {
    "t": "4B7M4A1MH0",
    "n": "Partial difference equation",
    "k": "concept",
    "m": [
      "39A14"
    ],
    "u": "/math2/wiki/partial-difference-equation/"
  },
  {
    "t": "4BBW1NZ1CC",
    "n": "Jacobi polynomials",
    "k": "definition",
    "m": [
      "33C45",
      "42C05"
    ],
    "u": "/math2/wiki/jacobi-polynomials-definition/"
  },
  {
    "t": "4BEWKR0EG7",
    "n": "Mostow rigidity theorem",
    "k": "statement",
    "m": [
      "53C24",
      "22E40",
      "57K32"
    ],
    "u": "/math2/wiki/mostow-rigidity-theorem/"
  },
  {
    "t": "4BT3Y8TCDN",
    "n": "Schrödinger equation",
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    "m": [
      "35Q41",
      "81Q05",
      "35Q40"
    ],
    "u": "/math2/wiki/schrodinger-equation-definition/"
  },
  {
    "t": "4BVWH0BN28",
    "n": "Relative homology",
    "k": "concept",
    "m": [
      "55N10"
    ],
    "u": "/math2/wiki/relative-homology/"
  },
  {
    "t": "4BW0Y31347",
    "n": "Horn",
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    "m": [
      "55U10",
      "18N50"
    ],
    "u": "/math2/wiki/horn-definition/"
  },
  {
    "t": "4BY024AVR8",
    "n": "Solution of equations with degenerate kernels",
    "k": "statement",
    "m": [
      "45B05",
      "45A05"
    ],
    "u": "/math2/wiki/solution-of-equations-with-degenerate-kernels/"
  },
  {
    "t": "4C1AE84N5N",
    "n": "Localization",
    "k": "concept",
    "m": [
      "13B30"
    ],
    "u": "/math2/wiki/localization/"
  },
  {
    "t": "4C3BANJ8AH",
    "n": "Second variation",
    "k": "concept",
    "m": [
      "49K05",
      "49K10"
    ],
    "u": "/math2/wiki/second-variation/"
  },
  {
    "t": "4C3RRDA4WZ",
    "n": "Regular semigroup",
    "k": "definition",
    "m": [
      "20M17"
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    "u": "/math2/wiki/regular-semigroup-definition/"
  },
  {
    "t": "4C5RG7P4VT",
    "n": "Pointless topology",
    "k": "definition",
    "m": [
      "06D22",
      "18F70",
      "54A05"
    ],
    "u": "/math2/wiki/pointless-topology-definition/"
  },
  {
    "t": "4CDFMKKZ01",
    "n": "Quartic formula",
    "k": "statement",
    "m": [
      "12E12",
      "12D10"
    ],
    "u": "/math2/wiki/quartic-formula/"
  },
  {
    "t": "4CDFWST967",
    "n": "Ramanujan–Petersson conjecture",
    "k": "statement",
    "m": [
      "11F30",
      "11F11"
    ],
    "u": "/math2/wiki/ramanujan-petersson-conjecture/"
  },
  {
    "t": "4CGTN9NRR9",
    "n": "Teichmüller space",
    "k": "definition",
    "m": [
      "30F60",
      "32G15"
    ],
    "u": "/math2/wiki/teichmuller-space-definition/"
  },
  {
    "t": "4CK2GSRAGD",
    "n": "Reproducing kernel Hilbert space",
    "k": "concept",
    "m": [
      "46E22"
    ],
    "u": "/math2/wiki/reproducing-kernel-hilbert-space/"
  },
  {
    "t": "4CMPPTSJNP",
    "n": "Galois group of a prime degree polynomial with two nonreal roots",
    "k": "statement",
    "m": [
      "12F10",
      "12D10"
    ],
    "u": "/math2/wiki/galois-group-of-a-prime-degree-polynomial-with-two-nonreal-roots/"
  },
  {
    "t": "4CMRM3975W",
    "n": "Growth rate of a group",
    "k": "concept",
    "m": [
      "20F69",
      "20F65"
    ],
    "u": "/math2/wiki/growth-rate-of-a-group/"
  },
  {
    "t": "4CRH8NNFEF",
    "n": "Near-unanimity term",
    "k": "concept",
    "m": [
      "08B05",
      "08B10"
    ],
    "u": "/math2/wiki/near-unanimity-term/"
  },
  {
    "t": "4CSMQFTGD8",
    "n": "Tate module",
    "k": "concept",
    "m": [
      "14K15",
      "11G10"
    ],
    "u": "/math2/wiki/tate-module/"
  },
  {
    "t": "4CZMWQVC30",
    "n": "g-theorem",
    "k": "statement",
    "m": [
      "52B05",
      "05E45"
    ],
    "u": "/math2/wiki/g-theorem/"
  },
  {
    "t": "4D073CCYGV",
    "n": "Rational map",
    "k": "concept",
    "m": [
      "14E05"
    ],
    "u": "/math2/wiki/rational-map/"
  },
  {
    "t": "4D090WJ84H",
    "n": "Carathéodory's existence theorem",
    "k": "statement",
    "m": [
      "34A12",
      "34A06"
    ],
    "u": "/math2/wiki/caratheodorys-existence-theorem/"
  },
  {
    "t": "4D1E2YYJNZ",
    "n": "Bilateral Laplace transform of a probability law",
    "k": "example",
    "m": [
      "44A10",
      "60E10"
    ],
    "u": "/math2/wiki/bilateral-laplace-transform-of-a-probability-law/"
  },
  {
    "t": "4D8CDGZNHE",
    "n": "Partial isometry",
    "k": "definition",
    "m": [
      "47B02",
      "47A05"
    ],
    "u": "/math2/wiki/partial-isometry-definition/"
  },
  {
    "t": "4D9HP5TS6W",
    "n": "Minkowski question-mark function",
    "k": "example",
    "m": [
      "26A30",
      "11A55"
    ],
    "u": "/math2/wiki/minkowski-question-mark-function/"
  },
  {
    "t": "4DD3GM2K4T",
    "n": "Local cohomology",
    "k": "definition",
    "m": [
      "13D45",
      "14B15"
    ],
    "u": "/math2/wiki/local-cohomology-definition/"
  },
  {
    "t": "4DEGC6JADR",
    "n": "Center manifold theorem",
    "k": "statement",
    "m": [
      "37D10",
      "34C45"
    ],
    "u": "/math2/wiki/center-manifold-theorem/"
  },
  {
    "t": "4DJ4V5VBSH",
    "n": "Normed algebra",
    "k": "concept",
    "m": [
      "46H05"
    ],
    "u": "/math2/wiki/normed-algebra/"
  },
  {
    "t": "4DKB6AQ8J7",
    "n": "Yoneda embedding",
    "k": "concept",
    "m": [
      "18A25",
      "18A22"
    ],
    "u": "/math2/wiki/yoneda-embedding/"
  },
  {
    "t": "4DQGSSWREK",
    "n": "General recursive function",
    "k": "definition",
    "m": [
      "03D20"
    ],
    "u": "/math2/wiki/general-recursive-function-definition/"
  },
  {
    "t": "4DRPG6VR70",
    "n": "Net of a polyhedron",
    "k": "definition",
    "m": [
      "52B10",
      "52B05"
    ],
    "u": "/math2/wiki/net-of-a-polyhedron-definition/"
  },
  {
    "t": "4DSVM5Q17H",
    "n": "Operator system",
    "k": "concept",
    "m": [
      "46L07",
      "47L07"
    ],
    "u": "/math2/wiki/operator-system/"
  },
  {
    "t": "4DV7PEPZ7R",
    "n": "Jordan algebra",
    "k": "definition",
    "m": [
      "17C10",
      "17C50"
    ],
    "u": "/math2/wiki/jordan-algebra-definition/"
  },
  {
    "t": "4DVJQJV0DG",
    "n": "Net",
    "k": "concept",
    "m": [
      "54A20"
    ],
    "u": "/math2/wiki/net/"
  },
  {
    "t": "4DWC4XFS34",
    "n": "Lagrange's theorem in S3",
    "k": "example",
    "m": [
      "20D60"
    ],
    "u": "/math2/wiki/lagranges-theorem-in-s3/"
  },
  {
    "t": "4E4RXKV9W3",
    "n": "van Dantzig's theorem",
    "k": "statement",
    "m": [
      "22D05",
      "22A05"
    ],
    "u": "/math2/wiki/van-dantzigs-theorem/"
  },
  {
    "t": "4E518M24MA",
    "n": "Quillen's theorem on complex cobordism",
    "k": "statement",
    "m": [
      "55N22",
      "14L05"
    ],
    "u": "/math2/wiki/quillens-theorem-on-complex-cobordism/"
  },
  {
    "t": "4E7ZAWAJ7S",
    "n": "Topological index",
    "k": "definition",
    "m": [
      "58J20",
      "19K56"
    ],
    "u": "/math2/wiki/topological-index-definition/"
  },
  {
    "t": "4EBHAWJJ8C",
    "n": "Chain homotopy",
    "k": "concept",
    "m": [
      "18G35",
      "55U15"
    ],
    "u": "/math2/wiki/chain-homotopy/"
  },
  {
    "t": "4ECWKRYM8P",
    "n": "Dirac equation",
    "k": "definition",
    "m": [
      "35Q41",
      "35Q40"
    ],
    "u": "/math2/wiki/dirac-equation-definition/"
  },
  {
    "t": "4EH60YPD9Q",
    "n": "Dini–Lipschitz criterion",
    "k": "statement",
    "m": [
      "42A20",
      "41A17"
    ],
    "u": "/math2/wiki/dini-lipschitz-criterion/"
  },
  {
    "t": "4EJB6E2AZK",
    "n": "Semimartingale",
    "k": "concept",
    "m": [
      "60G48",
      "60H05"
    ],
    "u": "/math2/wiki/semimartingale/"
  },
  {
    "t": "4EJED0YZBB",
    "n": "C-infinity ring",
    "k": "concept",
    "m": [
      "58A03",
      "18F40",
      "51K10"
    ],
    "u": "/math2/wiki/c-infinity-ring/"
  },
  {
    "t": "4F0N5J5QT2",
    "n": "Wald–Wolfowitz optimality of the sequential probability ratio test",
    "k": "statement",
    "m": [
      "62L10",
      "62L15"
    ],
    "u": "/math2/wiki/wald-wolfowitz-optimality-of-the-sequential-probability-ratio-test/"
  },
  {
    "t": "4F1ABY39W1",
    "n": "Weakly compact cardinal",
    "k": "definition",
    "m": [
      "03E55",
      "03E02"
    ],
    "u": "/math2/wiki/weakly-compact-cardinal-definition/"
  },
  {
    "t": "4F3KWXYXBA",
    "n": "Homotopy fiber",
    "k": "concept",
    "m": [
      "55R05",
      "55P05"
    ],
    "u": "/math2/wiki/homotopy-fiber/"
  },
  {
    "t": "4F812GHFZK",
    "n": "Resonance",
    "k": "concept",
    "m": [
      "34C15",
      "34A30"
    ],
    "u": "/math2/wiki/resonance/"
  },
  {
    "t": "4FBC8218YE",
    "n": "Sparse grid",
    "k": "definition",
    "m": [
      "65D32",
      "41A63",
      "65D05"
    ],
    "u": "/math2/wiki/sparse-grid-definition/"
  },
  {
    "t": "4FJ0S71P58",
    "n": "Coproduct",
    "k": "concept",
    "m": [
      "18A30"
    ],
    "u": "/math2/wiki/coproduct/"
  },
  {
    "t": "4FK55CYMVZ",
    "n": "Pringsheim convergence",
    "k": "definition",
    "m": [
      "40B05",
      "40A05"
    ],
    "u": "/math2/wiki/pringsheim-convergence-definition/"
  },
  {
    "t": "4G25S7PJ22",
    "n": "Monomial ideal",
    "k": "concept",
    "m": [
      "13F55",
      "13F20",
      "05E40"
    ],
    "u": "/math2/wiki/monomial-ideal/"
  },
  {
    "t": "4G53E7BRXF",
    "n": "Doob's martingale inequality",
    "k": "statement",
    "m": [
      "60G42",
      "60E15"
    ],
    "u": "/math2/wiki/doobs-martingale-inequality/"
  },
  {
    "t": "4G65M0ZWAZ",
    "n": "Brun sieve",
    "k": "definition",
    "m": [
      "11N35",
      "11N36"
    ],
    "u": "/math2/wiki/brun-sieve-definition/"
  },
  {
    "t": "4G6CFK4T7F",
    "n": "Homotopy fiber",
    "k": "definition",
    "m": [
      "55R05",
      "55P05"
    ],
    "u": "/math2/wiki/homotopy-fiber-definition/"
  },
  {
    "t": "4G7BGMGGK2",
    "n": "Smale's degree for proper Fredholm maps",
    "k": "definition",
    "m": [
      "58C25",
      "58B15",
      "47H11"
    ],
    "u": "/math2/wiki/smales-degree-for-proper-fredholm-maps-definition/"
  },
  {
    "t": "4GG1HGDEZC",
    "n": "XYZ inequality",
    "k": "statement",
    "m": [
      "06A07",
      "60E15"
    ],
    "u": "/math2/wiki/xyz-inequality/"
  },
  {
    "t": "4GG7VRW0DY",
    "n": "Chern class",
    "k": "definition",
    "m": [
      "14C17",
      "57R20",
      "55R40"
    ],
    "u": "/math2/wiki/chern-class-definition/"
  },
  {
    "t": "4GM75FC4PP",
    "n": "Maass wave form",
    "k": "definition",
    "m": [
      "11F37",
      "11F12",
      "11F72"
    ],
    "u": "/math2/wiki/maass-wave-form-definition/"
  },
  {
    "t": "4GNPFMT7DZ",
    "n": "Lamplighter group",
    "k": "example",
    "m": [
      "20F65",
      "20E22"
    ],
    "u": "/math2/wiki/lamplighter-group/"
  },
  {
    "t": "4GPAX3B1MK",
    "n": "Radon transform",
    "k": "definition",
    "m": [
      "44A12",
      "92C55",
      "53C65"
    ],
    "u": "/math2/wiki/radon-transform-definition/"
  },
  {
    "t": "4GRWMXWJNZ",
    "n": "Semisimple module",
    "k": "definition",
    "m": [
      "16D60"
    ],
    "u": "/math2/wiki/semisimple-module-definition/"
  },
  {
    "t": "4GTNM0WHDH",
    "n": "Ricci curvature",
    "k": "concept",
    "m": [
      "53B20",
      "53C21"
    ],
    "u": "/math2/wiki/ricci-curvature/"
  },
  {
    "t": "4H1E4KW1JX",
    "n": "Hamilton–Jacobi equation",
    "k": "definition",
    "m": [
      "35F21",
      "70H20",
      "49L12"
    ],
    "u": "/math2/wiki/hamilton-jacobi-equation-definition/"
  },
  {
    "t": "4H31EM5T0C",
    "n": "Erdős distinct distances problem",
    "k": "problem",
    "m": [
      "52C10",
      "52C45"
    ],
    "u": "/math2/wiki/erdos-distinct-distances-problem/"
  },
  {
    "t": "4H35VQ16DC",
    "n": "Realizability",
    "k": "concept",
    "m": [
      "03F50",
      "03F55",
      "03D80"
    ],
    "u": "/math2/wiki/realizability/"
  },
  {
    "t": "4H3AHHDSVS",
    "n": "Poisson manifold",
    "k": "definition",
    "m": [
      "53D17"
    ],
    "u": "/math2/wiki/poisson-manifold-definition/"
  },
  {
    "t": "4H7DF303WF",
    "n": "Determinacy",
    "k": "definition",
    "m": [
      "03E60",
      "91A44",
      "03E15"
    ],
    "u": "/math2/wiki/determinacy-definition/"
  },
  {
    "t": "4HH0RPA7E6",
    "n": "Linear recurrence with polynomial coefficients",
    "k": "definition",
    "m": [
      "39A06",
      "33F10"
    ],
    "u": "/math2/wiki/linear-recurrence-with-polynomial-coefficients-definition/"
  },
  {
    "t": "4HH8C9V8JQ",
    "n": "Fredholm alternative",
    "k": "statement",
    "m": [
      "15A06",
      "47A53"
    ],
    "u": "/math2/wiki/fredholm-alternative/"
  },
  {
    "t": "4HHDPZ4BDY",
    "n": "Covering relation",
    "k": "concept",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/covering-relation/"
  },
  {
    "t": "4HMBNA4RMN",
    "n": "Function having a given Mellin transform",
    "k": "definition",
    "m": [
      "44A15"
    ],
    "u": "/math2/wiki/function-having-a-given-mellin-transform-definition/"
  },
  {
    "t": "4HMR4KQ01T",
    "n": "Max-flow min-cut theorem",
    "k": "statement",
    "m": [
      "05C21",
      "90B10",
      "90C35"
    ],
    "u": "/math2/wiki/max-flow-min-cut-theorem/"
  },
  {
    "t": "4HP429BZQ5",
    "n": "WZ theory",
    "k": "definition",
    "m": [
      "05A19",
      "33F10"
    ],
    "u": "/math2/wiki/wz-theory-definition/"
  },
  {
    "t": "4HQBRDQ3A9",
    "n": "Bifurcation from a characteristic value",
    "k": "concept",
    "m": [
      "47J15",
      "45G10",
      "45C05"
    ],
    "u": "/math2/wiki/bifurcation-from-a-characteristic-value/"
  },
  {
    "t": "4HS3C12472",
    "n": "Feller process",
    "k": "concept",
    "m": [
      "60J25",
      "60J35",
      "47D07"
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    "u": "/math2/wiki/feller-process/"
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  {
    "t": "4HS60JABC5",
    "n": "Fukaya category",
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    "m": [
      "53D37",
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      "18G70"
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    "u": "/math2/wiki/fukaya-category/"
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  {
    "t": "4HV4WTAX9P",
    "n": "Intersection theory",
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    "m": [
      "14C17",
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    "u": "/math2/wiki/intersection-theory/"
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  {
    "t": "4HZX2EN319",
    "n": "Legendre condition",
    "k": "statement",
    "m": [
      "49K05"
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    "u": "/math2/wiki/legendre-condition/"
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  {
    "t": "4J05N6H5NX",
    "n": "Random group",
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      "20P05",
      "20F65",
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    "u": "/math2/wiki/random-group/"
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  {
    "t": "4J4EW7FXWW",
    "n": "Mazur–Ulam theorem",
    "k": "statement",
    "m": [
      "46B04"
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    "t": "4J9JJ3DY5R",
    "n": "Hilbert symbol",
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    "m": [
      "11S31",
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    "u": "/math2/wiki/hilbert-symbol-definition/"
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  {
    "t": "4JAEKN22Y5",
    "n": "Kahan summation algorithm",
    "k": "statement",
    "m": [
      "65G50",
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    "u": "/math2/wiki/kahan-summation-algorithm/"
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  {
    "t": "4JCSS2Z1BA",
    "n": "Block design",
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    "m": [
      "05B05"
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  {
    "t": "4JEBSN709Q",
    "n": "Determinantal variety",
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    "m": [
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    "t": "4JEDEJRXJW",
    "n": "Siggers term",
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    "t": "4JF1SGYZ5Y",
    "n": "Discrete valuation ring",
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  {
    "t": "4JG5Y1E5F3",
    "n": "Eilenberg–Steenrod axioms",
    "k": "definition",
    "m": [
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  {
    "t": "4JVVDAQ9XX",
    "n": "Legendre polynomials",
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    "m": [
      "33C45",
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  {
    "t": "4JWHKNGS4Y",
    "n": "Character sum",
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    "m": [
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  {
    "t": "4JX3WDYJ83",
    "n": "Markov random field",
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  {
    "t": "4K0ZQ35ZCK",
    "n": "Kolmogorov quotient",
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    "m": [
      "54D10",
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  {
    "t": "4K2DZV0D0D",
    "n": "Spherical Bessel functions",
    "k": "concept",
    "m": [
      "33C10",
      "34B30"
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    "u": "/math2/wiki/spherical-bessel-functions/"
  },
  {
    "t": "4K3D632K60",
    "n": "Turán's inequalities",
    "k": "statement",
    "m": [
      "33C45",
      "26D15"
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    "u": "/math2/wiki/turans-inequalities/"
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  {
    "t": "4K6B00NYCD",
    "n": "Beltrami equation",
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    "m": [
      "30C62"
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  {
    "t": "4K6F157663",
    "n": "Integral extension",
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    "m": [
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    "u": "/math2/wiki/integral-extension-definition/"
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    "t": "4K7TJE5KM4",
    "n": "Fresnel integrals",
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    "m": [
      "33B20"
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    "u": "/math2/wiki/fresnel-integrals-definition/"
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  {
    "t": "4K9RYSNPG3",
    "n": "Open subgroup",
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    "m": [
      "22A05"
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  {
    "t": "4KAWK0FD4V",
    "n": "Isolated hypersurface singularity",
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    "m": [
      "32S25",
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      "14B05"
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    "u": "/math2/wiki/isolated-hypersurface-singularity-definition/"
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  {
    "t": "4KCBFQS9WR",
    "n": "Daniell integral",
    "k": "concept",
    "m": [
      "28C05",
      "28A25"
    ],
    "u": "/math2/wiki/daniell-integral/"
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  {
    "t": "4KCECXYW81",
    "n": "Hom-set characterization of adjunctions",
    "k": "statement",
    "m": [
      "18A40"
    ],
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    "t": "4KFC9BE02Y",
    "n": "1 + 2 + 3 + 4 + ⋯",
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    "m": [
      "40A05",
      "11M06"
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    "u": "/math2/wiki/1-2-3-4/"
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    "t": "4KN39NQZ02",
    "n": "Spectrum of an element",
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    "m": [
      "46H05",
      "47A10"
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    "t": "4KPNX1SZYR",
    "n": "Barbalat's lemma",
    "k": "statement",
    "m": [
      "34D05",
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    "u": "/math2/wiki/barbalats-lemma/"
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  {
    "t": "4KTBRP27P6",
    "n": "Siegel's theorem on integral points",
    "k": "statement",
    "m": [
      "11G30",
      "11D45",
      "14G05"
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    "u": "/math2/wiki/siegels-theorem-on-integral-points/"
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    "t": "4KX81Q85DT",
    "n": "Seminorm",
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    "m": [
      "46A03"
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    "t": "4KXHGXZQY8",
    "n": "Weierstrass's counterexample to the Dirichlet principle",
    "k": "counterexample",
    "m": [
      "49J05",
      "35A15"
    ],
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  {
    "t": "4KZ458T2QA",
    "n": "Variational integrator",
    "k": "concept",
    "m": [
      "65P10",
      "37M15"
    ],
    "u": "/math2/wiki/variational-integrator/"
  },
  {
    "t": "4M1SYSPGA2",
    "n": "Rational map",
    "k": "definition",
    "m": [
      "14E05"
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    "u": "/math2/wiki/rational-map-definition/"
  },
  {
    "t": "4M5JXYVQ2X",
    "n": "Compactly generated space",
    "k": "concept",
    "m": [
      "54D50"
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    "u": "/math2/wiki/compactly-generated-space/"
  },
  {
    "t": "4M94FZH9Y8",
    "n": "Regular function",
    "k": "concept",
    "m": [
      "14A10"
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    "u": "/math2/wiki/regular-function/"
  },
  {
    "t": "4MBR0W0S6N",
    "n": "Artin–Tate lemma",
    "k": "statement",
    "m": [
      "13E15",
      "13E05"
    ],
    "u": "/math2/wiki/artin-tate-lemma/"
  },
  {
    "t": "4MBYAVB0PY",
    "n": "Commuting probability",
    "k": "concept",
    "m": [
      "20D60",
      "20P05"
    ],
    "u": "/math2/wiki/commuting-probability/"
  },
  {
    "t": "4MCCP8GG4J",
    "n": "Closed geodesic",
    "k": "concept",
    "m": [
      "53C22",
      "58E10"
    ],
    "u": "/math2/wiki/closed-geodesic/"
  },
  {
    "t": "4MR4YJS1ZD",
    "n": "Exchangeable random variables",
    "k": "concept",
    "m": [
      "60G09"
    ],
    "u": "/math2/wiki/exchangeable-random-variables/"
  },
  {
    "t": "4MWPJBF1Z7",
    "n": "Wavelet",
    "k": "definition",
    "m": [
      "42C40",
      "65T60"
    ],
    "u": "/math2/wiki/wavelet-definition/"
  },
  {
    "t": "4N1WKH2ZQV",
    "n": "Proof that subgroups of index two are normal",
    "k": "proof",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/proof-that-subgroups-of-index-two-are-normal/"
  },
  {
    "t": "4N4DNDR22Z",
    "n": "Sober space",
    "k": "concept",
    "m": [
      "54D10",
      "06D22"
    ],
    "u": "/math2/wiki/sober-space/"
  },
  {
    "t": "4N53T1BZ9S",
    "n": "Mehta integral",
    "k": "statement",
    "m": [
      "33B15",
      "15B52",
      "60B20"
    ],
    "u": "/math2/wiki/mehta-integral/"
  },
  {
    "t": "4N5FGYKAFW",
    "n": "Whitney C-infinity topology",
    "k": "definition",
    "m": [
      "58D15",
      "58C25"
    ],
    "u": "/math2/wiki/whitney-c-infinity-topology-definition/"
  },
  {
    "t": "4NCB2ZY08G",
    "n": "Lewy's example",
    "k": "counterexample",
    "m": [
      "35A01",
      "35F05",
      "32V05"
    ],
    "u": "/math2/wiki/lewys-example/"
  },
  {
    "t": "4NCYA7GME1",
    "n": "Signature operator",
    "k": "concept",
    "m": [
      "58J20",
      "58A14",
      "57R20"
    ],
    "u": "/math2/wiki/signature-operator/"
  },
  {
    "t": "4NFHBBNZBK",
    "n": "Integro-differential equation",
    "k": "definition",
    "m": [
      "45J05"
    ],
    "u": "/math2/wiki/integro-differential-equation-definition/"
  },
  {
    "t": "4NKP73KVVW",
    "n": "Area-minimizing current",
    "k": "concept",
    "m": [
      "49Q15",
      "49Q05",
      "49Q20"
    ],
    "u": "/math2/wiki/area-minimizing-current/"
  },
  {
    "t": "4NMTSX0XDS",
    "n": "Group ring",
    "k": "concept",
    "m": [
      "16S34",
      "20C05"
    ],
    "u": "/math2/wiki/group-ring/"
  },
  {
    "t": "4NSACSWRJZ",
    "n": "Eigenfunction of an integral operator",
    "k": "concept",
    "m": [
      "45C05",
      "47A75",
      "47G10"
    ],
    "u": "/math2/wiki/eigenfunction-of-an-integral-operator/"
  },
  {
    "t": "4P3S0DRZXB",
    "n": "Nerve of a cover",
    "k": "concept",
    "m": [
      "55U10",
      "55N05"
    ],
    "u": "/math2/wiki/nerve-of-a-cover/"
  },
  {
    "t": "4P4Z4ZGXCY",
    "n": "Borel hierarchy",
    "k": "concept",
    "m": [
      "03E15",
      "54H05",
      "28A05"
    ],
    "u": "/math2/wiki/borel-hierarchy/"
  },
  {
    "t": "4P5PSWADJD",
    "n": "Packing density",
    "k": "concept",
    "m": [
      "52C17",
      "05B40",
      "11H31"
    ],
    "u": "/math2/wiki/packing-density/"
  },
  {
    "t": "4P7GBWJ4RR",
    "n": "Ext functor",
    "k": "concept",
    "m": [
      "13D07",
      "18G15"
    ],
    "u": "/math2/wiki/ext-functor/"
  },
  {
    "t": "4P7KPA3Y7R",
    "n": "Smoothing by convolution",
    "k": "statement",
    "m": [
      "44A35",
      "42A85"
    ],
    "u": "/math2/wiki/smoothing-by-convolution/"
  },
  {
    "t": "4PBC71YCTK",
    "n": "Sequential probability ratio test",
    "k": "definition",
    "m": [
      "62L10",
      "62F03"
    ],
    "u": "/math2/wiki/sequential-probability-ratio-test-definition/"
  },
  {
    "t": "4PDKJ8N1S9",
    "n": "Strichartz estimate",
    "k": "statement",
    "m": [
      "35Q41",
      "35B45",
      "35Q55"
    ],
    "u": "/math2/wiki/strichartz-estimate/"
  },
  {
    "t": "4PK2T949SQ",
    "n": "Zaremba's punctured ball",
    "k": "counterexample",
    "m": [
      "31B20",
      "31B25",
      "31A25"
    ],
    "u": "/math2/wiki/zarembas-punctured-ball/"
  },
  {
    "t": "4PPT08K2M1",
    "n": "Importance sampling",
    "k": "statement",
    "m": [
      "65C05",
      "62D05"
    ],
    "u": "/math2/wiki/importance-sampling/"
  },
  {
    "t": "4PVP1C3JZG",
    "n": "Multidimensional transform",
    "k": "concept",
    "m": [
      "44A30",
      "42B10"
    ],
    "u": "/math2/wiki/multidimensional-transform/"
  },
  {
    "t": "4PZ35C0GV3",
    "n": "Wavelet",
    "k": "concept",
    "m": [
      "42C40",
      "65T60"
    ],
    "u": "/math2/wiki/wavelet/"
  },
  {
    "t": "4Q1CK359NB",
    "n": "S-finite measure",
    "k": "definition",
    "m": [
      "28A12"
    ],
    "u": "/math2/wiki/s-finite-measure-definition/"
  },
  {
    "t": "4Q3WY1RX91",
    "n": "Weak homotopy equivalence",
    "k": "concept",
    "m": [
      "55P10",
      "55Q05"
    ],
    "u": "/math2/wiki/weak-homotopy-equivalence/"
  },
  {
    "t": "4QAQ2TRAY0",
    "n": "Percolation theory",
    "k": "definition",
    "m": [
      "60K35",
      "82B43"
    ],
    "u": "/math2/wiki/percolation-theory-definition/"
  },
  {
    "t": "4QKRPRCSXH",
    "n": "Axiom of constructibility",
    "k": "concept",
    "m": [
      "03E45",
      "03E35"
    ],
    "u": "/math2/wiki/axiom-of-constructibility/"
  },
  {
    "t": "4QQQP1Q886",
    "n": "Factor analysis",
    "k": "concept",
    "m": [
      "62H25"
    ],
    "u": "/math2/wiki/factor-analysis/"
  },
  {
    "t": "4R6SQD60FN",
    "n": "Bornological space",
    "k": "concept",
    "m": [
      "46A08",
      "46A17"
    ],
    "u": "/math2/wiki/bornological-space/"
  },
  {
    "t": "4R6XZSDH3E",
    "n": "Weak and strong extremum",
    "k": "definition",
    "m": [
      "49K05",
      "49K99"
    ],
    "u": "/math2/wiki/weak-and-strong-extremum-definition/"
  },
  {
    "t": "4R7HW6X4JY",
    "n": "Exponential map of a Lie group",
    "k": "definition",
    "m": [
      "22E60",
      "22E15"
    ],
    "u": "/math2/wiki/exponential-map-of-a-lie-group-definition/"
  },
  {
    "t": "4R8XEAV3P6",
    "n": "Laguerre polynomials",
    "k": "definition",
    "m": [
      "33C45",
      "42C05"
    ],
    "u": "/math2/wiki/laguerre-polynomials-definition/"
  },
  {
    "t": "4RB8834SEJ",
    "n": "F-algebra",
    "k": "concept",
    "m": [
      "18C15",
      "08C05",
      "08A70"
    ],
    "u": "/math2/wiki/f-algebra/"
  },
  {
    "t": "4RDG2SJ70D",
    "n": "Hankel functions",
    "k": "definition",
    "m": [
      "33C10",
      "34B30"
    ],
    "u": "/math2/wiki/hankel-functions-definition/"
  },
  {
    "t": "4READX002Z",
    "n": "Stein factorization",
    "k": "statement",
    "m": [
      "14A15"
    ],
    "u": "/math2/wiki/stein-factorization/"
  },
  {
    "t": "4RF117CH63",
    "n": "Steiner quasigroup",
    "k": "example",
    "m": [
      "20N05",
      "05B07",
      "08A99"
    ],
    "u": "/math2/wiki/steiner-quasigroup/"
  },
  {
    "t": "4RG1RB1MXH",
    "n": "Biproduct",
    "k": "definition",
    "m": [
      "18E05",
      "18A30"
    ],
    "u": "/math2/wiki/biproduct-definition/"
  },
  {
    "t": "4RH1D40WG1",
    "n": "Buchberger's algorithm",
    "k": "concept",
    "m": [
      "13P10",
      "68W30"
    ],
    "u": "/math2/wiki/buchbergers-algorithm/"
  },
  {
    "t": "4RJSN0QARD",
    "n": "Power of a test",
    "k": "concept",
    "m": [
      "62F03"
    ],
    "u": "/math2/wiki/power-of-a-test/"
  },
  {
    "t": "4RK8T21D27",
    "n": "Fiber bundle",
    "k": "definition",
    "m": [
      "55R10"
    ],
    "u": "/math2/wiki/fiber-bundle-definition/"
  },
  {
    "t": "4RPERPNBK1",
    "n": "Eckmann–Hilton duality",
    "k": "definition",
    "m": [
      "55P30"
    ],
    "u": "/math2/wiki/eckmann-hilton-duality-definition/"
  },
  {
    "t": "4RPGSCQVR9",
    "n": "Minkowski content",
    "k": "definition",
    "m": [
      "28A75",
      "28A80"
    ],
    "u": "/math2/wiki/minkowski-content-definition/"
  },
  {
    "t": "4RXXE3BB6W",
    "n": "Harish-Chandra embedding",
    "k": "statement",
    "m": [
      "32M15",
      "22E46"
    ],
    "u": "/math2/wiki/harish-chandra-embedding/"
  },
  {
    "t": "4S1HC0N5E8",
    "n": "Perfect set",
    "k": "definition",
    "m": [
      "54A05",
      "54H05"
    ],
    "u": "/math2/wiki/perfect-set-definition/"
  },
  {
    "t": "4S4Z7SQ47G",
    "n": "Conformal geometric algebra",
    "k": "concept",
    "m": [
      "15A66",
      "51B10"
    ],
    "u": "/math2/wiki/conformal-geometric-algebra/"
  },
  {
    "t": "4S50G4PS26",
    "n": "Oppenheim conjecture",
    "k": "statement",
    "m": [
      "11E20",
      "37A17",
      "22E40"
    ],
    "u": "/math2/wiki/oppenheim-conjecture/"
  },
  {
    "t": "4S6DXRPZ4Z",
    "n": "Essential submodule",
    "k": "definition",
    "m": [
      "16D10"
    ],
    "u": "/math2/wiki/essential-submodule-definition/"
  },
  {
    "t": "4SBZ4EMPBZ",
    "n": "Maschke's theorem",
    "k": "statement",
    "m": [
      "20C05",
      "16S34",
      "16D60"
    ],
    "u": "/math2/wiki/maschkes-theorem/"
  },
  {
    "t": "4SCS55K5MA",
    "n": "The integers modulo the even integers",
    "k": "example",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/the-integers-modulo-the-even-integers/"
  },
  {
    "t": "4SH2ZB984E",
    "n": "Global attractor",
    "k": "concept",
    "m": [
      "35B41",
      "37L25",
      "37L30"
    ],
    "u": "/math2/wiki/global-attractor/"
  },
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    "t": "4SNJWQBAHF",
    "n": "Almost convergence",
    "k": "definition",
    "m": [
      "40H05",
      "46A45"
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    "u": "/math2/wiki/almost-convergence-definition/"
  },
  {
    "t": "4SPC17FPXE",
    "n": "Jones polynomial",
    "k": "concept",
    "m": [
      "57K14"
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    "u": "/math2/wiki/jones-polynomial/"
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  {
    "t": "4SQHHRPKMV",
    "n": "Recurrent point",
    "k": "concept",
    "m": [
      "37B20"
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    "u": "/math2/wiki/recurrent-point/"
  },
  {
    "t": "4SQYNP0B4Y",
    "n": "Nilpotency class",
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    "m": [
      "20F18",
      "20F14",
      "20D15"
    ],
    "u": "/math2/wiki/nilpotency-class/"
  },
  {
    "t": "4SSJ589G6T",
    "n": "Portmanteau theorem",
    "k": "statement",
    "m": [
      "60B10",
      "28A33"
    ],
    "u": "/math2/wiki/portmanteau-theorem/"
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  {
    "t": "4ST57PN8K7",
    "n": "Spheroidal wave function",
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      "34B30"
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    "u": "/math2/wiki/spheroidal-wave-function-definition/"
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  {
    "t": "4T1MNB8Z11",
    "n": "Quadrature rule",
    "k": "definition",
    "m": [
      "65D32",
      "41A55"
    ],
    "u": "/math2/wiki/quadrature-rule-definition/"
  },
  {
    "t": "4T72ZP5XHF",
    "n": "Mumford–Shah functional",
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    "m": [
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      "94A08",
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    ],
    "u": "/math2/wiki/mumford-shah-functional/"
  },
  {
    "t": "4T7D0T5GJA",
    "n": "Sobol sequence",
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    "m": [
      "11K38",
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    ],
    "u": "/math2/wiki/sobol-sequence/"
  },
  {
    "t": "4TCFNSTXAD",
    "n": "Nef line bundle",
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    "m": [
      "14C20",
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    "u": "/math2/wiki/nef-line-bundle-definition/"
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  {
    "t": "4THTYJ07RT",
    "n": "Limit point compact space",
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    "m": [
      "54D30"
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    "t": "4TKVXC9N46",
    "n": "Kardar–Parisi–Zhang equation",
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    "m": [
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      "35Q82"
    ],
    "u": "/math2/wiki/kardar-parisi-zhang-equation-definition/"
  },
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    "t": "4TP2R2R7DA",
    "n": "Loewner order",
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    "m": [
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      "47A63"
    ],
    "u": "/math2/wiki/loewner-order-definition/"
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    "t": "4TWY53TBKK",
    "n": "Coplanarity",
    "k": "concept",
    "m": [
      "51N10",
      "51A05"
    ],
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  {
    "t": "4TXG13F5N0",
    "n": "Feldman–Hájek theorem",
    "k": "statement",
    "m": [
      "28C20",
      "60G15",
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    "u": "/math2/wiki/feldman-hajek-theorem/"
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    "t": "4V09M20SJB",
    "n": "Limit set",
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    "m": [
      "37C10",
      "34C05"
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    "u": "/math2/wiki/limit-set-definition/"
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  {
    "t": "4V4AGE7XP4",
    "n": "Fractional calculus",
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    "m": [
      "26A33"
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    "u": "/math2/wiki/fractional-calculus-definition/"
  },
  {
    "t": "4V81611P9N",
    "n": "Field of rational functions",
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      "12F20",
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    ],
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  },
  {
    "t": "4V9V0AHJCS",
    "n": "Characteristic value of a kernel",
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      "45C05",
      "47A75"
    ],
    "u": "/math2/wiki/characteristic-value-of-a-kernel-definition/"
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    "t": "4VD8XXQ4P3",
    "n": "Dirichlet eigenvalue",
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    "m": [
      "35P15",
      "35P05",
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    ],
    "u": "/math2/wiki/dirichlet-eigenvalue/"
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  {
    "t": "4VDFK4ZF0V",
    "n": "Rack and quandle",
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      "57K12",
      "20N02"
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    "u": "/math2/wiki/rack-and-quandle-definition/"
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    "t": "4VE006XQ33",
    "n": "Grünwald–Letnikov derivative",
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    "m": [
      "26A33"
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    "t": "4VFX7WNFGX",
    "n": "Birational geometry",
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    "m": [
      "14E05"
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    "t": "4VMSSYB5DN",
    "n": "Nevanlinna–Pick interpolation",
    "k": "statement",
    "m": [
      "30E05",
      "47A57"
    ],
    "u": "/math2/wiki/nevanlinna-pick-interpolation/"
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  {
    "t": "4VNHVDHTNN",
    "n": "Markov partition",
    "k": "concept",
    "m": [
      "37D20",
      "37B10"
    ],
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    "t": "4VSZ22TX4B",
    "n": "Particular point topology",
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    "m": [
      "54G20"
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    "u": "/math2/wiki/particular-point-topology/"
  },
  {
    "t": "4W0EG94RZ5",
    "n": "Fredholm series for the resolvent",
    "k": "statement",
    "m": [
      "45B05"
    ],
    "u": "/math2/wiki/fredholm-series-for-the-resolvent/"
  },
  {
    "t": "4W27TKGQWR",
    "n": "Buekenhout geometry",
    "k": "concept",
    "m": [
      "51E24",
      "51A05"
    ],
    "u": "/math2/wiki/buekenhout-geometry/"
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    "t": "4W31MKE01V",
    "n": "Approximate derivative",
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    "m": [
      "26A24"
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    "u": "/math2/wiki/approximate-derivative/"
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    "t": "4W40NHWPQT",
    "n": "Log-normal distribution",
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      "60E05",
      "62E15"
    ],
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  },
  {
    "t": "4W9NM803BB",
    "n": "Pi-system",
    "k": "concept",
    "m": [
      "28A05",
      "60A10"
    ],
    "u": "/math2/wiki/pi-system/"
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  {
    "t": "4WCJ49Z90S",
    "n": "Lichnerowicz formula",
    "k": "statement",
    "m": [
      "53C27",
      "58J60",
      "53C21"
    ],
    "u": "/math2/wiki/lichnerowicz-formula/"
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  {
    "t": "4WCYBSH1P6",
    "n": "Matroid minor",
    "k": "concept",
    "m": [
      "05B35"
    ],
    "u": "/math2/wiki/matroid-minor/"
  },
  {
    "t": "4WKHF5BCTA",
    "n": "Dehn–Sommerville equations",
    "k": "statement",
    "m": [
      "52B05",
      "05E45"
    ],
    "u": "/math2/wiki/dehn-sommerville-equations/"
  },
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    "t": "4WSR1VXJNW",
    "n": "Tate algebra",
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    "m": [
      "32P05",
      "14G22",
      "12J25"
    ],
    "u": "/math2/wiki/tate-algebra-definition/"
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    "t": "4WX0HAK9X9",
    "n": "Graded poset",
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    "m": [
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  {
    "t": "4WY3A9YGDR",
    "n": "Kuranishi structure",
    "k": "concept",
    "m": [
      "53D45",
      "58D27",
      "57R18"
    ],
    "u": "/math2/wiki/kuranishi-structure/"
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    "t": "4X0A0CQ0B0",
    "n": "Harmonic at a point",
    "k": "definition",
    "m": [
      "31B05"
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    "u": "/math2/wiki/harmonic-at-a-point-definition/"
  },
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    "t": "4X6WC3E7P8",
    "n": "Céa's lemma",
    "k": "statement",
    "m": [
      "65N30",
      "65N15"
    ],
    "u": "/math2/wiki/ceas-lemma/"
  },
  {
    "t": "4XEGZK0H36",
    "n": "Stieltjes function",
    "k": "definition",
    "m": [
      "26A48",
      "28A12",
      "26A42"
    ],
    "u": "/math2/wiki/stieltjes-function-definition/"
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    "t": "4XGQD57EWF",
    "n": "Nonexpansive map",
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    "m": [
      "47H09",
      "54E40"
    ],
    "u": "/math2/wiki/nonexpansive-map-definition/"
  },
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    "t": "4XM1VN1C1N",
    "n": "Weak operator topology",
    "k": "concept",
    "m": [
      "47L05",
      "46L10",
      "46A03"
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    "u": "/math2/wiki/weak-operator-topology/"
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    "t": "4XQ8TYS2C4",
    "n": "Cayley–Abels graph",
    "k": "definition",
    "m": [
      "22D05",
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      "05C25"
    ],
    "u": "/math2/wiki/cayley-abels-graph-definition/"
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    "t": "4XR88RPJ4K",
    "n": "Bohr compactification",
    "k": "definition",
    "m": [
      "22C05",
      "43A60",
      "22B05"
    ],
    "u": "/math2/wiki/bohr-compactification-definition/"
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    "t": "4XRVJE0KAN",
    "n": "Finite model theory",
    "k": "concept",
    "m": [
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      "68Q19"
    ],
    "u": "/math2/wiki/finite-model-theory/"
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    "t": "4XTPY82PP4",
    "n": "Poincaré–Hopf theorem",
    "k": "statement",
    "m": [
      "57R25",
      "55M25"
    ],
    "u": "/math2/wiki/poincare-hopf-theorem/"
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    "t": "4XWG6S7R4Z",
    "n": "Arithmetic group",
    "k": "concept",
    "m": [
      "20G30",
      "11F06",
      "22E40"
    ],
    "u": "/math2/wiki/arithmetic-group/"
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    "t": "4XYXDYXQZR",
    "n": "Darboux integral",
    "k": "definition",
    "m": [
      "26A42"
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    "u": "/math2/wiki/darboux-integral-definition/"
  },
  {
    "t": "4Y4MR8W9AF",
    "n": "Association scheme",
    "k": "definition",
    "m": [
      "05E30"
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    "u": "/math2/wiki/association-scheme-definition/"
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    "t": "4Y7VENNBVK",
    "n": "Approximately finite-dimensional C*-algebra",
    "k": "concept",
    "m": [
      "46L05",
      "46L35"
    ],
    "u": "/math2/wiki/approximately-finite-dimensional-c-algebra/"
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  {
    "t": "4YDJDTV6B7",
    "n": "Descriptive geometry",
    "k": "concept",
    "m": [
      "51N05"
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    "u": "/math2/wiki/descriptive-geometry/"
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    "t": "4YDR9Q36DS",
    "n": "Iwasawa decomposition of a Lie group",
    "k": "statement",
    "m": [
      "22E46",
      "22E15"
    ],
    "u": "/math2/wiki/iwasawa-decomposition-of-a-lie-group/"
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  {
    "t": "4YK46R1QDR",
    "n": "Chu–Vandermonde identity",
    "k": "statement",
    "m": [
      "33C05",
      "05A19"
    ],
    "u": "/math2/wiki/chu-vandermonde-identity/"
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    "t": "4YN1TB9CXN",
    "n": "Universal property of the free magma",
    "k": "statement",
    "m": [
      "08B20",
      "20N02"
    ],
    "u": "/math2/wiki/universal-property-of-the-free-magma/"
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  {
    "t": "4YQ8JYXBKK",
    "n": "Starred transform",
    "k": "concept",
    "m": [
      "44A55",
      "93C57",
      "44A10"
    ],
    "u": "/math2/wiki/starred-transform/"
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    "t": "4YSCK1DF26",
    "n": "Subvariety",
    "k": "concept",
    "m": [
      "08B15",
      "08B99"
    ],
    "u": "/math2/wiki/subvariety/"
  },
  {
    "t": "4YZVFGJVSZ",
    "n": "Capacity of a set",
    "k": "concept",
    "m": [
      "31B15",
      "31C15"
    ],
    "u": "/math2/wiki/capacity-of-a-set/"
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    "t": "4Z1YXT957Z",
    "n": "Modular lambda function",
    "k": "object",
    "m": [
      "11F03",
      "33E05"
    ],
    "u": "/math2/wiki/modular-lambda-function/"
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    "t": "4Z6EED4616",
    "n": "Ore localization",
    "k": "definition",
    "m": [
      "16U20",
      "16S85"
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    "u": "/math2/wiki/ore-localization-definition/"
  },
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    "t": "4Z73AFN7WT",
    "n": "Monotone likelihood ratio",
    "k": "concept",
    "m": [
      "62F03"
    ],
    "u": "/math2/wiki/monotone-likelihood-ratio/"
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    "t": "4Z75CMNQ1P",
    "n": "Newtonian potential",
    "k": "definition",
    "m": [
      "31B15",
      "31B10"
    ],
    "u": "/math2/wiki/newtonian-potential-definition/"
  },
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    "t": "4ZTTPDXCQT",
    "n": "Affine differential geometry",
    "k": "definition",
    "m": [
      "53A15"
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    "u": "/math2/wiki/affine-differential-geometry-definition/"
  },
  {
    "t": "4ZY2D6C8A6",
    "n": "Benedicks' theorem",
    "k": "statement",
    "m": [
      "42B10",
      "42A38"
    ],
    "u": "/math2/wiki/benedicks-theorem/"
  },
  {
    "t": "507C34W0ZT",
    "n": "Holomorphic function of several variables",
    "k": "concept",
    "m": [
      "32A10"
    ],
    "u": "/math2/wiki/holomorphic-function-of-several-variables/"
  },
  {
    "t": "5083DHSK82",
    "n": "Birkhoff's HSP theorem",
    "k": "statement",
    "m": [
      "08B99",
      "03C05"
    ],
    "u": "/math2/wiki/birkhoffs-hsp-theorem/"
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  {
    "t": "509ZWA0R26",
    "n": "Paris–Harrington theorem",
    "k": "statement",
    "m": [
      "03F30",
      "05D10"
    ],
    "u": "/math2/wiki/paris-harrington-theorem/"
  },
  {
    "t": "50D3KZHQ7B",
    "n": "Partial algebra",
    "k": "definition",
    "m": [
      "08A55"
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    "u": "/math2/wiki/partial-algebra-definition/"
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    "t": "5115KV924G",
    "n": "Linear difference equation",
    "k": "definition",
    "m": [
      "39A06"
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    "u": "/math2/wiki/linear-difference-equation-definition/"
  },
  {
    "t": "5126SDXYHF",
    "n": "Volterra integro-differential equation",
    "k": "concept",
    "m": [
      "45J05",
      "45D05"
    ],
    "u": "/math2/wiki/volterra-integro-differential-equation/"
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    "t": "5152FTFE13",
    "n": "Thom space",
    "k": "definition",
    "m": [
      "55R25",
      "57R20"
    ],
    "u": "/math2/wiki/thom-space-definition/"
  },
  {
    "t": "51G4QJZ345",
    "n": "Loewner differential equation",
    "k": "concept",
    "m": [
      "30C35",
      "30C55"
    ],
    "u": "/math2/wiki/loewner-differential-equation/"
  },
  {
    "t": "51GRFQ4WY6",
    "n": "Rademacher functions",
    "k": "concept",
    "m": [
      "42C10",
      "60G50"
    ],
    "u": "/math2/wiki/rademacher-functions/"
  },
  {
    "t": "51PH7Z03TJ",
    "n": "Legendre integral transform",
    "k": "concept",
    "m": [
      "44A15",
      "42C10",
      "33C45"
    ],
    "u": "/math2/wiki/legendre-integral-transform/"
  },
  {
    "t": "51YVV85GWB",
    "n": "Birational geometry",
    "k": "concept",
    "m": [
      "14E05",
      "14E30",
      "14E08"
    ],
    "u": "/math2/wiki/birational-geometry/"
  },
  {
    "t": "5252P3NHT7",
    "n": "Selberg sieve",
    "k": "concept",
    "m": [
      "11N35",
      "11N36"
    ],
    "u": "/math2/wiki/selberg-sieve/"
  },
  {
    "t": "526TCVMSHP",
    "n": "Fredholm integral equation",
    "k": "concept",
    "m": [
      "45B05"
    ],
    "u": "/math2/wiki/fredholm-integral-equation/"
  },
  {
    "t": "5276MDSDQV",
    "n": "Unisolvent point set",
    "k": "concept",
    "m": [
      "41A05",
      "41A63",
      "65D05"
    ],
    "u": "/math2/wiki/unisolvent-point-set/"
  },
  {
    "t": "528G11SDWR",
    "n": "Schauder basis",
    "k": "concept",
    "m": [
      "46B15"
    ],
    "u": "/math2/wiki/schauder-basis/"
  },
  {
    "t": "529D1C4W9H",
    "n": "Koenigs function",
    "k": "concept",
    "m": [
      "30D05",
      "37F10",
      "39B32"
    ],
    "u": "/math2/wiki/koenigs-function/"
  },
  {
    "t": "52GCNZ1MZ8",
    "n": "Hermitian symmetric space",
    "k": "definition",
    "m": [
      "32M15",
      "53C35"
    ],
    "u": "/math2/wiki/hermitian-symmetric-space-definition/"
  },
  {
    "t": "52N6S8WXM9",
    "n": "Brownian bridge",
    "k": "definition",
    "m": [
      "60J65",
      "60G15"
    ],
    "u": "/math2/wiki/brownian-bridge-definition/"
  },
  {
    "t": "52QT0EK3GJ",
    "n": "Analytic set",
    "k": "definition",
    "m": [
      "03E15",
      "28A05",
      "54H05"
    ],
    "u": "/math2/wiki/analytic-set-definition/"
  },
  {
    "t": "52VS07H6GK",
    "n": "Hermite functions",
    "k": "concept",
    "m": [
      "33C45",
      "42C10",
      "81Q05"
    ],
    "u": "/math2/wiki/hermite-functions/"
  },
  {
    "t": "52XCYMK0WW",
    "n": "Intuitionistic logic",
    "k": "definition",
    "m": [
      "03B20",
      "03F55"
    ],
    "u": "/math2/wiki/intuitionistic-logic-definition/"
  },
  {
    "t": "53750WSJ6K",
    "n": "Stirling's formula for the gamma function",
    "k": "statement",
    "m": [
      "33B15",
      "41A60"
    ],
    "u": "/math2/wiki/stirlings-formula-for-the-gamma-function/"
  },
  {
    "t": "537J79VYQR",
    "n": "First Cousin problem",
    "k": "problem",
    "m": [
      "32A20",
      "32E10",
      "32C35"
    ],
    "u": "/math2/wiki/first-cousin-problem/"
  },
  {
    "t": "53H8EVRC1J",
    "n": "Lax–Friedrichs method",
    "k": "definition",
    "m": [
      "65M06",
      "65M08",
      "35L65"
    ],
    "u": "/math2/wiki/lax-friedrichs-method-definition/"
  },
  {
    "t": "53HPW59SJC",
    "n": "Shimura variety",
    "k": "definition",
    "m": [
      "14G35",
      "11G18"
    ],
    "u": "/math2/wiki/shimura-variety-definition/"
  },
  {
    "t": "53K0FDVSHE",
    "n": "Inertial manifold",
    "k": "definition",
    "m": [
      "37L25",
      "35B42"
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    "k": "statement",
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    "m": [
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    "k": "statement",
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    "k": "concept",
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      "42A05",
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    "k": "concept",
    "m": [
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    "k": "concept",
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    "k": "concept",
    "m": [
      "53B20",
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    "k": "concept",
    "m": [
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    "n": "First variation",
    "k": "concept",
    "m": [
      "49K05",
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    "k": "definition",
    "m": [
      "46F15",
      "32A45"
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    "u": "/math2/wiki/hyperfunction-definition/"
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    "t": "5BCRQYVYR8",
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    "k": "statement",
    "m": [
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      "11R09",
      "11C08"
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    "u": "/math2/wiki/perrons-irreducibility-criterion/"
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    "k": "definition",
    "m": [
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    "k": "statement",
    "m": [
      "44A15",
      "42A38"
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    "k": "concept",
    "m": [
      "35A27",
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    "k": "definition",
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    "k": "definition",
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      "30D30"
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    "u": "/math2/wiki/elliptic-function-definition/"
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    "k": "concept",
    "m": [
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    "u": "/math2/wiki/neutral-differential-equation/"
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    "k": "definition",
    "m": [
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      "45D05"
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    "u": "/math2/wiki/stochastic-volterra-equation-definition/"
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    "t": "5C91SFVTY7",
    "n": "Pixley term",
    "k": "concept",
    "m": [
      "08B05",
      "08B10"
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    "u": "/math2/wiki/pixley-term/"
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    "t": "5CET1KWWWH",
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    "k": "concept",
    "m": [
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    "n": "Hardy inequality in Sobolev spaces",
    "k": "statement",
    "m": [
      "26D10",
      "46E35",
      "35A23"
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    "u": "/math2/wiki/hardy-inequality-in-sobolev-spaces/"
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    "n": "Karhunen–Loève theorem",
    "k": "statement",
    "m": [
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      "60G15"
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    "t": "5CSCTKRTB2",
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    "k": "definition",
    "m": [
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      "40E05"
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    "u": "/math2/wiki/regular-variation-definition/"
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    "k": "statement",
    "m": [
      "53D20",
      "52B20"
    ],
    "u": "/math2/wiki/atiyah-guillemin-sternberg-convexity-theorem/"
  },
  {
    "t": "5CVYTHWY96",
    "n": "Algebraic independence",
    "k": "definition",
    "m": [
      "12F20"
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    "u": "/math2/wiki/algebraic-independence-definition/"
  },
  {
    "t": "5CYEQY4SWR",
    "n": "Torsor",
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    "m": [
      "14L15",
      "14L30",
      "20G10"
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    "u": "/math2/wiki/torsor/"
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  {
    "t": "5CZHFNY9F3",
    "n": "Complex cobordism",
    "k": "concept",
    "m": [
      "55N22",
      "57R77"
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  {
    "t": "5D0J26E619",
    "n": "Differential dynamic programming",
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    "m": [
      "49M15",
      "49L20",
      "93C55"
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  {
    "t": "5D5SC7NNJ2",
    "n": "Pettis integral",
    "k": "definition",
    "m": [
      "28B05",
      "46G10"
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    "u": "/math2/wiki/pettis-integral-definition/"
  },
  {
    "t": "5DFMMGGD9Y",
    "n": "Minkowski–Weyl theorem",
    "k": "statement",
    "m": [
      "52B11",
      "90C05"
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    "u": "/math2/wiki/minkowski-weyl-theorem/"
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  {
    "t": "5DHPVQ9B4X",
    "n": "Strongly measurable function",
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    "m": [
      "28B05",
      "46G10",
      "28A20"
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    "u": "/math2/wiki/strongly-measurable-function-definition/"
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  {
    "t": "5DHSMZKD73",
    "n": "Ring with involution",
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    "m": [
      "16W10",
      "46K05"
    ],
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  {
    "t": "5DNZZBSQSR",
    "n": "Brown–McCoy radical",
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    "m": [
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    "t": "5DST3VKEMX",
    "n": "Determinant line bundle",
    "k": "concept",
    "m": [
      "58J52",
      "47A53"
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  {
    "t": "5DTY2FCT9Z",
    "n": "Seiberg–Witten invariants",
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    "m": [
      "57R57",
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      "53C27"
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    "t": "5DYYRZWER6",
    "n": "Cross-polytope",
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    "m": [
      "52B12",
      "52B11",
      "51M20"
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    "u": "/math2/wiki/cross-polytope/"
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    "t": "5E547TJ7PS",
    "n": "Representation theory of SL2(R)",
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      "22E46",
      "22E45"
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  {
    "t": "5E6KB3V8R0",
    "n": "Harmonic analysis on groups",
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      "43A65",
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      "22D10"
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    "t": "5E9E5R9RYZ",
    "n": "Brieskorn manifold",
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    "m": [
      "32S55",
      "57R60",
      "32S25"
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    "t": "5EHD2XBQDG",
    "n": "Wave equation",
    "k": "concept",
    "m": [
      "35L05",
      "35L15"
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    "u": "/math2/wiki/wave-equation/"
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  {
    "t": "5EJ7SW1RCV",
    "n": "Uniformization theorem",
    "k": "statement",
    "m": [
      "30F10",
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    "u": "/math2/wiki/uniformization-theorem/"
  },
  {
    "t": "5ENHTF01Z8",
    "n": "Saddle point of a Lagrangian",
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    "m": [
      "90C46",
      "49J35",
      "49K99"
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    "u": "/math2/wiki/saddle-point-of-a-lagrangian/"
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  {
    "t": "5EZRN3812E",
    "n": "Zeros of holomorphic functions are not isolated",
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    "m": [
      "32A60",
      "32A10"
    ],
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  {
    "t": "5F0YMCV50R",
    "n": "Semiprime ring",
    "k": "concept",
    "m": [
      "16N60"
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  },
  {
    "t": "5F76XA1ABC",
    "n": "Brent's method",
    "k": "statement",
    "m": [
      "65H05"
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    "t": "5F9MP8VCJ4",
    "n": "Real Hardy space H1",
    "k": "definition",
    "m": [
      "42B30",
      "42B35"
    ],
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  {
    "t": "5FC2T66AQD",
    "n": "Totally unimodular matrix",
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    "m": [
      "15B36",
      "90C10",
      "90C27"
    ],
    "u": "/math2/wiki/totally-unimodular-matrix-definition/"
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  {
    "t": "5FC6BMM1NA",
    "n": "Classification of second-order PDEs",
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    "m": [
      "35A99",
      "35J15",
      "35L10"
    ],
    "u": "/math2/wiki/classification-of-second-order-pdes/"
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  {
    "t": "5FD8V6MQNX",
    "n": "Cartan's theorem A",
    "k": "statement",
    "m": [
      "32E10",
      "32C35"
    ],
    "u": "/math2/wiki/cartans-theorem-a/"
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  {
    "t": "5FDMY7PDYY",
    "n": "Grothendieck group",
    "k": "concept",
    "m": [
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      "18F30",
      "16E20"
    ],
    "u": "/math2/wiki/grothendieck-group/"
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  {
    "t": "5FG1BKZXKS",
    "n": "Haagerup property",
    "k": "concept",
    "m": [
      "22D55",
      "20F65"
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    "u": "/math2/wiki/haagerup-property/"
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  {
    "t": "5FKKCM9ESE",
    "n": "Quasi-projective variety",
    "k": "definition",
    "m": [
      "14A10",
      "14N05"
    ],
    "u": "/math2/wiki/quasi-projective-variety-definition/"
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  {
    "t": "5FM1TC4FG4",
    "n": "Spectral density estimation",
    "k": "definition",
    "m": [
      "62M15",
      "62G07"
    ],
    "u": "/math2/wiki/spectral-density-estimation-definition/"
  },
  {
    "t": "5FQG18RD00",
    "n": "Convolution integral equation",
    "k": "definition",
    "m": [
      "45E10",
      "44A35"
    ],
    "u": "/math2/wiki/convolution-integral-equation-definition/"
  },
  {
    "t": "5FR6JX04RS",
    "n": "Hilbert polynomial",
    "k": "definition",
    "m": [
      "13D40",
      "13A02"
    ],
    "u": "/math2/wiki/hilbert-polynomial-definition/"
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  {
    "t": "5FY0JQGHYZ",
    "n": "Z-transform",
    "k": "concept",
    "m": [
      "44A55",
      "39A12",
      "93C55"
    ],
    "u": "/math2/wiki/z-transform/"
  },
  {
    "t": "5FZDQQHQKM",
    "n": "Covariant derivative",
    "k": "concept",
    "m": [
      "53B05",
      "53C05"
    ],
    "u": "/math2/wiki/covariant-derivative/"
  },
  {
    "t": "5GCANV7337",
    "n": "Integral extensions of fields",
    "k": "statement",
    "m": [
      "13B21"
    ],
    "u": "/math2/wiki/integral-extensions-of-fields/"
  },
  {
    "t": "5GD32H1RPD",
    "n": "Hypergeometric series",
    "k": "definition",
    "m": [
      "33C05"
    ],
    "u": "/math2/wiki/hypergeometric-series-definition/"
  },
  {
    "t": "5GDFYDF2R2",
    "n": "Cartan–Iwasawa–Malcev theorem",
    "k": "statement",
    "m": [
      "22E15",
      "22C05"
    ],
    "u": "/math2/wiki/cartan-iwasawa-malcev-theorem/"
  },
  {
    "t": "5GN0RYRVBA",
    "n": "Totally positive matrix",
    "k": "concept",
    "m": [
      "15B48"
    ],
    "u": "/math2/wiki/totally-positive-matrix/"
  },
  {
    "t": "5GNSQRHSSC",
    "n": "Involution as solution of Babbage's equation",
    "k": "example",
    "m": [
      "39B12",
      "39B22"
    ],
    "u": "/math2/wiki/involution-as-solution-of-babbages-equation/"
  },
  {
    "t": "5GVFZWMWC8",
    "n": "Algebraic K-theory",
    "k": "concept",
    "m": [
      "16E20",
      "19D06"
    ],
    "u": "/math2/wiki/algebraic-k-theory/"
  },
  {
    "t": "5GW2T2AM1A",
    "n": "Lattice ideal",
    "k": "concept",
    "m": [
      "06B10"
    ],
    "u": "/math2/wiki/lattice-ideal/"
  },
  {
    "t": "5GX76EM5HS",
    "n": "Strichartz estimates in Lorentz space",
    "k": "statement",
    "m": [
      "35-XX"
    ],
    "u": "/math2/wiki/strichartz-estimates-in-lorentz-space/"
  },
  {
    "t": "5H16H7FY5D",
    "n": "Extensive category",
    "k": "concept",
    "m": [
      "18B50"
    ],
    "u": "/math2/wiki/extensive-category/"
  },
  {
    "t": "5H4XZVF9B9",
    "n": "Minkowski's second theorem",
    "k": "statement",
    "m": [
      "11H06"
    ],
    "u": "/math2/wiki/minkowskis-second-theorem/"
  },
  {
    "t": "5H8XESYCHQ",
    "n": "Wiener algebra",
    "k": "concept",
    "m": [
      "42A20",
      "46J10",
      "43A20"
    ],
    "u": "/math2/wiki/wiener-algebra/"
  },
  {
    "t": "5H8Z56KXMS",
    "n": "Lasker–Noether theorem",
    "k": "statement",
    "m": [
      "13A15",
      "13E05"
    ],
    "u": "/math2/wiki/lasker-noether-theorem/"
  },
  {
    "t": "5HDG31YEPW",
    "n": "Riemannian manifold",
    "k": "definition",
    "m": [
      "53C20",
      "53B20"
    ],
    "u": "/math2/wiki/riemannian-manifold-definition/"
  },
  {
    "t": "5HDNJWZ6K9",
    "n": "Hyperconnected space",
    "k": "definition",
    "m": [
      "54D05",
      "14A05"
    ],
    "u": "/math2/wiki/hyperconnected-space-definition/"
  },
  {
    "t": "5HRKJBAY2V",
    "n": "Central simple algebra",
    "k": "concept",
    "m": [
      "16K20",
      "16K50"
    ],
    "u": "/math2/wiki/central-simple-algebra/"
  },
  {
    "t": "5HYB6DDZH8",
    "n": "Weierstrass transform",
    "k": "concept",
    "m": [
      "44A15",
      "35K05"
    ],
    "u": "/math2/wiki/weierstrass-transform/"
  },
  {
    "t": "5J0D97M548",
    "n": "Cartan's coherence theorem for ideal sheaves",
    "k": "statement",
    "m": [
      "32C35",
      "32B10"
    ],
    "u": "/math2/wiki/cartans-coherence-theorem-for-ideal-sheaves/"
  },
  {
    "t": "5J25W265JA",
    "n": "Macdonald constant term conjecture",
    "k": "statement",
    "m": [
      "33C52",
      "05A19",
      "17B22"
    ],
    "u": "/math2/wiki/macdonald-constant-term-conjecture/"
  },
  {
    "t": "5J2GTEA6CV",
    "n": "Nonlinear Schrödinger equation",
    "k": "definition",
    "m": [
      "35Q55",
      "35Q51"
    ],
    "u": "/math2/wiki/nonlinear-schrodinger-equation-definition/"
  },
  {
    "t": "5J2P2AGY4N",
    "n": "Hecke algebra",
    "k": "concept",
    "m": [
      "20C08",
      "20F55"
    ],
    "u": "/math2/wiki/hecke-algebra/"
  },
  {
    "t": "5J603A6DFH",
    "n": "Induced representation of a locally compact group",
    "k": "definition",
    "m": [
      "22D30",
      "22D10"
    ],
    "u": "/math2/wiki/induced-representation-of-a-locally-compact-group-definition/"
  },
  {
    "t": "5JESM2ZN48",
    "n": "Spectral graph theory",
    "k": "concept",
    "m": [
      "05C50"
    ],
    "u": "/math2/wiki/spectral-graph-theory/"
  },
  {
    "t": "5JHFB384BF",
    "n": "de Boor's algorithm",
    "k": "concept",
    "m": [
      "65D07",
      "41A15",
      "65D17"
    ],
    "u": "/math2/wiki/de-boors-algorithm/"
  },
  {
    "t": "5JQG4S5JVH",
    "n": "Glimm scheme",
    "k": "definition",
    "m": [
      "35L65",
      "65M06",
      "35L45"
    ],
    "u": "/math2/wiki/glimm-scheme-definition/"
  },
  {
    "t": "5JQRYAKHSB",
    "n": "Accelerated failure time model",
    "k": "definition",
    "m": [
      "62N01",
      "62N05",
      "62N02"
    ],
    "u": "/math2/wiki/accelerated-failure-time-model-definition/"
  },
  {
    "t": "5JSWM1HBX2",
    "n": "Wedge sum",
    "k": "concept",
    "m": [
      "54B17",
      "55P99"
    ],
    "u": "/math2/wiki/wedge-sum/"
  },
  {
    "t": "5JSYA1JNCC",
    "n": "Borel subgroup",
    "k": "concept",
    "m": [
      "20G07",
      "20G15"
    ],
    "u": "/math2/wiki/borel-subgroup/"
  },
  {
    "t": "5JVKKP0X1Y",
    "n": "Sheaf of modules",
    "k": "definition",
    "m": [
      "14F06"
    ],
    "u": "/math2/wiki/sheaf-of-modules-definition/"
  },
  {
    "t": "5JYBXH9BP6",
    "n": "Finite Hilbert transform",
    "k": "concept",
    "m": [
      "44A15",
      "45E05"
    ],
    "u": "/math2/wiki/finite-hilbert-transform/"
  },
  {
    "t": "5K0N8QMV6Q",
    "n": "Riemann surface",
    "k": "concept",
    "m": [
      "30F10",
      "30F20",
      "14H55"
    ],
    "u": "/math2/wiki/riemann-surface/"
  },
  {
    "t": "5K7VT2VKZT",
    "n": "Majorization",
    "k": "concept",
    "m": [
      "26D15",
      "15B51"
    ],
    "u": "/math2/wiki/majorization/"
  },
  {
    "t": "5KC6B0Z09Y",
    "n": "Duhamel's integral",
    "k": "statement",
    "m": [
      "34A30",
      "70J35",
      "44A35"
    ],
    "u": "/math2/wiki/duhamels-integral/"
  },
  {
    "t": "5KERJ85BXJ",
    "n": "Stable homotopy theory",
    "k": "definition",
    "m": [
      "55P42",
      "55Q10"
    ],
    "u": "/math2/wiki/stable-homotopy-theory-definition/"
  },
  {
    "t": "5KGKGTW2XY",
    "n": "Satellite knot",
    "k": "definition",
    "m": [
      "57K10"
    ],
    "u": "/math2/wiki/satellite-knot-definition/"
  },
  {
    "t": "5KKCSZJC29",
    "n": "Mergelyan's theorem",
    "k": "statement",
    "m": [
      "30E10",
      "41A10"
    ],
    "u": "/math2/wiki/mergelyans-theorem/"
  },
  {
    "t": "5KMSW7139A",
    "n": "Idele class group",
    "k": "definition",
    "m": [
      "11R56",
      "11R37"
    ],
    "u": "/math2/wiki/idele-class-group-definition/"
  },
  {
    "t": "5KNAXNHRY6",
    "n": "Bromwich integral",
    "k": "concept",
    "m": [
      "44A10",
      "30E20"
    ],
    "u": "/math2/wiki/bromwich-integral/"
  },
  {
    "t": "5M0HYY3RYV",
    "n": "Brauer's height zero conjecture",
    "k": "conjecture",
    "m": [
      "20C20",
      "20C15"
    ],
    "u": "/math2/wiki/brauers-height-zero-conjecture/"
  },
  {
    "t": "5M223XDM43",
    "n": "Essential extension",
    "k": "concept",
    "m": [
      "08B30"
    ],
    "u": "/math2/wiki/essential-extension/"
  },
  {
    "t": "5M3THA1S6E",
    "n": "Fractional iteration",
    "k": "concept",
    "m": [
      "39B12",
      "26A18"
    ],
    "u": "/math2/wiki/fractional-iteration/"
  },
  {
    "t": "5M4S7P04GR",
    "n": "Julia set",
    "k": "concept",
    "m": [
      "37F10"
    ],
    "u": "/math2/wiki/julia-set/"
  },
  {
    "t": "5M6KS8F47R",
    "n": "Flat morphism",
    "k": "concept",
    "m": [
      "14A15",
      "14B25",
      "13C11"
    ],
    "u": "/math2/wiki/flat-morphism/"
  },
  {
    "t": "5M7D1BSHVZ",
    "n": "Discrete subgroup",
    "k": "concept",
    "m": [
      "22E40",
      "22D05",
      "20H10"
    ],
    "u": "/math2/wiki/discrete-subgroup/"
  },
  {
    "t": "5MDK7HSYRM",
    "n": "Itô isometry",
    "k": "statement",
    "m": [
      "60H05"
    ],
    "u": "/math2/wiki/ito-isometry/"
  },
  {
    "t": "5MDSVRCDZW",
    "n": "Naive set theory",
    "k": "definition",
    "m": [
      "03E30",
      "03A05"
    ],
    "u": "/math2/wiki/naive-set-theory-definition/"
  },
  {
    "t": "5MEKEETGDA",
    "n": "Weak dimension",
    "k": "concept",
    "m": [
      "16E10",
      "16D40"
    ],
    "u": "/math2/wiki/weak-dimension/"
  },
  {
    "t": "5MN8MX0JPA",
    "n": "Heegaard splitting",
    "k": "definition",
    "m": [
      "57K30"
    ],
    "u": "/math2/wiki/heegaard-splitting-definition/"
  },
  {
    "t": "5MNYT3AFPH",
    "n": "Thom space",
    "k": "concept",
    "m": [
      "55R25",
      "57R20"
    ],
    "u": "/math2/wiki/thom-space/"
  },
  {
    "t": "5MP7DM0V5V",
    "n": "Failure of Kalman's conjecture",
    "k": "counterexample",
    "m": [
      "93D05",
      "34D23",
      "34C25"
    ],
    "u": "/math2/wiki/failure-of-kalmans-conjecture/"
  },
  {
    "t": "5MR9ZSC3CX",
    "n": "Statistical learning theory",
    "k": "concept",
    "m": [
      "68Q32",
      "62H30",
      "68T05"
    ],
    "u": "/math2/wiki/statistical-learning-theory/"
  },
  {
    "t": "5N1825CM10",
    "n": "Energy of a map between Riemannian manifolds",
    "k": "definition",
    "m": [
      "58E20",
      "53C43"
    ],
    "u": "/math2/wiki/energy-of-a-map-between-riemannian-manifolds-definition/"
  },
  {
    "t": "5N2CJZ47D4",
    "n": "Left ideal",
    "k": "concept",
    "m": [
      "16D25"
    ],
    "u": "/math2/wiki/left-ideal/"
  },
  {
    "t": "5N3P64YHQR",
    "n": "Pareto distribution",
    "k": "example",
    "m": [
      "60E05",
      "62E15"
    ],
    "u": "/math2/wiki/pareto-distribution/"
  },
  {
    "t": "5N5DXQMVP7",
    "n": "Riesz potential operator",
    "k": "concept",
    "m": [
      "47G40",
      "31B15",
      "45P05"
    ],
    "u": "/math2/wiki/riesz-potential-operator/"
  },
  {
    "t": "5N5SDY3K53",
    "n": "Poincaré classification of circle homeomorphisms",
    "k": "statement",
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    "n": "Hierarchical matrix",
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    "n": "Logicism",
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    "n": "Pseudoholomorphic curve",
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    "n": "Soundness",
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    "n": "Sphere theorem for 3-manifolds",
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    "n": "Injective object",
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    "t": "5QXNC6NTVN",
    "n": "Cellular automaton",
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      "68Q80"
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    "n": "Finsler manifold",
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    "t": "5R76HPDB8W",
    "n": "Monoidal category",
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    "m": [
      "18M05"
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    "t": "5R9ZRK8YB5",
    "n": "MacCormack method",
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    "t": "5RD6ZFKPDS",
    "n": "Translation equation",
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      "37C10"
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    "t": "5RF055GK4N",
    "n": "Invariant subspace problem",
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      "47A15"
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    "n": "Oates–Powell theorem",
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    "m": [
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      "08B05"
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    "n": "Takens's theorem",
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      "37C05",
      "57R40"
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    "t": "5RQGCEQYK5",
    "n": "Wallace–Bolyai–Gerwien theorem",
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    "m": [
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      "51M25"
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    "n": "Homogenization",
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      "35J15"
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    "t": "5RYRVW0XPC",
    "n": "Frame bundle",
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      "53C10"
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    "n": "Bicategory",
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    "n": "Levi form",
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    "t": "5S7ER95XAC",
    "n": "Symmetric monoidal category",
    "k": "concept",
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      "18M05"
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    "t": "5S7FCJMCD7",
    "n": "Tensor product of Hilbert spaces",
    "k": "definition",
    "m": [
      "46M05",
      "46C05"
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    "u": "/math2/wiki/tensor-product-of-hilbert-spaces-definition/"
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    "t": "5SB8EKSQRN",
    "n": "Hyperelliptic curve",
    "k": "concept",
    "m": [
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      "14H55"
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    "t": "5SDA7ZXT95",
    "n": "Milnor conjecture on slice genus of torus knots",
    "k": "statement",
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      "57K10",
      "57K40"
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    "t": "5SE8EMSDNY",
    "n": "Atomic lattice",
    "k": "concept",
    "m": [
      "06B05"
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    "t": "5SE9H1SPBN",
    "n": "L-curve",
    "k": "concept",
    "m": [
      "65F22",
      "65J20"
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    "u": "/math2/wiki/l-curve/"
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    "t": "5SJVH0BHJE",
    "n": "Saccheri quadrilateral",
    "k": "concept",
    "m": [
      "51F05",
      "51M09"
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    "t": "5SMK5KEBQE",
    "n": "May recognition principle",
    "k": "statement",
    "m": [
      "55P47",
      "55P48"
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    "t": "5SNCPXVH1J",
    "n": "Quasi-arithmetic mean",
    "k": "definition",
    "m": [
      "26E60",
      "39B22"
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    "t": "5SP8E66T9E",
    "n": "CW complex",
    "k": "definition",
    "m": [
      "57Q05",
      "55U10"
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    "u": "/math2/wiki/cw-complex-definition/"
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    "t": "5SRDQB4NG7",
    "n": "Ribbon Hopf algebra",
    "k": "definition",
    "m": [
      "16T05",
      "18M15",
      "57K16"
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    "t": "5ST7NVJFSM",
    "n": "Derived category",
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    "m": [
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    "t": "5SY318V6S3",
    "n": "Stable homotopy groups of spheres",
    "k": "definition",
    "m": [
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      "55Q10"
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    "t": "5T2J3FDT0X",
    "n": "Polish group",
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    "m": [
      "22A05",
      "54H11",
      "54H05"
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    "u": "/math2/wiki/polish-group-definition/"
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    "n": "Vandermonde matrix",
    "k": "definition",
    "m": [
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      "15A15",
      "41A05"
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    "u": "/math2/wiki/vandermonde-matrix-definition/"
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    "t": "5T6HCEK1M8",
    "n": "Final functor",
    "k": "definition",
    "m": [
      "18A30"
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    "t": "5TBC06NNS1",
    "n": "Completely distributive lattice",
    "k": "concept",
    "m": [
      "06D10",
      "06B23"
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    "u": "/math2/wiki/completely-distributive-lattice/"
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    "t": "5TKBSHY6VC",
    "n": "Geodesic flow on a locally symmetric space",
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    "m": [
      "37D40",
      "22E40",
      "53C35"
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    "u": "/math2/wiki/geodesic-flow-on-a-locally-symmetric-space/"
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    "t": "5TNA2HBG7Y",
    "n": "Whitman's condition",
    "k": "statement",
    "m": [
      "06B25"
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    "u": "/math2/wiki/whitmans-condition/"
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    "t": "5TRFA6F79B",
    "n": "Gegenbauer polynomials",
    "k": "concept",
    "m": [
      "33C45",
      "33C55"
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    "u": "/math2/wiki/gegenbauer-polynomials/"
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    "t": "5TRXQKP7DY",
    "n": "Hamilton–Jacobi equation",
    "k": "concept",
    "m": [
      "35F21",
      "70H20",
      "49L12"
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    "u": "/math2/wiki/hamilton-jacobi-equation/"
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  {
    "t": "5V22013VEQ",
    "n": "Modulus of smoothness",
    "k": "definition",
    "m": [
      "41A25",
      "26A15",
      "41A17"
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    "u": "/math2/wiki/modulus-of-smoothness-definition/"
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    "t": "5V3GJ84CPQ",
    "n": "Numerical continuation",
    "k": "concept",
    "m": [
      "65H20",
      "65P30"
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    "u": "/math2/wiki/numerical-continuation/"
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    "t": "5V9ZHDZ0EZ",
    "n": "Grandi's series",
    "k": "example",
    "m": [
      "40A05",
      "40G05",
      "40G10"
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    "u": "/math2/wiki/grandis-series/"
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    "t": "5VBZBXSFDQ",
    "n": "Siegel zero",
    "k": "concept",
    "m": [
      "11M20",
      "11M26"
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    "u": "/math2/wiki/siegel-zero/"
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  {
    "t": "5VDCJTZ8SW",
    "n": "Algebraic combinatorics",
    "k": "definition",
    "m": [
      "05E99",
      "05E05",
      "05E10"
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    "u": "/math2/wiki/algebraic-combinatorics-definition/"
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    "t": "5VGVPENA0F",
    "n": "Trigamma function",
    "k": "concept",
    "m": [
      "33B15"
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    "u": "/math2/wiki/trigamma-function/"
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  {
    "t": "5VK9NZM0R7",
    "n": "Indefinite sum",
    "k": "definition",
    "m": [
      "39A12",
      "39A70"
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    "u": "/math2/wiki/indefinite-sum-definition/"
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    "t": "5VKAY7RS8C",
    "n": "Kodaira dimension",
    "k": "definition",
    "m": [
      "14E30",
      "14J10"
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    "u": "/math2/wiki/kodaira-dimension-definition/"
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    "t": "5VN386XHGA",
    "n": "High indices theorem",
    "k": "statement",
    "m": [
      "40E15",
      "40E05"
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    "u": "/math2/wiki/high-indices-theorem/"
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  {
    "t": "5VPXR3RDF1",
    "n": "Mirsky's theorem",
    "k": "statement",
    "m": [
      "06A07"
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    "u": "/math2/wiki/mirskys-theorem/"
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  {
    "t": "5VR7XNNXN0",
    "n": "Homotopy continuation for polynomial systems",
    "k": "concept",
    "m": [
      "65H14",
      "65H20",
      "14Q65"
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    "u": "/math2/wiki/homotopy-continuation-for-polynomial-systems/"
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    "t": "5VW718YJQK",
    "n": "Riemann extension theorem in several variables",
    "k": "statement",
    "m": [
      "32D20"
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    "u": "/math2/wiki/riemann-extension-theorem-in-several-variables/"
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  {
    "t": "5VWTS78ZPJ",
    "n": "Flat norm",
    "k": "definition",
    "m": [
      "49Q15",
      "28A75"
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    "u": "/math2/wiki/flat-norm-definition/"
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  {
    "t": "5VXYQ4BXRB",
    "n": "Virtual fundamental class",
    "k": "concept",
    "m": [
      "53D45",
      "14N35",
      "57R95"
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    "u": "/math2/wiki/virtual-fundamental-class/"
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  {
    "t": "5VYYQER2JB",
    "n": "Dedekind-finite ring",
    "k": "definition",
    "m": [
      "16U99",
      "16U60"
    ],
    "u": "/math2/wiki/dedekind-finite-ring-definition/"
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  {
    "t": "5W1MCFBMYP",
    "n": "Eigenfunction of an integral operator",
    "k": "definition",
    "m": [
      "45C05",
      "47A75",
      "47G10"
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    "u": "/math2/wiki/eigenfunction-of-an-integral-operator-definition/"
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  {
    "t": "5W60ZXNYED",
    "n": "Stratonovich integral",
    "k": "definition",
    "m": [
      "60H05"
    ],
    "u": "/math2/wiki/stratonovich-integral-definition/"
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  {
    "t": "5W801R7ZF5",
    "n": "Free spectrum of a variety",
    "k": "definition",
    "m": [
      "08B20"
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    "u": "/math2/wiki/free-spectrum-of-a-variety-definition/"
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  {
    "t": "5W95QFHXPR",
    "n": "CW complex",
    "k": "concept",
    "m": [
      "57Q05",
      "55U10"
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    "u": "/math2/wiki/cw-complex/"
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  {
    "t": "5WA6FC4JQD",
    "n": "E-infinity operad",
    "k": "definition",
    "m": [
      "55P48",
      "18M75"
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    "u": "/math2/wiki/e-infinity-operad-definition/"
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  {
    "t": "5WAFPTH09V",
    "n": "Universally catenary ring",
    "k": "concept",
    "m": [
      "13C15"
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    "u": "/math2/wiki/universally-catenary-ring/"
  },
  {
    "t": "5WGMRS4JSE",
    "n": "Semitopological group",
    "k": "concept",
    "m": [
      "22A05",
      "54H11"
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    "u": "/math2/wiki/semitopological-group/"
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  {
    "t": "5WGZPE6249",
    "n": "Weierstrass equation",
    "k": "definition",
    "m": [
      "14H52",
      "11G05"
    ],
    "u": "/math2/wiki/weierstrass-equation-definition/"
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  {
    "t": "5WHXGHBCY9",
    "n": "Stein interpolation theorem",
    "k": "statement",
    "m": [
      "46B70",
      "42B35",
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    "t": "6EEF2E8XPF",
    "n": "Poisson boundary",
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      "60J50",
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    "t": "6EFEG5VJEF",
    "n": "Chow's theorem",
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      "32J25",
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    "t": "6ERBSBVF14",
    "n": "Essentially surjective functor",
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    "m": [
      "18A22"
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    "t": "6ERJRRZK32",
    "n": "Final topology",
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      "54A10",
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    "t": "6ETEBA8827",
    "n": "Kähler–Einstein metric",
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      "32Q20",
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    "t": "6ETK64HYK6",
    "n": "Instrumental variables estimation",
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    "t": "6EWEE3F9R8",
    "n": "Algebraic torus",
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    "t": "6EWEMZ6FX1",
    "n": "Variety as a reflective subcategory",
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    "t": "6EXHAQF8SP",
    "n": "Lévy–Steinitz theorem",
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    "m": [
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    "t": "6EZ400WM94",
    "n": "Fuchs' theorem",
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    "t": "6F4JHFDM19",
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    "t": "6F5B8KPEGH",
    "n": "Carlson's theorem",
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    "t": "6FDYJVG1CK",
    "n": "Stationary set",
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    "t": "6FE7JZ2VF1",
    "n": "Calkin algebra",
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    "t": "6FFVXT5KMH",
    "n": "Arc in a finite plane",
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      "51E21",
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    "t": "6FKJ6SXP3G",
    "n": "Catastrophe theory",
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    "t": "6FKYSH729T",
    "n": "Quasi-isometry",
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    "t": "6FPKEFX0X4",
    "n": "Orthomodular lattice",
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    "m": [
      "06C15",
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    ],
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  {
    "t": "6FY0KHMK5A",
    "n": "Isoperimetric problem of the calculus of variations",
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      "49K05",
      "49K21"
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    "t": "6G0079XRKK",
    "n": "Domain of holomorphy",
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    "t": "6G03V0BVZT",
    "n": "Co-Heyting algebra",
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    "t": "6G73DJH9T6",
    "n": "Preissmann's theorem",
    "k": "statement",
    "m": [
      "53C20",
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    "t": "6GACD52XKX",
    "n": "Generic point",
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    "t": "6GATRFMJYY",
    "n": "Basu's theorem",
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      "62B05"
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    "t": "6GD25S53ND",
    "n": "Group algebra of a locally compact group",
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      "43A20"
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    "t": "6GD30FGYDZ",
    "n": "Cantor normal form",
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      "03E10",
      "03F15"
    ],
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    "t": "6GG8AS9XX4",
    "n": "Legendre integral transform",
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      "44A15",
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      "33C45"
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    "t": "6GSTSR4V09",
    "n": "Category of rings",
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      "18A05"
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  {
    "t": "6GVPDQMBN7",
    "n": "QR algorithm",
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    "t": "6GW1FHF9MB",
    "n": "Schubert calculus",
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    "t": "6GWMGFGFJJ",
    "n": "Hahn–Banach separation theorem",
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    "m": [
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      "52A07"
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    "t": "6GWRCGBGWC",
    "n": "Dolbeault cohomology",
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    ],
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    "t": "6GWZN8FXC6",
    "n": "Harmonic majorant",
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      "31A05"
    ],
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    "t": "6GY3X4Y8X5",
    "n": "Inverse scattering transform",
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      "35Q53",
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    "u": "/math2/wiki/inverse-scattering-transform/"
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    "t": "6GY4GAMY9Z",
    "n": "Riemann's differential equation",
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    "m": [
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      "34M03"
    ],
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    "t": "6GYQNB2862",
    "n": "Littlewood–Paley inequality",
    "k": "statement",
    "m": [
      "42B25"
    ],
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  },
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    "t": "6GZ8DXT7TN",
    "n": "Prandtl's lifting-line equation",
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      "45E05",
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    ],
    "u": "/math2/wiki/prandtls-lifting-line-equation/"
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    "t": "6H3WCCHZB5",
    "n": "Hecke algebra of a locally compact group",
    "k": "concept",
    "m": [
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      "22E50"
    ],
    "u": "/math2/wiki/hecke-algebra-of-a-locally-compact-group/"
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  {
    "t": "6H8AGEN6NY",
    "n": "Thom spectrum",
    "k": "concept",
    "m": [
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      "55N22",
      "55R25"
    ],
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  {
    "t": "6HAZ0AKKAR",
    "n": "Frame",
    "k": "definition",
    "m": [
      "06D22",
      "18F70"
    ],
    "u": "/math2/wiki/frame-definition/"
  },
  {
    "t": "6HMT17DVX7",
    "n": "Quantum dilogarithm",
    "k": "concept",
    "m": [
      "33B30",
      "33D05"
    ],
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  },
  {
    "t": "6HSJBJ8TTQ",
    "n": "Hilbert space adjoint",
    "k": "concept",
    "m": [
      "47A05",
      "47B02"
    ],
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  },
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    "t": "6HVAGKSQWB",
    "n": "Bump function",
    "k": "definition",
    "m": [
      "26E10",
      "46F05"
    ],
    "u": "/math2/wiki/bump-function-definition/"
  },
  {
    "t": "6HVCTJGB61",
    "n": "Product sigma-algebra",
    "k": "concept",
    "m": [
      "28A05",
      "28A35"
    ],
    "u": "/math2/wiki/product-sigma-algebra/"
  },
  {
    "t": "6HVDTYAWX1",
    "n": "Complete set of orthogonal idempotents",
    "k": "definition",
    "m": [
      "16U40"
    ],
    "u": "/math2/wiki/complete-set-of-orthogonal-idempotents-definition/"
  },
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    "t": "6HVZ30TS5F",
    "n": "Circle map",
    "k": "definition",
    "m": [
      "37E10",
      "37E45"
    ],
    "u": "/math2/wiki/circle-map-definition/"
  },
  {
    "t": "6HWFBXYPZP",
    "n": "Schur complement",
    "k": "concept",
    "m": [
      "15A09",
      "15A15"
    ],
    "u": "/math2/wiki/schur-complement/"
  },
  {
    "t": "6HYGN2WAQQ",
    "n": "Blocking set",
    "k": "definition",
    "m": [
      "51E21",
      "05B25"
    ],
    "u": "/math2/wiki/blocking-set-definition/"
  },
  {
    "t": "6J1X63Z7QZ",
    "n": "Bergman projection",
    "k": "concept",
    "m": [
      "32A36",
      "32A25",
      "30H20"
    ],
    "u": "/math2/wiki/bergman-projection/"
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  {
    "t": "6J2AGD0BYY",
    "n": "Two-sided Laplace transform",
    "k": "concept",
    "m": [
      "44A10"
    ],
    "u": "/math2/wiki/two-sided-laplace-transform/"
  },
  {
    "t": "6J4C2P3ZHC",
    "n": "Klein bottle",
    "k": "example",
    "m": [
      "57K20"
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    "u": "/math2/wiki/klein-bottle/"
  },
  {
    "t": "6J921PEDN2",
    "n": "Period-doubling cascade",
    "k": "concept",
    "m": [
      "37E05",
      "39A28",
      "39A33"
    ],
    "u": "/math2/wiki/period-doubling-cascade/"
  },
  {
    "t": "6J9FXT6HAV",
    "n": "Limit-point and limit-circle",
    "k": "concept",
    "m": [
      "34B20",
      "34B24",
      "34L05"
    ],
    "u": "/math2/wiki/limit-point-and-limit-circle/"
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    "t": "6JB30BXDA2",
    "n": "Local cohomology",
    "k": "concept",
    "m": [
      "13D45",
      "14B15"
    ],
    "u": "/math2/wiki/local-cohomology/"
  },
  {
    "t": "6JBE71PZWA",
    "n": "Semiconjugacy and factor map",
    "k": "definition",
    "m": [
      "37B02",
      "37C15"
    ],
    "u": "/math2/wiki/semiconjugacy-and-factor-map-definition/"
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  {
    "t": "6JGM1K39FB",
    "n": "Hamilton–Jacobi theory of the calculus of variations",
    "k": "concept",
    "m": [
      "49L99",
      "70H20",
      "49K05"
    ],
    "u": "/math2/wiki/hamilton-jacobi-theory-of-the-calculus-of-variations/"
  },
  {
    "t": "6JZ2P9MYRK",
    "n": "Representation theory of the symmetric group",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/representation-theory-of-the-symmetric-group-definition/"
  },
  {
    "t": "6JZW4JC68Z",
    "n": "Superalgebra",
    "k": "concept",
    "m": [
      "17A70",
      "16W55",
      "16W50"
    ],
    "u": "/math2/wiki/superalgebra/"
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  {
    "t": "6K8GPMHWBB",
    "n": "Evans potential theorem",
    "k": "statement",
    "m": [
      "31A15",
      "31B15"
    ],
    "u": "/math2/wiki/evans-potential-theorem/"
  },
  {
    "t": "6K8Q2YERTF",
    "n": "Chattering control",
    "k": "concept",
    "m": [
      "49J15",
      "49K15",
      "93C15"
    ],
    "u": "/math2/wiki/chattering-control/"
  },
  {
    "t": "6KAVKR1HC8",
    "n": "Stochastic optimal control",
    "k": "definition",
    "m": [
      "93E20",
      "49L20"
    ],
    "u": "/math2/wiki/stochastic-optimal-control-definition/"
  },
  {
    "t": "6KBAARWWD6",
    "n": "Bargmann transform",
    "k": "definition",
    "m": [
      "44A15",
      "30H20",
      "46E22"
    ],
    "u": "/math2/wiki/bargmann-transform-definition/"
  },
  {
    "t": "6KFS240R42",
    "n": "Sheffer function",
    "k": "definition",
    "m": [
      "08A40",
      "06E30",
      "03B50"
    ],
    "u": "/math2/wiki/sheffer-function-definition/"
  },
  {
    "t": "6KH8KVYS3R",
    "n": "Charlier polynomials",
    "k": "concept",
    "m": [
      "33C45",
      "42C05"
    ],
    "u": "/math2/wiki/charlier-polynomials/"
  },
  {
    "t": "6KQ6E3YHKR",
    "n": "Stone space",
    "k": "definition",
    "m": [
      "06E15",
      "54D30"
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    "u": "/math2/wiki/stone-space-definition/"
  },
  {
    "t": "6KQCNP7P01",
    "n": "Vanishing mean oscillation",
    "k": "definition",
    "m": [
      "42B35",
      "30H35"
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    "u": "/math2/wiki/vanishing-mean-oscillation-definition/"
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  {
    "t": "6KQJR85ZC6",
    "n": "Successive over-relaxation",
    "k": "statement",
    "m": [
      "65F10"
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    "u": "/math2/wiki/successive-over-relaxation/"
  },
  {
    "t": "6KT3BJZ7D1",
    "n": "Natural deduction",
    "k": "concept",
    "m": [
      "03F03",
      "03B05"
    ],
    "u": "/math2/wiki/natural-deduction/"
  },
  {
    "t": "6KVJHG1KRZ",
    "n": "Almgren–Pitts min-max theory",
    "k": "concept",
    "m": [
      "58E12",
      "49Q05",
      "53A10"
    ],
    "u": "/math2/wiki/almgren-pitts-min-max-theory/"
  },
  {
    "t": "6M731X66RD",
    "n": "Bass–Serre theory",
    "k": "concept",
    "m": [
      "20E08",
      "20E06"
    ],
    "u": "/math2/wiki/bass-serre-theory/"
  },
  {
    "t": "6M852B4RA8",
    "n": "Submartingale",
    "k": "concept",
    "m": [
      "60G42",
      "60G44"
    ],
    "u": "/math2/wiki/submartingale/"
  },
  {
    "t": "6MB2G4T913",
    "n": "Homogeneity equation",
    "k": "definition",
    "m": [
      "39B22",
      "26B35"
    ],
    "u": "/math2/wiki/homogeneity-equation-definition/"
  },
  {
    "t": "6MFRP922BR",
    "n": "Jacobson topology",
    "k": "definition",
    "m": [
      "16D60",
      "46J20"
    ],
    "u": "/math2/wiki/jacobson-topology-definition/"
  },
  {
    "t": "6MFS8FEYHD",
    "n": "Triangulation of a point set",
    "k": "definition",
    "m": [
      "52C99",
      "68U05",
      "52B70"
    ],
    "u": "/math2/wiki/triangulation-of-a-point-set-definition/"
  },
  {
    "t": "6MH1DHMCPF",
    "n": "Butcher group",
    "k": "object",
    "m": [
      "65L06",
      "16T05",
      "05C05"
    ],
    "u": "/math2/wiki/butcher-group/"
  },
  {
    "t": "6MJH22BCAE",
    "n": "Homotopy type",
    "k": "definition",
    "m": [
      "55P10",
      "55P15"
    ],
    "u": "/math2/wiki/homotopy-type-definition/"
  },
  {
    "t": "6MREWBZR7R",
    "n": "Adaptive step size",
    "k": "concept",
    "m": [
      "65L50",
      "65L05",
      "65L06"
    ],
    "u": "/math2/wiki/adaptive-step-size/"
  },
  {
    "t": "6MTVY6NYY7",
    "n": "Spectral decomposition theorem",
    "k": "statement",
    "m": [
      "37D20"
    ],
    "u": "/math2/wiki/spectral-decomposition-theorem/"
  },
  {
    "t": "6MX5R482KJ",
    "n": "Chain recurrence",
    "k": "concept",
    "m": [
      "37B20",
      "37B35"
    ],
    "u": "/math2/wiki/chain-recurrence/"
  },
  {
    "t": "6N268PHKQA",
    "n": "Factor congruence",
    "k": "concept",
    "m": [
      "08A30",
      "08B25"
    ],
    "u": "/math2/wiki/factor-congruence/"
  },
  {
    "t": "6N3X2QX4W9",
    "n": "Witt vectors",
    "k": "concept",
    "m": [
      "13F35"
    ],
    "u": "/math2/wiki/witt-vectors/"
  },
  {
    "t": "6N7BC70CX0",
    "n": "Singular cohomology",
    "k": "concept",
    "m": [
      "55N10"
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    "u": "/math2/wiki/singular-cohomology/"
  },
  {
    "t": "6N9GW98MR6",
    "n": "Incompressible surface",
    "k": "concept",
    "m": [
      "57K30"
    ],
    "u": "/math2/wiki/incompressible-surface/"
  },
  {
    "t": "6NN1HP54GB",
    "n": "Catenoid",
    "k": "example",
    "m": [
      "53A10"
    ],
    "u": "/math2/wiki/catenoid/"
  },
  {
    "t": "6P1E2FJPSD",
    "n": "Whitehead theorem",
    "k": "statement",
    "m": [
      "55P10",
      "55Q05"
    ],
    "u": "/math2/wiki/whitehead-theorem/"
  },
  {
    "t": "6P5MCRDD9Q",
    "n": "Discontinuous Galerkin method",
    "k": "concept",
    "m": [
      "65M60",
      "65N30",
      "35L65"
    ],
    "u": "/math2/wiki/discontinuous-galerkin-method/"
  },
  {
    "t": "6P9AE21Q7X",
    "n": "Amenable Banach algebra",
    "k": "concept",
    "m": [
      "46H20",
      "43A07"
    ],
    "u": "/math2/wiki/amenable-banach-algebra/"
  },
  {
    "t": "6P9PXQDSEN",
    "n": "Differential of a smooth map",
    "k": "concept",
    "m": [
      "58A05",
      "57R35"
    ],
    "u": "/math2/wiki/differential-of-a-smooth-map/"
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    "t": "6PBS6KW0NC",
    "n": "Torsion submodule",
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    "t": "6PCQEXEX4N",
    "n": "Collatz conjecture",
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    "t": "6PDWHWQQ11",
    "n": "Lie bracket of vector fields",
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    "t": "6PEN7AKC7M",
    "n": "Kakeya set",
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    "t": "6PHR16TB0V",
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    "m": [
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    "t": "6PWC83R457",
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    "n": "Lefschetz number",
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    "t": "6PXHVPFTAS",
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    "n": "Reduction of a boundary value problem to a Fredholm equation",
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    "t": "6Q7AHAZ6Q4",
    "n": "Induced representation of a locally compact group",
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  {
    "t": "6Q7H2FQ12Q",
    "n": "Population balance equation",
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    "t": "6Q96TKGZX2",
    "n": "Monoid ring",
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    "n": "Aleph number",
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    "t": "6QAPNQVBEK",
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    "t": "6QB8J65RVV",
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    "t": "6QBGAKFB9N",
    "n": "Finite Desarguesian planes are Pappian",
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    "t": "6QDK0N4KQH",
    "n": "Constructive function theory",
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    "t": "6QF83CFK2G",
    "n": "Dual matroid",
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    "t": "6QG8QNHBF4",
    "n": "Double bubble theorem",
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    "m": [
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    "t": "6QS7X5GVMY",
    "n": "Variational inequality",
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    "t": "6QW3MQC3SK",
    "n": "Holomorphic automorphisms of C^n",
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    "t": "6QXBY7J0M5",
    "n": "Axiom of regularity",
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    "t": "6QY76Q5WVS",
    "n": "Mahler's compactness theorem",
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    "t": "6R0CA4JWWY",
    "n": "Mal'cev condition",
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    "t": "6R2ZXY5VZW",
    "n": "Hardy spaces of harmonic functions",
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    "t": "6R57T5W7BV",
    "n": "Ring spectrum",
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    "t": "6R92RBM72R",
    "n": "Mutual energy",
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      "31A15"
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    "t": "6RDM3069KC",
    "n": "Birkhoff's representation theorem",
    "k": "statement",
    "m": [
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      "06A06"
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    "t": "6RE2JMYMA0",
    "n": "Fukaya category",
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    "t": "6RF8CB69KQ",
    "n": "Linear topology",
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    "t": "6RJVSY3PQ0",
    "n": "Atom",
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    "t": "6RM4RWWSSX",
    "n": "Berkovich space dynamics",
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      "14G22"
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    "n": "Immersion",
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    "t": "6RXEC9CT6M",
    "n": "Kummer theory",
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    "t": "6S4CM98021",
    "n": "Hopfian group",
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    "m": [
      "20E26",
      "20E36"
    ],
    "u": "/math2/wiki/hopfian-group-definition/"
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    "t": "6SK4PQPD3C",
    "n": "Gagliardo–Nirenberg interpolation inequality",
    "k": "statement",
    "m": [
      "46E35",
      "26D10"
    ],
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    "t": "6SNCVN8JZQ",
    "n": "Einstein manifold",
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    "m": [
      "53C25",
      "53C21"
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    "t": "6SPMVHRPM2",
    "n": "Rigged Hilbert space",
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    "m": [
      "46C99",
      "46A11",
      "81Q10"
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    "t": "6SQXPE0JPN",
    "n": "Fundamental group of the circle",
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    "m": [
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      "57M05"
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    "t": "6SVWAP8WP5",
    "n": "Descending chain condition",
    "k": "concept",
    "m": [
      "06A06",
      "13E10"
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    "t": "6SX85ZKBNJ",
    "n": "Algebraic K-theory",
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    "m": [
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      "19D06"
    ],
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    "t": "6SZDXD3KYH",
    "n": "Triangulability of analytic sets",
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    "m": [
      "32B25",
      "32B20",
      "57Q15"
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    "t": "6T3E3AXZT7",
    "n": "Bertrand's test",
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    "m": [
      "40A05"
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    "t": "6T74XFKWRA",
    "n": "Projective dimension",
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    "m": [
      "13D05",
      "18G20"
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    "t": "6TF2JBTPPJ",
    "n": "Constructible universe",
    "k": "object",
    "m": [
      "03E45"
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    "u": "/math2/wiki/constructible-universe/"
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    "t": "6TJ7YHP2HE",
    "n": "Krylov–Bogolyubov averaging",
    "k": "concept",
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      "34C29",
      "70K65"
    ],
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    "t": "6TJTWQ5HCR",
    "n": "Newtonian kernel",
    "k": "concept",
    "m": [
      "31B15",
      "31B10"
    ],
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  {
    "t": "6TKGN8K8KT",
    "n": "Homology manifold",
    "k": "concept",
    "m": [
      "57P05",
      "55N10"
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    "t": "6TP0G4DKW2",
    "n": "Variogram",
    "k": "definition",
    "m": [
      "62M30",
      "62M40",
      "62H11"
    ],
    "u": "/math2/wiki/variogram-definition/"
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  {
    "t": "6TQSVJQDEH",
    "n": "Young measure",
    "k": "concept",
    "m": [
      "49J45",
      "28A33"
    ],
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  {
    "t": "6TSMHGCXVM",
    "n": "Modica–Mortola theorem",
    "k": "statement",
    "m": [
      "49J45",
      "49Q20"
    ],
    "u": "/math2/wiki/modica-mortola-theorem/"
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  {
    "t": "6TV7FR553H",
    "n": "Dynamical Mordell–Lang conjecture",
    "k": "conjecture",
    "m": [
      "37P55",
      "37P15"
    ],
    "u": "/math2/wiki/dynamical-mordell-lang-conjecture/"
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    "t": "6V59T5KJBX",
    "n": "Fourier transform",
    "k": "definition",
    "m": [
      "42B10",
      "42A38",
      "35A22"
    ],
    "u": "/math2/wiki/fourier-transform-definition/"
  },
  {
    "t": "6V6QPT0B3Y",
    "n": "Ideal of an algebraic set",
    "k": "definition",
    "m": [
      "14A05",
      "13A15"
    ],
    "u": "/math2/wiki/ideal-of-an-algebraic-set-definition/"
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  {
    "t": "6V6WDRHRTF",
    "n": "Kobayashi hyperbolic manifold",
    "k": "definition",
    "m": [
      "32Q45",
      "32F45"
    ],
    "u": "/math2/wiki/kobayashi-hyperbolic-manifold-definition/"
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  {
    "t": "6V75QVQCX6",
    "n": "Robbins–Monro algorithm",
    "k": "definition",
    "m": [
      "62L20"
    ],
    "u": "/math2/wiki/robbins-monro-algorithm-definition/"
  },
  {
    "t": "6V8E0AQNHA",
    "n": "Compressed sensing",
    "k": "concept",
    "m": [
      "94A12",
      "41A46",
      "94A20"
    ],
    "u": "/math2/wiki/compressed-sensing/"
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  {
    "t": "6VC6HQTFSA",
    "n": "Sheaf of differentials",
    "k": "concept",
    "m": [
      "14F10",
      "14F06"
    ],
    "u": "/math2/wiki/sheaf-of-differentials/"
  },
  {
    "t": "6VC9JQD45M",
    "n": "Cesàro summation",
    "k": "definition",
    "m": [
      "40G05"
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    "u": "/math2/wiki/cesaro-summation-definition/"
  },
  {
    "t": "6VC9QE39XH",
    "n": "Peter–Weyl theorem",
    "k": "statement",
    "m": [
      "22C05",
      "43A77",
      "22D10"
    ],
    "u": "/math2/wiki/peter-weyl-theorem/"
  },
  {
    "t": "6VE4KA12VD",
    "n": "Convex cone",
    "k": "concept",
    "m": [
      "52A20",
      "46A55"
    ],
    "u": "/math2/wiki/convex-cone/"
  },
  {
    "t": "6VF47Q35YA",
    "n": "Embedding theorem for Stein manifolds",
    "k": "statement",
    "m": [
      "32Q40",
      "32H02",
      "32Q28"
    ],
    "u": "/math2/wiki/embedding-theorem-for-stein-manifolds/"
  },
  {
    "t": "6VFADXR4MW",
    "n": "Pseudo-Riemannian manifold",
    "k": "definition",
    "m": [
      "53B30",
      "53C50"
    ],
    "u": "/math2/wiki/pseudo-riemannian-manifold-definition/"
  },
  {
    "t": "6VFF2TTXYZ",
    "n": "The left cosets of a subgroup of order two in S3",
    "k": "example",
    "m": [
      "20B30"
    ],
    "u": "/math2/wiki/the-left-cosets-of-a-subgroup-of-order-two-in-s3/"
  },
  {
    "t": "6VJDJZAYKA",
    "n": "Kolmogorov's weak-type estimate for the conjugate function",
    "k": "statement",
    "m": [
      "42A50"
    ],
    "u": "/math2/wiki/kolmogorovs-weak-type-estimate-for-the-conjugate-function/"
  },
  {
    "t": "6VK9RSG13Q",
    "n": "Feit–Thompson theorem",
    "k": "statement",
    "m": [
      "20D10",
      "20D05"
    ],
    "u": "/math2/wiki/feit-thompson-theorem/"
  },
  {
    "t": "6VMGQYF8RW",
    "n": "Caputo fractional derivative",
    "k": "concept",
    "m": [
      "26A33"
    ],
    "u": "/math2/wiki/caputo-fractional-derivative/"
  },
  {
    "t": "6VR8GASZJY",
    "n": "Mutual energy",
    "k": "concept",
    "m": [
      "31B15",
      "31A15"
    ],
    "u": "/math2/wiki/mutual-energy/"
  },
  {
    "t": "6VTR5EBNYC",
    "n": "Ring of invariants",
    "k": "concept",
    "m": [
      "13A50",
      "14L24"
    ],
    "u": "/math2/wiki/ring-of-invariants/"
  },
  {
    "t": "6W69H3A3G5",
    "n": "Markov random field",
    "k": "concept",
    "m": [
      "62H22",
      "60G60"
    ],
    "u": "/math2/wiki/markov-random-field/"
  },
  {
    "t": "6W72QW363B",
    "n": "Method of fundamental solutions",
    "k": "concept",
    "m": [
      "65N80",
      "65N35"
    ],
    "u": "/math2/wiki/method-of-fundamental-solutions/"
  },
  {
    "t": "6W8TDV9VVN",
    "n": "Genus of a curve",
    "k": "concept",
    "m": [
      "14H99",
      "14H50"
    ],
    "u": "/math2/wiki/genus-of-a-curve/"
  },
  {
    "t": "6WB6TKE70H",
    "n": "Theta correspondence",
    "k": "definition",
    "m": [
      "11F27",
      "22E46",
      "22E50"
    ],
    "u": "/math2/wiki/theta-correspondence-definition/"
  },
  {
    "t": "6WCRMYEYF9",
    "n": "Holomorphic dynamics in several variables",
    "k": "concept",
    "m": [
      "37F80",
      "32H50"
    ],
    "u": "/math2/wiki/holomorphic-dynamics-in-several-variables/"
  },
  {
    "t": "6WGT43N6KT",
    "n": "Gamma function as Mellin transform of the exponential",
    "k": "example",
    "m": [
      "44A15",
      "33B15"
    ],
    "u": "/math2/wiki/gamma-function-as-mellin-transform-of-the-exponential/"
  },
  {
    "t": "6WH08A4BTK",
    "n": "Determinantal variety",
    "k": "concept",
    "m": [
      "14M12"
    ],
    "u": "/math2/wiki/determinantal-variety/"
  },
  {
    "t": "6WTHKQG40F",
    "n": "Contiguity of measures",
    "k": "definition",
    "m": [
      "62E20",
      "60B10"
    ],
    "u": "/math2/wiki/contiguity-of-measures-definition/"
  },
  {
    "t": "6WV71T5CK1",
    "n": "Klein quadric",
    "k": "object",
    "m": [
      "51M30",
      "51A50",
      "51N15"
    ],
    "u": "/math2/wiki/klein-quadric/"
  },
  {
    "t": "6WVTB9Y3XD",
    "n": "Kähler–Einstein metric",
    "k": "definition",
    "m": [
      "32Q20",
      "53C55",
      "53C25"
    ],
    "u": "/math2/wiki/kahler-einstein-metric-definition/"
  },
  {
    "t": "6WYEMXSHD9",
    "n": "Exotic sphere",
    "k": "object",
    "m": [
      "57R60",
      "57R55"
    ],
    "u": "/math2/wiki/exotic-sphere/"
  },
  {
    "t": "6WYYMPH21Q",
    "n": "Fundamental recurrence formulas",
    "k": "statement",
    "m": [
      "40A15",
      "11A55",
      "30B70"
    ],
    "u": "/math2/wiki/fundamental-recurrence-formulas/"
  },
  {
    "t": "6X05N89XDP",
    "n": "Analyticity of the Laplace transform in its half-plane",
    "k": "statement",
    "m": [
      "44A10"
    ],
    "u": "/math2/wiki/analyticity-of-the-laplace-transform-in-its-half-plane/"
  },
  {
    "t": "6X0C4HNMAZ",
    "n": "Wynn's epsilon algorithm",
    "k": "concept",
    "m": [
      "65B05",
      "65B10",
      "40A25"
    ],
    "u": "/math2/wiki/wynns-epsilon-algorithm/"
  },
  {
    "t": "6X2D0JDFQW",
    "n": "Invariance of domain",
    "k": "statement",
    "m": [
      "55M10",
      "54C05"
    ],
    "u": "/math2/wiki/invariance-of-domain/"
  },
  {
    "t": "6X94NPK782",
    "n": "Abel–Poisson summation of Fourier series",
    "k": "definition",
    "m": [
      "42A24",
      "40G10",
      "31A05"
    ],
    "u": "/math2/wiki/abel-poisson-summation-of-fourier-series-definition/"
  },
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    "n": "Kohn–Rossi cohomology",
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    "n": "Rogers–Ramanujan continued fraction",
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    "k": "statement",
    "m": [
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    "n": "Chebyshev polynomials of the second kind",
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    "n": "Riemannian manifold",
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    "n": "Modified Richardson iteration",
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    "n": "Ehresmann's fibration theorem",
    "k": "statement",
    "m": [
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    "n": "Arithmetical hierarchy",
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      "14A15"
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      "33E05"
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    "t": "7DEZD5TWT5",
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      "03E55"
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      "08A30"
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      "31C40",
      "31B15"
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    "t": "7DM2KSS2DB",
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    "k": "statement",
    "m": [
      "55Q40",
      "55P40"
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    "n": "Optimal truncation",
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    "m": [
      "41A60",
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    "t": "7DP7H8M5B2",
    "n": "Haken manifold",
    "k": "concept",
    "m": [
      "57K30"
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    "t": "7DS6B2BFK8",
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    "m": [
      "57N99"
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    "t": "7E23FBM9NQ",
    "n": "Quadratic field",
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    "m": [
      "11R11"
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    "u": "/math2/wiki/quadratic-field-definition/"
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    "t": "7E2JJWFF00",
    "n": "Barnes G-function",
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      "33B15"
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    "u": "/math2/wiki/barnes-g-function/"
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    "t": "7E2ZX7N4VS",
    "n": "Artin–Mazur zeta function",
    "k": "definition",
    "m": [
      "37C30",
      "37C25"
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    "n": "Simple polytope",
    "k": "concept",
    "m": [
      "52B05",
      "52B11",
      "52B12"
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    "n": "Quasi-isomorphism",
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    "t": "7E9H1SPAK8",
    "n": "Neutral differential equation",
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    "n": "Reaction–diffusion system",
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      "35K58"
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    "n": "Jacobson ring",
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      "13A15"
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  {
    "t": "7EFDMJSVDP",
    "n": "Whittaker function",
    "k": "concept",
    "m": [
      "33C15"
    ],
    "u": "/math2/wiki/whittaker-function/"
  },
  {
    "t": "7EJCYBPYNN",
    "n": "Quantum calculus",
    "k": "concept",
    "m": [
      "05A30",
      "39A13"
    ],
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  },
  {
    "t": "7EMPA6M8S7",
    "n": "Jackson integral",
    "k": "concept",
    "m": [
      "05A30",
      "33D60"
    ],
    "u": "/math2/wiki/jackson-integral/"
  },
  {
    "t": "7EN0FYFTVE",
    "n": "Partially ordered ring",
    "k": "concept",
    "m": [
      "06F25",
      "16W80"
    ],
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  },
  {
    "t": "7ERFZS0NJJ",
    "n": "Finite morphism",
    "k": "definition",
    "m": [
      "14A15"
    ],
    "u": "/math2/wiki/finite-morphism-definition/"
  },
  {
    "t": "7ES4TCMRZC",
    "n": "Oscillatory integral",
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    "m": [
      "42B20",
      "41A60"
    ],
    "u": "/math2/wiki/oscillatory-integral-definition/"
  },
  {
    "t": "7ET5N8BWZ6",
    "n": "Mittag-Leffler star",
    "k": "definition",
    "m": [
      "30B40",
      "30B10"
    ],
    "u": "/math2/wiki/mittag-leffler-star-definition/"
  },
  {
    "t": "7EWX5ECNRR",
    "n": "Ornstein–Uhlenbeck process",
    "k": "definition",
    "m": [
      "60J70",
      "60G15"
    ],
    "u": "/math2/wiki/ornstein-uhlenbeck-process-definition/"
  },
  {
    "t": "7EY98D6MG0",
    "n": "First variation",
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    "m": [
      "49K05",
      "49J50",
      "46G05"
    ],
    "u": "/math2/wiki/first-variation-definition/"
  },
  {
    "t": "7F3QQQ63WR",
    "n": "Markov theorem",
    "k": "statement",
    "m": [
      "57K10",
      "20F36"
    ],
    "u": "/math2/wiki/markov-theorem/"
  },
  {
    "t": "7F4HSNJJH8",
    "n": "Moufang plane",
    "k": "concept",
    "m": [
      "51A35",
      "17D05"
    ],
    "u": "/math2/wiki/moufang-plane/"
  },
  {
    "t": "7F5MZS55Y1",
    "n": "Liouville property of graphs",
    "k": "definition",
    "m": [
      "31C20",
      "05C81"
    ],
    "u": "/math2/wiki/liouville-property-of-graphs-definition/"
  },
  {
    "t": "7FCN2KNWC0",
    "n": "The integers modulo 2 and the group of signs are isomorphic",
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    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/the-integers-modulo-2-and-the-group-of-signs-are-isomorphic/"
  },
  {
    "t": "7FDDXV3JK7",
    "n": "Quantifier elimination",
    "k": "concept",
    "m": [
      "03C10"
    ],
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  },
  {
    "t": "7FNVA0Q6YQ",
    "n": "Point spectrum",
    "k": "concept",
    "m": [
      "47A10"
    ],
    "u": "/math2/wiki/point-spectrum/"
  },
  {
    "t": "7FR2PZ141W",
    "n": "Purely inseparable extension",
    "k": "definition",
    "m": [
      "12F15"
    ],
    "u": "/math2/wiki/purely-inseparable-extension-definition/"
  },
  {
    "t": "7FTW5Q9GHC",
    "n": "Schwarz–Christoffel mapping",
    "k": "concept",
    "m": [
      "30C30",
      "30C20"
    ],
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  },
  {
    "t": "7FWX24X5MW",
    "n": "Attractor",
    "k": "concept",
    "m": [
      "37C70",
      "37G35",
      "37B25"
    ],
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  },
  {
    "t": "7FYKA5F3S6",
    "n": "Fort space",
    "k": "counterexample",
    "m": [
      "54G20",
      "54D30"
    ],
    "u": "/math2/wiki/fort-space/"
  },
  {
    "t": "7FYMK2XH1V",
    "n": "Radical extension",
    "k": "definition",
    "m": [
      "12F10",
      "12F05"
    ],
    "u": "/math2/wiki/radical-extension-definition/"
  },
  {
    "t": "7FZB7YYBXA",
    "n": "k-vertex-connected graph",
    "k": "concept",
    "m": [
      "05C40"
    ],
    "u": "/math2/wiki/k-vertex-connected-graph/"
  },
  {
    "t": "7G1PCS2RPG",
    "n": "Thom–Mather isotopy lemmas",
    "k": "statement",
    "m": [
      "58A35",
      "57N80",
      "32S60"
    ],
    "u": "/math2/wiki/thom-mather-isotopy-lemmas/"
  },
  {
    "t": "7G7CSM2NZ9",
    "n": "Kodaira embedding theorem",
    "k": "statement",
    "m": [
      "32Q40",
      "32J25"
    ],
    "u": "/math2/wiki/kodaira-embedding-theorem/"
  },
  {
    "t": "7GEXM87S0H",
    "n": "The exponential map from the additive reals to the positive reals",
    "k": "example",
    "m": [
      "20A05"
    ],
    "u": "/math2/wiki/the-exponential-map-from-the-additive-reals-to-the-positive-reals/"
  },
  {
    "t": "7GG0XYHB0T",
    "n": "Serre's problem on projective modules",
    "k": "problem",
    "m": [
      "13C10",
      "19A13"
    ],
    "u": "/math2/wiki/serres-problem-on-projective-modules/"
  },
  {
    "t": "7GJ4STCNNM",
    "n": "Complex projective space",
    "k": "example",
    "m": [
      "32Q99",
      "51N15",
      "14N05"
    ],
    "u": "/math2/wiki/complex-projective-space/"
  },
  {
    "t": "7GK5417BJF",
    "n": "Minkowski sum of polytopes",
    "k": "concept",
    "m": [
      "52B11",
      "52A39"
    ],
    "u": "/math2/wiki/minkowski-sum-of-polytopes/"
  },
  {
    "t": "7GKCGQ7215",
    "n": "Hausdorff topological group",
    "k": "concept",
    "m": [
      "22A05",
      "54H11"
    ],
    "u": "/math2/wiki/hausdorff-topological-group/"
  },
  {
    "t": "7GRSF20H15",
    "n": "Sphere theorem",
    "k": "statement",
    "m": [
      "53C20",
      "53C21"
    ],
    "u": "/math2/wiki/sphere-theorem/"
  },
  {
    "t": "7GZ908QZ04",
    "n": "Identity theorem in several variables",
    "k": "statement",
    "m": [
      "32A10"
    ],
    "u": "/math2/wiki/identity-theorem-in-several-variables/"
  },
  {
    "t": "7H0E1ZBWTB",
    "n": "Normal fan",
    "k": "definition",
    "m": [
      "52B11",
      "14M25"
    ],
    "u": "/math2/wiki/normal-fan-definition/"
  },
  {
    "t": "7H2639JPXJ",
    "n": "Kernel regression",
    "k": "definition",
    "m": [
      "62G08"
    ],
    "u": "/math2/wiki/kernel-regression-definition/"
  },
  {
    "t": "7H3YSSDEBK",
    "n": "Schaefer's fixed point theorem",
    "k": "statement",
    "m": [
      "47H10",
      "47J05"
    ],
    "u": "/math2/wiki/schaefers-fixed-point-theorem/"
  },
  {
    "t": "7H44JD9NQD",
    "n": "Holonomic function",
    "k": "concept",
    "m": [
      "33F10",
      "34M03",
      "12H05"
    ],
    "u": "/math2/wiki/holonomic-function/"
  },
  {
    "t": "7H6T24G8BM",
    "n": "Enriques surface",
    "k": "definition",
    "m": [
      "14J28"
    ],
    "u": "/math2/wiki/enriques-surface-definition/"
  },
  {
    "t": "7H7CT6H9AC",
    "n": "Modular representation theory",
    "k": "definition",
    "m": [
      "20C20",
      "20C05"
    ],
    "u": "/math2/wiki/modular-representation-theory-definition/"
  },
  {
    "t": "7H7SACRYEF",
    "n": "Rogers polynomials",
    "k": "concept",
    "m": [
      "33D45"
    ],
    "u": "/math2/wiki/rogers-polynomials/"
  },
  {
    "t": "7HA6EEDR9S",
    "n": "Mairhuber–Curtis theorem",
    "k": "statement",
    "m": [
      "41A63",
      "41A52",
      "41A05"
    ],
    "u": "/math2/wiki/mairhuber-curtis-theorem/"
  },
  {
    "t": "7HACJC0JE2",
    "n": "Characteristic class",
    "k": "concept",
    "m": [
      "55R40",
      "57R20"
    ],
    "u": "/math2/wiki/characteristic-class/"
  },
  {
    "t": "7HCFARHG7D",
    "n": "Kähler differentials",
    "k": "concept",
    "m": [
      "13N05",
      "13N15"
    ],
    "u": "/math2/wiki/kahler-differentials/"
  },
  {
    "t": "7HWZ06SRMF",
    "n": "Jacobson radical",
    "k": "definition",
    "m": [
      "13A15",
      "16N20"
    ],
    "u": "/math2/wiki/jacobson-radical-definition/"
  },
  {
    "t": "7HYF6YG0RS",
    "n": "Numerical integration",
    "k": "concept",
    "m": [
      "65D30",
      "65D32",
      "41A55"
    ],
    "u": "/math2/wiki/numerical-integration/"
  },
  {
    "t": "7J3P1W042Y",
    "n": "Mertens' theorems",
    "k": "statement",
    "m": [
      "11N05"
    ],
    "u": "/math2/wiki/mertens-theorems/"
  },
  {
    "t": "7JA7WH92K0",
    "n": "Representation of a Lie group",
    "k": "concept",
    "m": [
      "22E45",
      "22E47",
      "22E15"
    ],
    "u": "/math2/wiki/representation-of-a-lie-group/"
  },
  {
    "t": "7JBRGCVJRB",
    "n": "Lie group",
    "k": "concept",
    "m": [
      "22E15",
      "22E10"
    ],
    "u": "/math2/wiki/lie-group/"
  },
  {
    "t": "7JCF2TE3V5",
    "n": "Invertible sheaf",
    "k": "concept",
    "m": [
      "14C20",
      "14F06"
    ],
    "u": "/math2/wiki/invertible-sheaf/"
  },
  {
    "t": "7JE39BAHQG",
    "n": "Pseudospectrum",
    "k": "definition",
    "m": [
      "65F15",
      "15A18",
      "47A10"
    ],
    "u": "/math2/wiki/pseudospectrum-definition/"
  },
  {
    "t": "7JN0ADA86C",
    "n": "Smoothing spline",
    "k": "definition",
    "m": [
      "65D10",
      "41A15",
      "62G08"
    ],
    "u": "/math2/wiki/smoothing-spline-definition/"
  },
  {
    "t": "7JQS6VKFEZ",
    "n": "Curvature of a curve",
    "k": "concept",
    "m": [
      "53A04"
    ],
    "u": "/math2/wiki/curvature-of-a-curve/"
  },
  {
    "t": "7JS0JFR89E",
    "n": "Diffeology",
    "k": "concept",
    "m": [
      "58A40",
      "58A03"
    ],
    "u": "/math2/wiki/diffeology/"
  },
  {
    "t": "7JSQZ126BP",
    "n": "Finite difference",
    "k": "concept",
    "m": [
      "39A70",
      "39A12"
    ],
    "u": "/math2/wiki/finite-difference/"
  },
  {
    "t": "7JVVQ2ZZY2",
    "n": "Local homeomorphism",
    "k": "definition",
    "m": [
      "54C10",
      "54C05"
    ],
    "u": "/math2/wiki/local-homeomorphism-definition/"
  },
  {
    "t": "7JZVT385PC",
    "n": "Thue–Morse sequence",
    "k": "object",
    "m": [
      "11B85",
      "68R15"
    ],
    "u": "/math2/wiki/thue-morse-sequence/"
  },
  {
    "t": "7KA78K00QJ",
    "n": "Bessel–Clifford function",
    "k": "definition",
    "m": [
      "33C10"
    ],
    "u": "/math2/wiki/bessel-clifford-function-definition/"
  },
  {
    "t": "7KEDZ9TFEE",
    "n": "Wu's formula",
    "k": "statement",
    "m": [
      "57R20",
      "55S10"
    ],
    "u": "/math2/wiki/wus-formula/"
  },
  {
    "t": "7KGF78FGEF",
    "n": "Lp space",
    "k": "definition",
    "m": [
      "46E30",
      "28A25"
    ],
    "u": "/math2/wiki/lp-space-definition/"
  },
  {
    "t": "7KHGQFM8A9",
    "n": "Dirac comb",
    "k": "example",
    "m": [
      "42A38",
      "46F12",
      "94A20"
    ],
    "u": "/math2/wiki/dirac-comb/"
  },
  {
    "t": "7KHRRDRVA6",
    "n": "Regularity structures",
    "k": "definition",
    "m": [
      "60L30",
      "60H17",
      "35R60"
    ],
    "u": "/math2/wiki/regularity-structures-definition/"
  },
  {
    "t": "7KK111QGBZ",
    "n": "Simple algebra",
    "k": "definition",
    "m": [
      "08A30",
      "08A05"
    ],
    "u": "/math2/wiki/simple-algebra-definition/"
  },
  {
    "t": "7KMD9JA3QZ",
    "n": "Bifurcation from a characteristic value",
    "k": "definition",
    "m": [
      "47J15",
      "45G10",
      "45C05"
    ],
    "u": "/math2/wiki/bifurcation-from-a-characteristic-value-definition/"
  },
  {
    "t": "7KS1W5K54S",
    "n": "von Neumann's inequality",
    "k": "statement",
    "m": [
      "47A63",
      "47A20"
    ],
    "u": "/math2/wiki/von-neumanns-inequality/"
  },
  {
    "t": "7KTJKFQT2N",
    "n": "Crystallographic group",
    "k": "concept",
    "m": [
      "20H15",
      "52C22"
    ],
    "u": "/math2/wiki/crystallographic-group/"
  },
  {
    "t": "7KWR08FJET",
    "n": "Level-set method",
    "k": "concept",
    "m": [
      "65M06",
      "35F21",
      "65D18"
    ],
    "u": "/math2/wiki/level-set-method/"
  },
  {
    "t": "7M1B0JCXSQ",
    "n": "KdV equation as an integrable system",
    "k": "example",
    "m": [
      "37K10",
      "35Q53",
      "37K15"
    ],
    "u": "/math2/wiki/kdv-equation-as-an-integrable-system/"
  },
  {
    "t": "7M5P2A0BZ6",
    "n": "Bernstein–Sato polynomial",
    "k": "concept",
    "m": [
      "14F10",
      "32S40",
      "32C38"
    ],
    "u": "/math2/wiki/bernstein-sato-polynomial/"
  },
  {
    "t": "7M6MQ2HB1X",
    "n": "Method of lines",
    "k": "definition",
    "m": [
      "65M20"
    ],
    "u": "/math2/wiki/method-of-lines-definition/"
  },
  {
    "t": "7MFGBVDVG9",
    "n": "Omitting types theorem",
    "k": "statement",
    "m": [
      "03C07",
      "03C15"
    ],
    "u": "/math2/wiki/omitting-types-theorem/"
  },
  {
    "t": "7MJSQ7MT23",
    "n": "Morse homology",
    "k": "definition",
    "m": [
      "57R70",
      "57R58",
      "58E05"
    ],
    "u": "/math2/wiki/morse-homology-definition/"
  },
  {
    "t": "7MPCVNQ8SF",
    "n": "Ideal norm",
    "k": "definition",
    "m": [
      "11R04",
      "13F05"
    ],
    "u": "/math2/wiki/ideal-norm-definition/"
  },
  {
    "t": "7MZG4JQ04Y",
    "n": "Braided monoidal category",
    "k": "definition",
    "m": [
      "18M15"
    ],
    "u": "/math2/wiki/braided-monoidal-category-definition/"
  },
  {
    "t": "7MZGZFQ347",
    "n": "Quadratic functional equation",
    "k": "concept",
    "m": [
      "39B52",
      "39B22"
    ],
    "u": "/math2/wiki/quadratic-functional-equation/"
  },
  {
    "t": "7N0GFMW05R",
    "n": "Rectifiable set",
    "k": "concept",
    "m": [
      "28A75",
      "49Q15"
    ],
    "u": "/math2/wiki/rectifiable-set/"
  },
  {
    "t": "7N4988HN3P",
    "n": "Best approximation",
    "k": "concept",
    "m": [
      "41A50",
      "41A65"
    ],
    "u": "/math2/wiki/best-approximation/"
  },
  {
    "t": "7N50GA46W1",
    "n": "Quillen–Suslin theorem",
    "k": "statement",
    "m": [
      "13C10",
      "19A13"
    ],
    "u": "/math2/wiki/quillen-suslin-theorem/"
  },
  {
    "t": "7N5NDD77MS",
    "n": "Near-unanimity term",
    "k": "definition",
    "m": [
      "08B05",
      "08B10"
    ],
    "u": "/math2/wiki/near-unanimity-term-definition/"
  },
  {
    "t": "7N8E1BR67D",
    "n": "Peano kernel theorem",
    "k": "statement",
    "m": [
      "41A80",
      "41A55",
      "65D32"
    ],
    "u": "/math2/wiki/peano-kernel-theorem/"
  },
  {
    "t": "7NA22G672W",
    "n": "Semihereditary ring",
    "k": "concept",
    "m": [
      "16E60"
    ],
    "u": "/math2/wiki/semihereditary-ring/"
  },
  {
    "t": "7NPY2CN5KB",
    "n": "Dedekind domain",
    "k": "concept",
    "m": [
      "13F05",
      "11R04"
    ],
    "u": "/math2/wiki/dedekind-domain/"
  },
  {
    "t": "7P72CCAMGZ",
    "n": "Sturm–Liouville theory",
    "k": "definition",
    "m": [
      "34B24",
      "34B09"
    ],
    "u": "/math2/wiki/sturm-liouville-theory-definition/"
  },
  {
    "t": "7PCHXZM5YE",
    "n": "L-infinity space",
    "k": "definition",
    "m": [
      "46E30"
    ],
    "u": "/math2/wiki/l-infinity-space-definition/"
  },
  {
    "t": "7PDWB550C9",
    "n": "Irreducible ideal",
    "k": "concept",
    "m": [
      "13A15"
    ],
    "u": "/math2/wiki/irreducible-ideal/"
  },
  {
    "t": "7PEE48WBQF",
    "n": "Combinatorial species",
    "k": "concept",
    "m": [
      "05A15",
      "18B99"
    ],
    "u": "/math2/wiki/combinatorial-species/"
  },
  {
    "t": "7PJ8KVZZCQ",
    "n": "Germ of a holomorphic function",
    "k": "concept",
    "m": [
      "32A10",
      "32B05"
    ],
    "u": "/math2/wiki/germ-of-a-holomorphic-function/"
  },
  {
    "t": "7PN328ANQA",
    "n": "Riesz kernel energy",
    "k": "definition",
    "m": [
      "31B15",
      "31C15"
    ],
    "u": "/math2/wiki/riesz-kernel-energy-definition/"
  },
  {
    "t": "7PN9MD1PQB",
    "n": "Whitney C-infinity topology",
    "k": "concept",
    "m": [
      "58D15",
      "58C25"
    ],
    "u": "/math2/wiki/whitney-c-infinity-topology/"
  },
  {
    "t": "7PY20WMZDZ",
    "n": "Group C*-algebra",
    "k": "definition",
    "m": [
      "22D25",
      "46L05",
      "22D15"
    ],
    "u": "/math2/wiki/group-c-algebra-definition/"
  },
  {
    "t": "7Q3X4FG7A5",
    "n": "Fitting subgroup",
    "k": "definition",
    "m": [
      "20D25"
    ],
    "u": "/math2/wiki/fitting-subgroup-definition/"
  },
  {
    "t": "7Q60BB01YG",
    "n": "Irreducible matrix",
    "k": "concept",
    "m": [
      "15B48",
      "05C50"
    ],
    "u": "/math2/wiki/irreducible-matrix/"
  },
  {
    "t": "7Q6KK8WJ02",
    "n": "Ore condition",
    "k": "definition",
    "m": [
      "16U20",
      "16S85"
    ],
    "u": "/math2/wiki/ore-condition-definition/"
  },
  {
    "t": "7Q9YSCM8YY",
    "n": "Weak lower semicontinuity",
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    "t": "7QERXM0C52",
    "n": "Vanishing moments of a wavelet",
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    "t": "7QFKD5JXH6",
    "n": "Stone's theorem on paracompactness of metric spaces",
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    "t": "7QFW771QMA",
    "n": "Kummer's 24 solutions",
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    "m": [
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    "t": "7QM2KNZ358",
    "n": "Sheaf",
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    "n": "Harmonic analysis",
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    "n": "Trapezoidal rule",
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    "n": "Smale–Hirsch theorem",
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    "t": "7RC9CN2Q49",
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    "n": "Hilbert's twenty-first problem",
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    "n": "Gödel numbering",
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    "n": "Pontryagin's maximum principle",
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    "n": "Lanczos algorithm",
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    "n": "Sum-free set",
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    "n": "Mal'cev condition",
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    "n": "Quadratic field",
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    "n": "Censoring",
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    "t": "7SXKJG1Q9B",
    "n": "Direct limit of algebras",
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    "t": "7SZF58P6Z7",
    "n": "Class VII surface",
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    "n": "Regularity theory",
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    "t": "7T98FQFGYY",
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    "t": "7T9BZV552E",
    "n": "Paley–Wiener theorem for Volterra resolvents",
    "k": "statement",
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    "t": "7T9ZS932SG",
    "n": "Fredholm determinant",
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    "m": [
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    "t": "7TA23MSPZ0",
    "n": "X-ray transform",
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    "n": "Path algebra",
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  {
    "t": "7THJSH9SFP",
    "n": "LF-space",
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    "m": [
      "46A13"
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  {
    "t": "7THS519D4A",
    "n": "Budan's theorem",
    "k": "statement",
    "m": [
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  {
    "t": "7TNH4MR0WP",
    "n": "Distributive property",
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    "m": [
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  {
    "t": "7TP5M906HB",
    "n": "Supersolvable group",
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    "m": [
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  {
    "t": "7TPBQPPN97",
    "n": "Cone",
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    "m": [
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    "u": "/math2/wiki/cone/"
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  {
    "t": "7TSXP95QN6",
    "n": "Directed-complete partial order",
    "k": "concept",
    "m": [
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      "68Q55"
    ],
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  {
    "t": "7TVFY6NZDB",
    "n": "Weak Lp space",
    "k": "definition",
    "m": [
      "46E30",
      "42B35"
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  },
  {
    "t": "7TXCCCA17A",
    "n": "Log-modulus of a holomorphic function is subharmonic",
    "k": "statement",
    "m": [
      "31A05",
      "30A99"
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  },
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    "t": "7V24BPCQTZ",
    "n": "Incomplete Cholesky factorization",
    "k": "definition",
    "m": [
      "65F08",
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      "65F10"
    ],
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  {
    "t": "7V2X68AMEY",
    "n": "Hadwiger's theorem",
    "k": "statement",
    "m": [
      "52A22",
      "52B45",
      "52A39"
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    "u": "/math2/wiki/hadwigers-theorem/"
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    "t": "7V3HWGR32Z",
    "n": "Kakutani fixed-point theorem",
    "k": "statement",
    "m": [
      "47H10",
      "47H04",
      "54H25"
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    "u": "/math2/wiki/kakutani-fixed-point-theorem/"
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    "t": "7V7KWNK9HN",
    "n": "Lebesgue constant",
    "k": "concept",
    "m": [
      "41A05",
      "65D05",
      "41A10"
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  {
    "t": "7V9TSDJFZR",
    "n": "Measure",
    "k": "definition",
    "m": [
      "28A12",
      "28A10"
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  {
    "t": "7VFPQVCNJ7",
    "n": "Symbolic power",
    "k": "definition",
    "m": [
      "13A15"
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    "t": "7VJGH5BKKA",
    "n": "Affine space as an algebra",
    "k": "example",
    "m": [
      "08A99",
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      "15A03"
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    "u": "/math2/wiki/affine-space-as-an-algebra/"
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    "t": "7VMYC7MB3Q",
    "n": "Bisection method",
    "k": "statement",
    "m": [
      "65H05"
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    "u": "/math2/wiki/bisection-method/"
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    "t": "7VPJQNQV34",
    "n": "Face of a convex set",
    "k": "definition",
    "m": [
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  {
    "t": "7VPJWF0AZ7",
    "n": "Irreducible analytic germ",
    "k": "concept",
    "m": [
      "32B10",
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    "u": "/math2/wiki/irreducible-analytic-germ/"
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    "t": "7VRY94A22R",
    "n": "Stably finite ring",
    "k": "concept",
    "m": [
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    ],
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    "t": "7VS7JZ3Y5B",
    "n": "Normed algebra",
    "k": "definition",
    "m": [
      "46H05"
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    "u": "/math2/wiki/normed-algebra-definition/"
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  {
    "t": "7VWGA444K3",
    "n": "Waring's problem",
    "k": "problem",
    "m": [
      "11P05",
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    "u": "/math2/wiki/warings-problem/"
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  {
    "t": "7W52X4N3NJ",
    "n": "Ring with involution",
    "k": "concept",
    "m": [
      "16W10",
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  },
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    "t": "7W7VV861JW",
    "n": "Superposition of solutions",
    "k": "statement",
    "m": [
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  {
    "t": "7WEM2E6RTV",
    "n": "Comodule",
    "k": "concept",
    "m": [
      "16T15"
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    "u": "/math2/wiki/comodule/"
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  {
    "t": "7WFKPAMQFG",
    "n": "Mixed-type equation",
    "k": "concept",
    "m": [
      "35M10"
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    "u": "/math2/wiki/mixed-type-equation/"
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  {
    "t": "7WMBX7M4P6",
    "n": "Simple function",
    "k": "concept",
    "m": [
      "28A20"
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    "u": "/math2/wiki/simple-function/"
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  {
    "t": "7WPVZZ4YFC",
    "n": "Tame Fréchet space",
    "k": "concept",
    "m": [
      "46A61",
      "58C15"
    ],
    "u": "/math2/wiki/tame-frechet-space/"
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    "t": "7WTR1Y3WH4",
    "n": "Saturated model",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/saturated-model-definition/"
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    "t": "7WV6B2502K",
    "n": "Sturm–Liouville theory",
    "k": "concept",
    "m": [
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      "34L10",
      "34B09"
    ],
    "u": "/math2/wiki/sturm-liouville-theory/"
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    "t": "7WX14GWD4M",
    "n": "Parallelizable manifold",
    "k": "concept",
    "m": [
      "57R25",
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    "u": "/math2/wiki/parallelizable-manifold/"
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    "t": "7X1HGZ6FK0",
    "n": "Interior algebra",
    "k": "definition",
    "m": [
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  {
    "t": "7X92G8CQ33",
    "n": "Decomposition group",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/decomposition-group/"
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    "t": "7X9N9H3RK6",
    "n": "Quasilinear PDE",
    "k": "concept",
    "m": [
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    "t": "7XAPBCJK3B",
    "n": "Method of characteristics",
    "k": "concept",
    "m": [
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    "t": "7XB5VJKDPG",
    "n": "Dirichlet character",
    "k": "concept",
    "m": [
      "11A25",
      "11M06"
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    "u": "/math2/wiki/dirichlet-character/"
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  {
    "t": "7XFYP0N84H",
    "n": "Hopf algebra",
    "k": "concept",
    "m": [
      "16T05"
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    "u": "/math2/wiki/hopf-algebra/"
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  {
    "t": "7XQBJ52RA1",
    "n": "Algebraic structure",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/algebraic-structure-definition/"
  },
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    "t": "7XRBR7AV3C",
    "n": "Classifying space of a group",
    "k": "definition",
    "m": [
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    "t": "7XTBR347P5",
    "n": "Comparison theorem",
    "k": "statement",
    "m": [
      "34A40"
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    "u": "/math2/wiki/comparison-theorem/"
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  {
    "t": "7XTQKSHQEK",
    "n": "Kervaire invariant",
    "k": "definition",
    "m": [
      "55Q45",
      "57R15"
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    "u": "/math2/wiki/kervaire-invariant-definition/"
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    "t": "7Y26317GJ0",
    "n": "Hasse's theorem on elliptic curves",
    "k": "statement",
    "m": [
      "11G20",
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      "11G05"
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    "u": "/math2/wiki/hasses-theorem-on-elliptic-curves/"
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    "t": "7Y2CZ5B2SN",
    "n": "Adapted process",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/adapted-process-definition/"
  },
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    "t": "7Y56QCZSZJ",
    "n": "Error function",
    "k": "concept",
    "m": [
      "33B20",
      "60E05"
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    "u": "/math2/wiki/error-function/"
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  {
    "t": "7Y69FN6M7Y",
    "n": "Locally ringed space",
    "k": "definition",
    "m": [
      "14A15",
      "18F20"
    ],
    "u": "/math2/wiki/locally-ringed-space-definition/"
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    "t": "7YBM0AXY23",
    "n": "Laplacian matrix",
    "k": "definition",
    "m": [
      "05C50"
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    "u": "/math2/wiki/laplacian-matrix-definition/"
  },
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    "t": "7YD2GRHXAB",
    "n": "Basis of a matroid",
    "k": "definition",
    "m": [
      "05B35"
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    "u": "/math2/wiki/basis-of-a-matroid-definition/"
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  {
    "t": "7YE4TAG5GE",
    "n": "Extraspecial group",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/extraspecial-group/"
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  {
    "t": "7YEJ79ZMV5",
    "n": "Barrier",
    "k": "definition",
    "m": [
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      "35J25"
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    "u": "/math2/wiki/barrier-definition/"
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  {
    "t": "7YHW7PHH6H",
    "n": "Topology optimization",
    "k": "problem",
    "m": [
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      "74P05"
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    "u": "/math2/wiki/topology-optimization/"
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    "t": "7YNMNRGH3T",
    "n": "Artin–Schreier theory",
    "k": "concept",
    "m": [
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      "12F15"
    ],
    "u": "/math2/wiki/artin-schreier-theory/"
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    "t": "7YTC3BHK60",
    "n": "Tropical geometry",
    "k": "concept",
    "m": [
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      "14T20"
    ],
    "u": "/math2/wiki/tropical-geometry/"
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  {
    "t": "7YW5WB3BY4",
    "n": "Zernike polynomials",
    "k": "concept",
    "m": [
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      "78A10"
    ],
    "u": "/math2/wiki/zernike-polynomials/"
  },
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    "t": "7YX76G0838",
    "n": "Étale cohomology",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/etale-cohomology/"
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  {
    "t": "7Z0QZP0FC0",
    "n": "Matroid minor",
    "k": "definition",
    "m": [
      "05B35"
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    "n": "Resultant",
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      "39A70",
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    "n": "Principal bundle",
    "k": "concept",
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    "n": "Painlevé property",
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    "n": "Central polynomial",
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    "n": "Frobenius algebra",
    "k": "concept",
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    "m": [
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      "42B35"
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    "n": "Primitive ring",
    "k": "concept",
    "m": [
      "16D60"
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    "n": "Fusion category",
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    "m": [
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      "18M10"
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    "t": "8FK88MNE0N",
    "n": "WZ theory",
    "k": "concept",
    "m": [
      "05A19",
      "33F10"
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    "n": "Anosov flow",
    "k": "concept",
    "m": [
      "37D20",
      "37D40"
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    "t": "8FRWATNNMX",
    "n": "Logarithmically convex function",
    "k": "concept",
    "m": [
      "26A51"
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    "k": "statement",
    "m": [
      "03E60",
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      "91A44"
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    "t": "8FYH1Y21CP",
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    "m": [
      "03E40",
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    "n": "Box–Muller transform",
    "k": "statement",
    "m": [
      "65C10",
      "60E05"
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    "u": "/math2/wiki/box-muller-transform/"
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    "n": "Commuting matrices",
    "k": "concept",
    "m": [
      "15A27"
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    "u": "/math2/wiki/commuting-matrices/"
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    "t": "8G4ZKXPV29",
    "n": "Doubling measure",
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      "30L99"
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    "t": "8G5ABXRK85",
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    "k": "object",
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    "n": "Rational homotopy theory",
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      "49J15",
      "93C15"
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    "t": "8GG2Z2E61R",
    "n": "Empirical Bayes method",
    "k": "concept",
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    "n": "Gabor transform",
    "k": "concept",
    "m": [
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      "94A12"
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    "t": "8GRA22YEMB",
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    "n": "Bonferroni correction",
    "k": "concept",
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    "t": "8GSKDNZ4TK",
    "n": "Legendre's relation",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/legendres-relation/"
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    "u": "/math2/wiki/mann-whitney-u-test-definition/"
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    "t": "8GYWYYBFWE",
    "n": "Haefliger structure",
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      "57R32",
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    "t": "8GZJQBPBY0",
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    "t": "8GZK8NC3VQ",
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    "t": "8H4GF58E9M",
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      "37A35",
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    "t": "8H58Q6YJCH",
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    "t": "8HFAEGFQT1",
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    "n": "Central difference",
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    "n": "Besicovitch–Federer projection theorem",
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    "n": "Robinson–Schensted–Knuth correspondence",
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    "t": "8K5FT58EK5",
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    "n": "Generalized Poincaré conjecture",
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    "t": "8M31QKB0GW",
    "n": "Admissible control",
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    "t": "8M4N38VGEE",
    "n": "Quasi-analytic function",
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    "t": "8MADRXG8PQ",
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    "n": "Short exact sequence",
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    "t": "8MD8DJE30F",
    "n": "Uniform convergence of Bernstein approximations",
    "k": "statement",
    "m": [
      "41A10",
      "41A36",
      "41A25"
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    "t": "8MEDVAEERQ",
    "n": "Loop group",
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      "22E67",
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  {
    "t": "8MGC7M64GW",
    "n": "F-sigma set",
    "k": "concept",
    "m": [
      "54H05",
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    "t": "8MGCGZP0E6",
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    "m": [
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  {
    "t": "8MGH8PGJWR",
    "n": "Total ring of fractions",
    "k": "definition",
    "m": [
      "13B30"
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  {
    "t": "8MNQDK5X5W",
    "n": "600-cell",
    "k": "object",
    "m": [
      "51M20",
      "52B15",
      "52B11"
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  {
    "t": "8MRPZ4Q4NM",
    "n": "Word metric",
    "k": "definition",
    "m": [
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  {
    "t": "8MS51FASMX",
    "n": "Essential submodule",
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    "m": [
      "16D10"
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  {
    "t": "8MTVCMAATD",
    "n": "F-test",
    "k": "concept",
    "m": [
      "62F03",
      "62J10"
    ],
    "u": "/math2/wiki/f-test/"
  },
  {
    "t": "8MWTEF6462",
    "n": "Dirichlet series",
    "k": "concept",
    "m": [
      "11M41",
      "30B50"
    ],
    "u": "/math2/wiki/dirichlet-series/"
  },
  {
    "t": "8N5CYXWXDV",
    "n": "Pseudospectral optimal control",
    "k": "definition",
    "m": [
      "49M37",
      "49M25",
      "65M70"
    ],
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  {
    "t": "8NAXJ0JH71",
    "n": "Homotopy group with coefficients",
    "k": "concept",
    "m": [
      "55Q05",
      "55Q70"
    ],
    "u": "/math2/wiki/homotopy-group-with-coefficients/"
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  {
    "t": "8NCGCJ2YBH",
    "n": "Benz plane",
    "k": "definition",
    "m": [
      "51B05",
      "51B10"
    ],
    "u": "/math2/wiki/benz-plane-definition/"
  },
  {
    "t": "8NE9Q44FEG",
    "n": "Kaplansky's theorem on PI rings",
    "k": "statement",
    "m": [
      "16R20",
      "16D60"
    ],
    "u": "/math2/wiki/kaplanskys-theorem-on-pi-rings/"
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  {
    "t": "8NJ7XY6F1S",
    "n": "Hermitian form",
    "k": "definition",
    "m": [
      "15A63",
      "11E39"
    ],
    "u": "/math2/wiki/hermitian-form-definition/"
  },
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    "t": "8NMGMXNF02",
    "n": "Classical ring of quotients",
    "k": "definition",
    "m": [
      "16S85",
      "16U20",
      "16P60"
    ],
    "u": "/math2/wiki/classical-ring-of-quotients-definition/"
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    "t": "8NMH42GJRK",
    "n": "Riemann–Stieltjes integral",
    "k": "definition",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/riemann-stieltjes-integral-definition/"
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  {
    "t": "8NS0116H9P",
    "n": "G-delta set",
    "k": "definition",
    "m": [
      "54H05",
      "54E52"
    ],
    "u": "/math2/wiki/g-delta-set-definition/"
  },
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    "t": "8NT5CFG2ZR",
    "n": "Lévy process",
    "k": "concept",
    "m": [
      "60G51",
      "60J25"
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    "u": "/math2/wiki/levy-process/"
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  {
    "t": "8P9PJG95H3",
    "n": "Density theorem",
    "k": "statement",
    "m": [
      "18A25",
      "18A30"
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    "u": "/math2/wiki/density-theorem/"
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  {
    "t": "8PQ405CKA3",
    "n": "Spectral element method",
    "k": "definition",
    "m": [
      "65N35",
      "65N30",
      "65M70"
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  {
    "t": "8PX1F72APY",
    "n": "Symbolic dynamics",
    "k": "definition",
    "m": [
      "37B10"
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    "u": "/math2/wiki/symbolic-dynamics-definition/"
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  {
    "t": "8PY3K6NCKF",
    "n": "Kolmogorov complexity",
    "k": "concept",
    "m": [
      "68Q30",
      "03D32"
    ],
    "u": "/math2/wiki/kolmogorov-complexity/"
  },
  {
    "t": "8PZPMF2QJD",
    "n": "Ramanujan's series for 1/pi",
    "k": "statement",
    "m": [
      "11Y60",
      "33E05",
      "65D20"
    ],
    "u": "/math2/wiki/ramanujans-series-for-1-pi/"
  },
  {
    "t": "8Q7P2WA8ZT",
    "n": "Volterra equation of the first kind",
    "k": "definition",
    "m": [
      "45D05"
    ],
    "u": "/math2/wiki/volterra-equation-of-the-first-kind-definition/"
  },
  {
    "t": "8QA5DEWNYD",
    "n": "Total variation",
    "k": "concept",
    "m": [
      "26A45"
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    "u": "/math2/wiki/total-variation/"
  },
  {
    "t": "8QBWWC354F",
    "n": "Principal curvature",
    "k": "definition",
    "m": [
      "53A05"
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    "u": "/math2/wiki/principal-curvature-definition/"
  },
  {
    "t": "8QE86W4GQ6",
    "n": "Artin group",
    "k": "definition",
    "m": [
      "20F36"
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    "u": "/math2/wiki/artin-group-definition/"
  },
  {
    "t": "8QJ91709V2",
    "n": "Neumann series",
    "k": "statement",
    "m": [
      "47A05",
      "46B99"
    ],
    "u": "/math2/wiki/neumann-series/"
  },
  {
    "t": "8QPW65PZVW",
    "n": "Locally finite variety",
    "k": "concept",
    "m": [
      "08B05",
      "08B20"
    ],
    "u": "/math2/wiki/locally-finite-variety/"
  },
  {
    "t": "8QQ7BF5BM0",
    "n": "Solving linear difference equations by the Z-transform",
    "k": "definition",
    "m": [
      "39A06",
      "44A55"
    ],
    "u": "/math2/wiki/solving-linear-difference-equations-by-the-z-transform-definition/"
  },
  {
    "t": "8QQPVNR80F",
    "n": "Cauchy interlacing theorem",
    "k": "statement",
    "m": [
      "15A42",
      "15A18"
    ],
    "u": "/math2/wiki/cauchy-interlacing-theorem/"
  },
  {
    "t": "8QTP2EFA92",
    "n": "Bernstein–Gelfand–Ponomarev reflection functors",
    "k": "definition",
    "m": [
      "16G20"
    ],
    "u": "/math2/wiki/bernstein-gelfand-ponomarev-reflection-functors-definition/"
  },
  {
    "t": "8QYVM1JTMF",
    "n": "Hartogs–Bochner extension theorem",
    "k": "statement",
    "m": [
      "32V25",
      "32D15"
    ],
    "u": "/math2/wiki/hartogs-bochner-extension-theorem/"
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  {
    "t": "8R29G6NG9Q",
    "n": "Paracompact space",
    "k": "concept",
    "m": [
      "54D20"
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    "u": "/math2/wiki/paracompact-space/"
  },
  {
    "t": "8R4CVVV8WT",
    "n": "B-spline",
    "k": "definition",
    "m": [
      "41A15",
      "65D07",
      "65D17"
    ],
    "u": "/math2/wiki/b-spline-definition/"
  },
  {
    "t": "8R4H8GW1CD",
    "n": "Ricker model",
    "k": "example",
    "m": [
      "92D25",
      "39A60",
      "39A33"
    ],
    "u": "/math2/wiki/ricker-model/"
  },
  {
    "t": "8RA7AMWSAF",
    "n": "Conservation law",
    "k": "concept",
    "m": [
      "35L65",
      "35F20"
    ],
    "u": "/math2/wiki/conservation-law/"
  },
  {
    "t": "8RDSR3JXP2",
    "n": "Alternating-direction implicit method",
    "k": "statement",
    "m": [
      "65M06",
      "65M12"
    ],
    "u": "/math2/wiki/alternating-direction-implicit-method/"
  },
  {
    "t": "8REBFQD6E0",
    "n": "Catenary problem",
    "k": "problem",
    "m": [
      "49K05",
      "49K21",
      "49-03"
    ],
    "u": "/math2/wiki/catenary-problem/"
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  {
    "t": "8RT3FGZPZY",
    "n": "Shape operator",
    "k": "definition",
    "m": [
      "53A05"
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    "u": "/math2/wiki/shape-operator-definition/"
  },
  {
    "t": "8RWDHW0CXC",
    "n": "Bergman kernel",
    "k": "concept",
    "m": [
      "30C40",
      "46E22",
      "32A25"
    ],
    "u": "/math2/wiki/bergman-kernel/"
  },
  {
    "t": "8S129JX919",
    "n": "Remez inequality",
    "k": "statement",
    "m": [
      "41A17",
      "26D05",
      "26C05"
    ],
    "u": "/math2/wiki/remez-inequality/"
  },
  {
    "t": "8S2SJ4SC2E",
    "n": "Kurosh–Amitsur radical theory",
    "k": "definition",
    "m": [
      "16N80"
    ],
    "u": "/math2/wiki/kurosh-amitsur-radical-theory-definition/"
  },
  {
    "t": "8SETG842RX",
    "n": "Apollonian gasket",
    "k": "example",
    "m": [
      "52C26",
      "28A80",
      "52C15"
    ],
    "u": "/math2/wiki/apollonian-gasket/"
  },
  {
    "t": "8SFZYANHNC",
    "n": "Kolmogorov automorphism",
    "k": "definition",
    "m": [
      "37A25",
      "37A35",
      "28D05"
    ],
    "u": "/math2/wiki/kolmogorov-automorphism-definition/"
  },
  {
    "t": "8SH7WETCKY",
    "n": "Singular cardinals hypothesis",
    "k": "statement",
    "m": [
      "03E04",
      "03E10",
      "03E35"
    ],
    "u": "/math2/wiki/singular-cardinals-hypothesis/"
  },
  {
    "t": "8SK3GQ4S0M",
    "n": "Tauber's theorem",
    "k": "statement",
    "m": [
      "40E05",
      "40A30"
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    "u": "/math2/wiki/taubers-theorem/"
  },
  {
    "t": "8SQK7RTB63",
    "n": "Zariski topology",
    "k": "concept",
    "m": [
      "14A05",
      "13A15"
    ],
    "u": "/math2/wiki/zariski-topology/"
  },
  {
    "t": "8ST7CTZ2DE",
    "n": "Residue field",
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    "n": "Class number",
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    "m": [
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  {
    "t": "9BF9QTCRKW",
    "n": "Mehler kernel",
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      "42C10"
    ],
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  {
    "t": "9BKCZPMQT6",
    "n": "Height of a prime ideal",
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    "t": "9BM25E20JQ",
    "n": "Orderable group",
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    ],
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  {
    "t": "9BPQXY11NR",
    "n": "Axiom schema of replacement",
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    "t": "9BPTKH2HYJ",
    "n": "Stability of a difference equation",
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      "39A30"
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    "t": "9BS2PM0227",
    "n": "Coercive bilinear form",
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      "35A15"
    ],
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    "t": "9BWWD4QK8Y",
    "n": "Maxwell's equations",
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      "35Q60"
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  {
    "t": "9C1WSBNQX9",
    "n": "Polish group",
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    "m": [
      "22A05",
      "54H11",
      "54H05"
    ],
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  {
    "t": "9C4MPVMTA7",
    "n": "Edgeworth expansion",
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    "m": [
      "62E20",
      "60F05"
    ],
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    "t": "9C5WXYYQEK",
    "n": "Subderivative",
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      "49J52",
      "52A41"
    ],
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  {
    "t": "9C8SS4522J",
    "n": "Cahen–Mellin integral",
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    "m": [
      "44A15",
      "33B15",
      "30E20"
    ],
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    "t": "9CCSBY0JQW",
    "n": "Betweenness",
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    ],
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  {
    "t": "9CD4SGERVP",
    "n": "Ovoid",
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      "51E20",
      "51E21"
    ],
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  },
  {
    "t": "9CE11G48JY",
    "n": "Restriction conjecture",
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      "42B10",
      "42B20"
    ],
    "u": "/math2/wiki/restriction-conjecture/"
  },
  {
    "t": "9CJ0VSYZ81",
    "n": "Topological vector space",
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      "46A03",
      "57N17"
    ],
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  },
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    "t": "9CJCXNYNK8",
    "n": "Simple algebra",
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      "08A05"
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    "t": "9CMAJWWBNZ",
    "n": "Skew group ring",
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      "16W22"
    ],
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  {
    "t": "9CNSVFQ801",
    "n": "Solvable Lie group",
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    "m": [
      "22E25",
      "22E15",
      "20F16"
    ],
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  {
    "t": "9CWM3F4M04",
    "n": "Weyl's lemma",
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      "35B65",
      "35J05"
    ],
    "u": "/math2/wiki/weyls-lemma/"
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  {
    "t": "9CWYNB9003",
    "n": "Sequential analysis",
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    "m": [
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    "u": "/math2/wiki/sequential-analysis/"
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  {
    "t": "9CZVKQMCZP",
    "n": "Choquet integral",
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    "m": [
      "28E10",
      "28A25"
    ],
    "u": "/math2/wiki/choquet-integral-definition/"
  },
  {
    "t": "9D26WKTFPT",
    "n": "Scott topology",
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    "m": [
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      "06B30",
      "54A10"
    ],
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  {
    "t": "9D2Z543EJQ",
    "n": "Dirichlet L-function",
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      "11M06"
    ],
    "u": "/math2/wiki/dirichlet-l-function/"
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  {
    "t": "9D47D1Q89E",
    "n": "Minimax estimator",
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    "m": [
      "62C20"
    ],
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  },
  {
    "t": "9D5NT00H6G",
    "n": "Crofton formula",
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      "52A22",
      "28A75"
    ],
    "u": "/math2/wiki/crofton-formula/"
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  {
    "t": "9D7WZEN64H",
    "n": "Finite morphism of rings",
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      "13B21"
    ],
    "u": "/math2/wiki/finite-morphism-of-rings-definition/"
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  {
    "t": "9DD8M9R868",
    "n": "Levitzki radical",
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    "m": [
      "16N40"
    ],
    "u": "/math2/wiki/levitzki-radical/"
  },
  {
    "t": "9DEG0WRDHR",
    "n": "Ehrhart polynomial",
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    "m": [
      "52B20",
      "11P21",
      "05A15"
    ],
    "u": "/math2/wiki/ehrhart-polynomial/"
  },
  {
    "t": "9DNDF7AX59",
    "n": "Zeros and poles",
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      "30C15"
    ],
    "u": "/math2/wiki/zeros-and-poles-definition/"
  },
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    "t": "9DNFN8M83X",
    "n": "Incidence matrix",
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    "m": [
      "05C50"
    ],
    "u": "/math2/wiki/incidence-matrix/"
  },
  {
    "t": "9DQB442K3Y",
    "n": "Lie supergroup",
    "k": "concept",
    "m": [
      "58A50",
      "22E99"
    ],
    "u": "/math2/wiki/lie-supergroup/"
  },
  {
    "t": "9DQD6HTTA5",
    "n": "Ginzburg–Landau equation",
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    "m": [
      "35Q56",
      "82D55"
    ],
    "u": "/math2/wiki/ginzburg-landau-equation-definition/"
  },
  {
    "t": "9DTJ87P4R1",
    "n": "Nested dissection",
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    "m": [
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      "65F05",
      "65N22"
    ],
    "u": "/math2/wiki/nested-dissection/"
  },
  {
    "t": "9DYE6V628H",
    "n": "Whittaker function",
    "k": "definition",
    "m": [
      "33C15"
    ],
    "u": "/math2/wiki/whittaker-function-definition/"
  },
  {
    "t": "9E9T41A7XN",
    "n": "Intersection theory",
    "k": "definition",
    "m": [
      "14C17",
      "14C15"
    ],
    "u": "/math2/wiki/intersection-theory-definition/"
  },
  {
    "t": "9EA7KJ50AE",
    "n": "Sullivan conjecture",
    "k": "statement",
    "m": [
      "55P91",
      "55S10",
      "55R35"
    ],
    "u": "/math2/wiki/sullivan-conjecture/"
  },
  {
    "t": "9EABA9ZDZS",
    "n": "Bourbaki–Witt theorem",
    "k": "statement",
    "m": [
      "06A06",
      "47H10",
      "03E25"
    ],
    "u": "/math2/wiki/bourbaki-witt-theorem/"
  },
  {
    "t": "9EAHDX44B2",
    "n": "Internal set theory",
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    "m": [
      "03H05",
      "03E70",
      "26E35"
    ],
    "u": "/math2/wiki/internal-set-theory-definition/"
  },
  {
    "t": "9EE43J2W16",
    "n": "Way-below relation",
    "k": "definition",
    "m": [
      "06B35",
      "06A06"
    ],
    "u": "/math2/wiki/way-below-relation-definition/"
  },
  {
    "t": "9EG3A21ET1",
    "n": "Geometric invariant theory",
    "k": "concept",
    "m": [
      "14L24",
      "14L30",
      "14D20"
    ],
    "u": "/math2/wiki/geometric-invariant-theory/"
  },
  {
    "t": "9EHVQ8Q0A8",
    "n": "Continuous functional calculus",
    "k": "definition",
    "m": [
      "46L05",
      "47A60",
      "46H30"
    ],
    "u": "/math2/wiki/continuous-functional-calculus-definition/"
  },
  {
    "t": "9F0CPB14FQ",
    "n": "Permutation group",
    "k": "definition",
    "m": [
      "20B05",
      "20B07"
    ],
    "u": "/math2/wiki/permutation-group-definition/"
  },
  {
    "t": "9F3ZTTT9HA",
    "n": "Cumulant",
    "k": "concept",
    "m": [
      "60E10",
      "62E10"
    ],
    "u": "/math2/wiki/cumulant/"
  },
  {
    "t": "9F6B05QAWH",
    "n": "Multiplication operator",
    "k": "example",
    "m": [
      "47B38",
      "47B15"
    ],
    "u": "/math2/wiki/multiplication-operator/"
  },
  {
    "t": "9F7TYES4KE",
    "n": "Compact element",
    "k": "concept",
    "m": [
      "06B23",
      "06B35"
    ],
    "u": "/math2/wiki/compact-element/"
  },
  {
    "t": "9FB0AZSEGM",
    "n": "Drazin inverse",
    "k": "concept",
    "m": [
      "15A09"
    ],
    "u": "/math2/wiki/drazin-inverse/"
  },
  {
    "t": "9FBJED00CP",
    "n": "Calabi flow",
    "k": "concept",
    "m": [
      "53E40",
      "53C55"
    ],
    "u": "/math2/wiki/calabi-flow/"
  },
  {
    "t": "9FN0PFZZXZ",
    "n": "Derivative of a convolution",
    "k": "statement",
    "m": [
      "44A35",
      "42A85"
    ],
    "u": "/math2/wiki/derivative-of-a-convolution/"
  },
  {
    "t": "9FR2ZRAVCE",
    "n": "Spherical trigonometry",
    "k": "definition",
    "m": [
      "51M09",
      "51M10"
    ],
    "u": "/math2/wiki/spherical-trigonometry-definition/"
  },
  {
    "t": "9FS1JFZSX4",
    "n": "Idempotence",
    "k": "concept",
    "m": [
      "08A02",
      "16U40"
    ],
    "u": "/math2/wiki/idempotence/"
  },
  {
    "t": "9FWZTK819W",
    "n": "Gelfand–Naimark–Segal construction",
    "k": "concept",
    "m": [
      "46L30",
      "46L05",
      "22D25"
    ],
    "u": "/math2/wiki/gelfand-naimark-segal-construction/"
  },
  {
    "t": "9G1XS1XZ1F",
    "n": "Monoid object",
    "k": "concept",
    "m": [
      "18M05",
      "18C40"
    ],
    "u": "/math2/wiki/monoid-object/"
  },
  {
    "t": "9G7K8DBT9Y",
    "n": "Laplace's method",
    "k": "concept",
    "m": [
      "41A60",
      "26A42"
    ],
    "u": "/math2/wiki/laplaces-method/"
  },
  {
    "t": "9G82Z17DKA",
    "n": "Summation by parts",
    "k": "statement",
    "m": [
      "39A12",
      "40A05"
    ],
    "u": "/math2/wiki/summation-by-parts/"
  },
  {
    "t": "9G8XXBG9F3",
    "n": "Series-parallel partial order",
    "k": "definition",
    "m": [
      "06A07",
      "06A06"
    ],
    "u": "/math2/wiki/series-parallel-partial-order-definition/"
  },
  {
    "t": "9G91CJJ0JQ",
    "n": "Algebraic surface",
    "k": "definition",
    "m": [
      "14J10",
      "14J25"
    ],
    "u": "/math2/wiki/algebraic-surface-definition/"
  },
  {
    "t": "9G9G8ED97D",
    "n": "Hausdorff paradox",
    "k": "counterexample",
    "m": [
      "28A12",
      "03E25",
      "43A07"
    ],
    "u": "/math2/wiki/hausdorff-paradox/"
  },
  {
    "t": "9G9S92T1VJ",
    "n": "Loewner order",
    "k": "concept",
    "m": [
      "15B57",
      "47A63"
    ],
    "u": "/math2/wiki/loewner-order/"
  },
  {
    "t": "9GHD9MXNYV",
    "n": "Idele class group",
    "k": "concept",
    "m": [
      "11R56",
      "11R37"
    ],
    "u": "/math2/wiki/idele-class-group/"
  },
  {
    "t": "9GKRK5B2B5",
    "n": "Monotone likelihood ratio",
    "k": "definition",
    "m": [
      "62F03"
    ],
    "u": "/math2/wiki/monotone-likelihood-ratio-definition/"
  },
  {
    "t": "9GKS3RBZ8V",
    "n": "Δ-system lemma",
    "k": "statement",
    "m": [
      "03E05",
      "05D05"
    ],
    "u": "/math2/wiki/system-lemma/"
  },
  {
    "t": "9GNAAHQJY6",
    "n": "Convergence of filters",
    "k": "definition",
    "m": [
      "54A20"
    ],
    "u": "/math2/wiki/convergence-of-filters-definition/"
  },
  {
    "t": "9GQQ7TK36T",
    "n": "Keller's conjecture",
    "k": "statement",
    "m": [
      "52C22",
      "05B45"
    ],
    "u": "/math2/wiki/kellers-conjecture/"
  },
  {
    "t": "9GS8XQMZED",
    "n": "Jacobian variety",
    "k": "definition",
    "m": [
      "14H40",
      "14K30"
    ],
    "u": "/math2/wiki/jacobian-variety-definition/"
  },
  {
    "t": "9GVQ7JXC25",
    "n": "Cahn–Hilliard equation",
    "k": "definition",
    "m": [
      "35K55",
      "35K25"
    ],
    "u": "/math2/wiki/cahn-hilliard-equation-definition/"
  },
  {
    "t": "9GWGW4YRD9",
    "n": "Cobweb plot",
    "k": "definition",
    "m": [
      "37E05",
      "26A18",
      "37M99"
    ],
    "u": "/math2/wiki/cobweb-plot-definition/"
  },
  {
    "t": "9GZ7F6ETC6",
    "n": "Congruence-distributive variety",
    "k": "concept",
    "m": [
      "08B10"
    ],
    "u": "/math2/wiki/congruence-distributive-variety/"
  },
  {
    "t": "9H61HXXJ11",
    "n": "Join-prime element",
    "k": "concept",
    "m": [
      "06B05"
    ],
    "u": "/math2/wiki/join-prime-element/"
  },
  {
    "t": "9H65YDXMGJ",
    "n": "Laver table",
    "k": "example",
    "m": [
      "20N02",
      "03E55"
    ],
    "u": "/math2/wiki/laver-table/"
  },
  {
    "t": "9HBDQ2W9CF",
    "n": "Completely normal space",
    "k": "concept",
    "m": [
      "54D15"
    ],
    "u": "/math2/wiki/completely-normal-space/"
  },
  {
    "t": "9HD1MEV7M4",
    "n": "Meijer G-function transforms",
    "k": "definition",
    "m": [
      "44A20",
      "33C60"
    ],
    "u": "/math2/wiki/meijer-g-function-transforms-definition/"
  },
  {
    "t": "9HD9A3YWTN",
    "n": "Dawson function",
    "k": "definition",
    "m": [
      "33B20"
    ],
    "u": "/math2/wiki/dawson-function-definition/"
  },
  {
    "t": "9HDQ094ADQ",
    "n": "Diffusion process",
    "k": "concept",
    "m": [
      "60J60",
      "60H10"
    ],
    "u": "/math2/wiki/diffusion-process/"
  },
  {
    "t": "9HHEJVCS2Q",
    "n": "Strongly pseudoconvex domain",
    "k": "definition",
    "m": [
      "32T15",
      "32T05"
    ],
    "u": "/math2/wiki/strongly-pseudoconvex-domain-definition/"
  },
  {
    "t": "9HNTG5C2XX",
    "n": "Perturbation theory of linear operators",
    "k": "definition",
    "m": [
      "47A55",
      "47A10"
    ],
    "u": "/math2/wiki/perturbation-theory-of-linear-operators-definition/"
  },
  {
    "t": "9HPF7TE18C",
    "n": "Nullary operation",
    "k": "concept",
    "m": [
      "08A62",
      "08A02"
    ],
    "u": "/math2/wiki/nullary-operation/"
  },
  {
    "t": "9HTB5KVS72",
    "n": "Locally finite poset",
    "k": "definition",
    "m": [
      "06A07",
      "06A11"
    ],
    "u": "/math2/wiki/locally-finite-poset-definition/"
  },
  {
    "t": "9HTRR4P4M1",
    "n": "Cauchy's logarithmic equation",
    "k": "concept",
    "m": [
      "39B22"
    ],
    "u": "/math2/wiki/cauchys-logarithmic-equation/"
  },
  {
    "t": "9HWTPQHHZK",
    "n": "Moving least squares",
    "k": "definition",
    "m": [
      "65D10",
      "41A63",
      "65D05"
    ],
    "u": "/math2/wiki/moving-least-squares-definition/"
  },
  {
    "t": "9HXYTNKB24",
    "n": "Pontryagin–Thom construction",
    "k": "concept",
    "m": [
      "57R90",
      "55N22",
      "57R75"
    ],
    "u": "/math2/wiki/pontryagin-thom-construction/"
  },
  {
    "t": "9HYM2ZMS31",
    "n": "Rader's FFT algorithm",
    "k": "statement",
    "m": [
      "65T50",
      "11Y16"
    ],
    "u": "/math2/wiki/raders-fft-algorithm/"
  },
  {
    "t": "9HZA9B51PZ",
    "n": "Spectral sequence",
    "k": "definition",
    "m": [
      "18G40",
      "55T05"
    ],
    "u": "/math2/wiki/spectral-sequence-definition/"
  },
  {
    "t": "9J5PQMG3HJ",
    "n": "Continuous group homomorphism",
    "k": "concept",
    "m": [
      "22A05"
    ],
    "u": "/math2/wiki/continuous-group-homomorphism/"
  },
  {
    "t": "9J7GFJ1GPF",
    "n": "Beltrami equation",
    "k": "concept",
    "m": [
      "30C62"
    ],
    "u": "/math2/wiki/beltrami-equation/"
  },
  {
    "t": "9JA1N3CH80",
    "n": "Homology of a chain complex",
    "k": "definition",
    "m": [
      "18G35"
    ],
    "u": "/math2/wiki/homology-of-a-chain-complex-definition/"
  },
  {
    "t": "9JP83HPAEX",
    "n": "Sample mean and sample covariance",
    "k": "definition",
    "m": [
      "62H12",
      "62F10"
    ],
    "u": "/math2/wiki/sample-mean-and-sample-covariance-definition/"
  },
  {
    "t": "9JQEWK5405",
    "n": "Kummer's test",
    "k": "statement",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/kummers-test/"
  },
  {
    "t": "9JRNCRZ97G",
    "n": "Smoluchowski coagulation equation",
    "k": "example",
    "m": [
      "45K05",
      "82C22"
    ],
    "u": "/math2/wiki/smoluchowski-coagulation-equation/"
  },
  {
    "t": "9JVJKJTXDE",
    "n": "Gibbs phenomenon",
    "k": "definition",
    "m": [
      "42A20",
      "42A16"
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    "n": "Anger function",
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    "n": "Exponential type",
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    "n": "Elimination theory",
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    "n": "Quadratic convergence of Newton's method",
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    "n": "Potential theory",
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    "n": "Mixed volume",
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    "n": "Cauchy–Riemann equations in several variables",
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    "n": "Discrete-time algebraic Riccati equation",
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    "n": "Equational basis",
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    "n": "Kolmogorov–Nagumo characterization of quasi-arithmetic means",
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    "n": "Napoleon's theorem",
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    "n": "Iterated kernel",
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    "t": "9QP9ZAGH6T",
    "n": "Field with one element",
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    "n": "Nemytskii operator",
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    "n": "Erlangen program",
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    "t": "9R899M1746",
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    "t": "9R9MVA4PWR",
    "n": "Injective object",
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    "m": [
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    "t": "9RBA56NXX3",
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    "t": "9RCFS9W90H",
    "n": "Paraproduct",
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    "t": "9RGFJDFY96",
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    "t": "9RMS0ZJ618",
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    "n": "Jacobi transform",
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    "t": "9RP82GD0Q4",
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    "t": "9RPYB7S4HM",
    "n": "Wilcoxon signed-rank test",
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    "n": "Deligne–Lusztig theory",
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    "t": "9RVKQJQ5JJ",
    "n": "Contact process",
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    "t": "9RWS7TZHXH",
    "n": "Subfactor",
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      "46L37"
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    "t": "9S18DSRFND",
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      "41A65"
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    "t": "9SDYXHB8P6",
    "n": "Brelot space",
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    "m": [
      "31D05"
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    "t": "9SEF1CWT6X",
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    "m": [
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    "t": "9SNTXYEEBQ",
    "n": "Equivalence of varieties",
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    "t": "9SYWRGVTRS",
    "n": "Almost complex manifold",
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    "t": "9SYZS6S4NY",
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    "t": "9T2XVJNBBY",
    "n": "Entropic algebra",
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    "t": "9T6ZEV4125",
    "n": "Single layer potential",
    "k": "concept",
    "m": [
      "31B10",
      "31A10"
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    "u": "/math2/wiki/single-layer-potential/"
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    "t": "9T7D9ZRWYY",
    "n": "Liouville's theorem on phase-space volume",
    "k": "statement",
    "m": [
      "37J39",
      "70H05",
      "53D05"
    ],
    "u": "/math2/wiki/liouvilles-theorem-on-phase-space-volume/"
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    "t": "9TBVX1RHDB",
    "n": "Non-uniform rational B-spline",
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      "41A15"
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    "t": "9TFC6ADC1C",
    "n": "Compact Lie group",
    "k": "concept",
    "m": [
      "22E15",
      "22C05"
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    "t": "9TPS3W497D",
    "n": "Schmidt subspace theorem",
    "k": "statement",
    "m": [
      "11J87",
      "11J68"
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    "u": "/math2/wiki/schmidt-subspace-theorem/"
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    "t": "9TTJRYP841",
    "n": "Positive line bundle",
    "k": "definition",
    "m": [
      "32L05",
      "32Q15",
      "14C20"
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    "t": "9V11N8VVTP",
    "n": "Handle decomposition",
    "k": "concept",
    "m": [
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      "57N99"
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    "u": "/math2/wiki/handle-decomposition/"
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    "t": "9V1GF5WMKA",
    "n": "Seifert fiber space",
    "k": "concept",
    "m": [
      "57K30",
      "57M50"
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    "t": "9V3QA0KTW8",
    "n": "Shifted Legendre polynomials",
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    "m": [
      "33C45",
      "42C05"
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    "t": "9V4PR1RVXW",
    "n": "Neighborly polytope",
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    "m": [
      "52B05",
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      "52B12"
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    "t": "9V6PRD1Z90",
    "n": "Representation theory of SU(2)",
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      "22C05"
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  {
    "t": "9V71Q3SD1G",
    "n": "Type",
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    "m": [
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    "t": "9V7YQA85PC",
    "n": "Spectral radius",
    "k": "concept",
    "m": [
      "15A18",
      "15A60"
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    "u": "/math2/wiki/spectral-radius/"
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    "t": "9V800QGBQH",
    "n": "Category of elements",
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    "m": [
      "18A25"
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    "t": "9VA6P5KQQT",
    "n": "Matrix difference equation",
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    "m": [
      "39A06"
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    "t": "9VA95Q3K6G",
    "n": "Approximate identity",
    "k": "definition",
    "m": [
      "46H05",
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    "u": "/math2/wiki/approximate-identity-definition/"
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    "t": "9VFWPZEVGN",
    "n": "Algebraic cycle",
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    "m": [
      "14C25"
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    "u": "/math2/wiki/algebraic-cycle/"
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  {
    "t": "9VN0XT2THJ",
    "n": "Symmetric derivative",
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    "m": [
      "26A24"
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    "t": "9VQED5PARF",
    "n": "Symmetric space",
    "k": "definition",
    "m": [
      "53C35"
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    "u": "/math2/wiki/symmetric-space-definition/"
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    "n": "Constructive analysis",
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    "n": "Nash–Moser theorem",
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    "n": "Kolmogorov epsilon-entropy",
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    "n": "Backward error analysis",
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    "n": "Real form of a Lie group",
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    "n": "Almgren–Pitts min-max theory",
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    "n": "Projective variety",
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    "n": "Moduli space",
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    "t": "A69F1SM1AC",
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    "t": "A6DPR620B5",
    "n": "Ultrametric space",
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    "t": "A6EXFAP5EQ",
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    "t": "A6GYWEFFTY",
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    "t": "A6HN207Y2T",
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    "t": "A6M3GTHM40",
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    "n": "Darboux function",
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    "t": "A755BDRP1A",
    "n": "Melnikov method",
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    ],
    "u": "/math2/wiki/fourier-series-on-the-torus/"
  },
  {
    "t": "AAN6HWAC4A",
    "n": "Legendre functions",
    "k": "definition",
    "m": [
      "33C45",
      "33C05"
    ],
    "u": "/math2/wiki/legendre-functions-definition/"
  },
  {
    "t": "AAQAF5GGES",
    "n": "Kriging",
    "k": "definition",
    "m": [
      "62M30",
      "62M20",
      "62H11"
    ],
    "u": "/math2/wiki/kriging-definition/"
  },
  {
    "t": "AAT8PVDW23",
    "n": "Regular conditional probability",
    "k": "definition",
    "m": [
      "60A10",
      "28A50"
    ],
    "u": "/math2/wiki/regular-conditional-probability-definition/"
  },
  {
    "t": "AATQKCWAAC",
    "n": "du Bois-Reymond lemma",
    "k": "statement",
    "m": [
      "49K05"
    ],
    "u": "/math2/wiki/du-bois-reymond-lemma/"
  },
  {
    "t": "AAV343QP5E",
    "n": "Presentation of an algebra",
    "k": "definition",
    "m": [
      "08B20",
      "08A50"
    ],
    "u": "/math2/wiki/presentation-of-an-algebra-definition/"
  },
  {
    "t": "AAYEQE",
    "n": "The subgroups of the symmetric group S4",
    "k": "computation",
    "u": "/math2/wiki/the-subgroups-of-the-symmetric-group-s4/"
  },
  {
    "t": "AB22FWBQ0M",
    "n": "Tarski's finite basis problem",
    "k": "problem",
    "m": [
      "08B05",
      "03B25",
      "03C05"
    ],
    "u": "/math2/wiki/tarskis-finite-basis-problem/"
  },
  {
    "t": "AB3ATTS48V",
    "n": "Log-convexity of the gamma function",
    "k": "statement",
    "m": [
      "33B15",
      "26A51"
    ],
    "u": "/math2/wiki/log-convexity-of-the-gamma-function/"
  },
  {
    "t": "AB3S6MHJ8X",
    "n": "Condition number",
    "k": "concept",
    "m": [
      "15A12",
      "65F35"
    ],
    "u": "/math2/wiki/condition-number/"
  },
  {
    "t": "AB7W6DBA4P",
    "n": "Singular integral equation",
    "k": "definition",
    "m": [
      "45E05",
      "45E99"
    ],
    "u": "/math2/wiki/singular-integral-equation-definition/"
  },
  {
    "t": "AB9FNZD18B",
    "n": "Theorem of the three geodesics",
    "k": "statement",
    "m": [
      "53C22",
      "58E10"
    ],
    "u": "/math2/wiki/theorem-of-the-three-geodesics/"
  },
  {
    "t": "ABE41ZYD78",
    "n": "Lie sphere geometry",
    "k": "definition",
    "m": [
      "51B25",
      "51B10"
    ],
    "u": "/math2/wiki/lie-sphere-geometry-definition/"
  },
  {
    "t": "ABEFWF4JHH",
    "n": "Standard Borel space",
    "k": "concept",
    "m": [
      "28A05",
      "03E15",
      "54H05"
    ],
    "u": "/math2/wiki/standard-borel-space/"
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  {
    "t": "ABJ88GR4Z0",
    "n": "Dunkl operator",
    "k": "definition",
    "m": [
      "33C52",
      "20F55",
      "33C80"
    ],
    "u": "/math2/wiki/dunkl-operator-definition/"
  },
  {
    "t": "ABKND96G8P",
    "n": "Quotient of a topological group",
    "k": "definition",
    "m": [
      "22A05"
    ],
    "u": "/math2/wiki/quotient-of-a-topological-group-definition/"
  },
  {
    "t": "ABN5PTXEHY",
    "n": "Cantor's isomorphism theorem",
    "k": "statement",
    "m": [
      "06A05",
      "03C15"
    ],
    "u": "/math2/wiki/cantors-isomorphism-theorem/"
  },
  {
    "t": "ABPK3RW5MW",
    "n": "Choquet theory",
    "k": "concept",
    "m": [
      "46A55",
      "52A07"
    ],
    "u": "/math2/wiki/choquet-theory/"
  },
  {
    "t": "ABS17CB1D2",
    "n": "Atkinson's theorem",
    "k": "statement",
    "m": [
      "47A53"
    ],
    "u": "/math2/wiki/atkinsons-theorem/"
  },
  {
    "t": "ABSRB2KXA6",
    "n": "Quasi-Monte Carlo method",
    "k": "concept",
    "m": [
      "65D30",
      "11K45",
      "65C05"
    ],
    "u": "/math2/wiki/quasi-monte-carlo-method/"
  },
  {
    "t": "ABVBHCA9VW",
    "n": "Gluing of schemes",
    "k": "concept",
    "m": [
      "14A15"
    ],
    "u": "/math2/wiki/gluing-of-schemes/"
  },
  {
    "t": "ABXD13M340",
    "n": "Principal component analysis",
    "k": "concept",
    "m": [
      "62H25",
      "15A18"
    ],
    "u": "/math2/wiki/principal-component-analysis/"
  },
  {
    "t": "ABYAPP6Q4C",
    "n": "Smith conjecture",
    "k": "statement",
    "m": [
      "57M60",
      "57K10"
    ],
    "u": "/math2/wiki/smith-conjecture/"
  },
  {
    "t": "AC3FNJ8Y1Y",
    "n": "Landau's constants",
    "k": "concept",
    "m": [
      "30C25",
      "30D20"
    ],
    "u": "/math2/wiki/landaus-constants/"
  },
  {
    "t": "AC5CB7RH6Z",
    "n": "Kantorovich duality",
    "k": "statement",
    "m": [
      "49Q22",
      "49N15",
      "60A10"
    ],
    "u": "/math2/wiki/kantorovich-duality/"
  },
  {
    "t": "AC5TFFQT9M",
    "n": "Finite type algebra",
    "k": "concept",
    "m": [
      "13E15",
      "13B02"
    ],
    "u": "/math2/wiki/finite-type-algebra/"
  },
  {
    "t": "AC6WNX8F9Z",
    "n": "Yamabe flow",
    "k": "concept",
    "m": [
      "53E20",
      "53C21"
    ],
    "u": "/math2/wiki/yamabe-flow/"
  },
  {
    "t": "AC9PY6FBYF",
    "n": "Multigrid method",
    "k": "statement",
    "m": [
      "65N55",
      "65F10",
      "65N22"
    ],
    "u": "/math2/wiki/multigrid-method/"
  },
  {
    "t": "ACBJ8RW42F",
    "n": "Summability kernel",
    "k": "definition",
    "m": [
      "42A24",
      "42A85"
    ],
    "u": "/math2/wiki/summability-kernel-definition/"
  },
  {
    "t": "ACDEK1GD9G",
    "n": "GCD domain",
    "k": "concept",
    "m": [
      "13F15",
      "13G05"
    ],
    "u": "/math2/wiki/gcd-domain/"
  },
  {
    "t": "ACN92H5M6D",
    "n": "Bogdanov–Takens bifurcation",
    "k": "concept",
    "m": [
      "34C23",
      "37G10"
    ],
    "u": "/math2/wiki/bogdanov-takens-bifurcation/"
  },
  {
    "t": "ACQ7A58XY7",
    "n": "Sinai's factor theorem",
    "k": "statement",
    "m": [
      "37A35",
      "28D20"
    ],
    "u": "/math2/wiki/sinais-factor-theorem/"
  },
  {
    "t": "ACSF58HYDH",
    "n": "Weierstrass product",
    "k": "concept",
    "m": [
      "30D20",
      "30D10"
    ],
    "u": "/math2/wiki/weierstrass-product/"
  },
  {
    "t": "AD0G065GK8",
    "n": "Pompeiu derivative",
    "k": "example",
    "m": [
      "26A24",
      "26A27"
    ],
    "u": "/math2/wiki/pompeiu-derivative/"
  },
  {
    "t": "AD3474PVHR",
    "n": "Polynomially convex set",
    "k": "concept",
    "m": [
      "32E20"
    ],
    "u": "/math2/wiki/polynomially-convex-set/"
  },
  {
    "t": "AD9GD9EM9R",
    "n": "Green–Griffiths–Lang conjecture",
    "k": "conjecture",
    "m": [
      "32Q45",
      "14E99"
    ],
    "u": "/math2/wiki/green-griffiths-lang-conjecture/"
  },
  {
    "t": "AD9GZCC2PB",
    "n": "Linear multistep method",
    "k": "definition",
    "m": [
      "65L06",
      "65L05"
    ],
    "u": "/math2/wiki/linear-multistep-method-definition/"
  },
  {
    "t": "ADBEEPPKRR",
    "n": "Toda lattice",
    "k": "example",
    "m": [
      "37J35",
      "37K60",
      "70H06"
    ],
    "u": "/math2/wiki/toda-lattice/"
  },
  {
    "t": "ADDS6HE5SV",
    "n": "Relative homotopy",
    "k": "concept",
    "m": [
      "55Q05",
      "55P10"
    ],
    "u": "/math2/wiki/relative-homotopy/"
  },
  {
    "t": "ADEXY830S8",
    "n": "Birkhoff polytope",
    "k": "example",
    "m": [
      "52B12",
      "15B51",
      "52B05"
    ],
    "u": "/math2/wiki/birkhoff-polytope/"
  },
  {
    "t": "ADJZ99KY2Q",
    "n": "Fredholm index",
    "k": "definition",
    "m": [
      "47A53"
    ],
    "u": "/math2/wiki/fredholm-index-definition/"
  },
  {
    "t": "ADKBEJCTZE",
    "n": "3-j symbol",
    "k": "definition",
    "m": [
      "33C80",
      "81R05",
      "22E70"
    ],
    "u": "/math2/wiki/3-j-symbol-definition/"
  },
  {
    "t": "ADKK56VZHW",
    "n": "Distinguished triangle",
    "k": "concept",
    "m": [
      "18G80"
    ],
    "u": "/math2/wiki/distinguished-triangle/"
  },
  {
    "t": "ADNHVGY2W4",
    "n": "Tautological one-form",
    "k": "concept",
    "m": [
      "53D05",
      "37J39"
    ],
    "u": "/math2/wiki/tautological-one-form/"
  },
  {
    "t": "ADSVMCY77A",
    "n": "Quadrature rule",
    "k": "concept",
    "m": [
      "65D32",
      "41A55"
    ],
    "u": "/math2/wiki/quadrature-rule/"
  },
  {
    "t": "ADTYF8FG6C",
    "n": "Symmetric kernel",
    "k": "concept",
    "m": [
      "45C05",
      "45P05"
    ],
    "u": "/math2/wiki/symmetric-kernel/"
  },
  {
    "t": "ADZAXRA6QT",
    "n": "Quasicircle",
    "k": "concept",
    "m": [
      "30C62"
    ],
    "u": "/math2/wiki/quasicircle/"
  },
  {
    "t": "AE08JXN7CA",
    "n": "Birkhoff interpolation",
    "k": "definition",
    "m": [
      "41A05",
      "65D05"
    ],
    "u": "/math2/wiki/birkhoff-interpolation-definition/"
  },
  {
    "t": "AE0EZQH4ZM",
    "n": "Marcinkiewicz–Zygmund inequality",
    "k": "statement",
    "m": [
      "60E15",
      "60G50",
      "42B25"
    ],
    "u": "/math2/wiki/marcinkiewicz-zygmund-inequality/"
  },
  {
    "t": "AE0VPNDDXZ",
    "n": "Signed measure",
    "k": "definition",
    "m": [
      "28A10"
    ],
    "u": "/math2/wiki/signed-measure-definition/"
  },
  {
    "t": "AE1HJ8D8GV",
    "n": "Calderón–Zygmund theorem",
    "k": "statement",
    "m": [
      "42B20"
    ],
    "u": "/math2/wiki/calderon-zygmund-theorem/"
  },
  {
    "t": "AE1VC00NZN",
    "n": "Right-angled Artin group",
    "k": "definition",
    "m": [
      "20F36",
      "20F65"
    ],
    "u": "/math2/wiki/right-angled-artin-group-definition/"
  },
  {
    "t": "AEABS105PS",
    "n": "Direct and inverse theorems of approximation",
    "k": "definition",
    "m": [
      "41A25",
      "41A27",
      "42A10"
    ],
    "u": "/math2/wiki/direct-and-inverse-theorems-of-approximation-definition/"
  },
  {
    "t": "AEDA02M5NZ",
    "n": "Identifiability",
    "k": "definition",
    "m": [
      "62A01",
      "62F99"
    ],
    "u": "/math2/wiki/identifiability-definition/"
  },
  {
    "t": "AEF4CBRAMN",
    "n": "Abelian category",
    "k": "definition",
    "m": [
      "18E10"
    ],
    "u": "/math2/wiki/abelian-category-definition/"
  },
  {
    "t": "AEG6QWEFRG",
    "n": "Minimal surface of revolution",
    "k": "problem",
    "m": [
      "49Q05",
      "49K05",
      "53A10"
    ],
    "u": "/math2/wiki/minimal-surface-of-revolution/"
  },
  {
    "t": "AES2T5JPFP",
    "n": "Tempered distribution",
    "k": "concept",
    "m": [
      "46F05",
      "46F10",
      "35D30"
    ],
    "u": "/math2/wiki/tempered-distribution/"
  },
  {
    "t": "AEX1QP3178",
    "n": "Baire function",
    "k": "definition",
    "m": [
      "26A21"
    ],
    "u": "/math2/wiki/baire-function-definition/"
  },
  {
    "t": "AEXJNRBASV",
    "n": "Semiconjugacy and factor map",
    "k": "concept",
    "m": [
      "37B02",
      "37C15"
    ],
    "u": "/math2/wiki/semiconjugacy-and-factor-map/"
  },
  {
    "t": "AEZ7PPCNQS",
    "n": "Perron method",
    "k": "concept",
    "m": [
      "31B20",
      "31A25",
      "35J25"
    ],
    "u": "/math2/wiki/perron-method/"
  },
  {
    "t": "AEZE6B2XXY",
    "n": "Collectively compact operator approximation",
    "k": "concept",
    "m": [
      "45L05",
      "47A58",
      "65R20"
    ],
    "u": "/math2/wiki/collectively-compact-operator-approximation/"
  },
  {
    "t": "AEZNCY3N3K",
    "n": "Abelian and Tauberian theorems",
    "k": "definition",
    "m": [
      "40E05",
      "40D05",
      "11M45"
    ],
    "u": "/math2/wiki/abelian-and-tauberian-theorems-definition/"
  },
  {
    "t": "AF9NY73QHJ",
    "n": "Lifting scheme",
    "k": "concept",
    "m": [
      "65T60",
      "42C40",
      "94A12"
    ],
    "u": "/math2/wiki/lifting-scheme/"
  },
  {
    "t": "AFBY76MAX7",
    "n": "Porous medium equation",
    "k": "definition",
    "m": [
      "35K65",
      "35K55",
      "76S05"
    ],
    "u": "/math2/wiki/porous-medium-equation-definition/"
  },
  {
    "t": "AFC6JMYWEH",
    "n": "Affine morphism",
    "k": "concept",
    "m": [
      "14A15"
    ],
    "u": "/math2/wiki/affine-morphism/"
  },
  {
    "t": "AFMBQT06ZV",
    "n": "Kepler conjecture",
    "k": "statement",
    "m": [
      "52C17",
      "11H31",
      "05B40"
    ],
    "u": "/math2/wiki/kepler-conjecture/"
  },
  {
    "t": "AFNE9C4NH6",
    "n": "Product category",
    "k": "concept",
    "m": [
      "18A05"
    ],
    "u": "/math2/wiki/product-category/"
  },
  {
    "t": "AFQ3HQYEPS",
    "n": "Branched covering",
    "k": "definition",
    "m": [
      "57M12",
      "30F10"
    ],
    "u": "/math2/wiki/branched-covering-definition/"
  },
  {
    "t": "AFQGK1NE0X",
    "n": "Dirichlet energy",
    "k": "definition",
    "m": [
      "31B05",
      "35A15",
      "49J10"
    ],
    "u": "/math2/wiki/dirichlet-energy-definition/"
  },
  {
    "t": "AFRP1AAPV9",
    "n": "Gradient flow on a manifold",
    "k": "concept",
    "m": [
      "37C10",
      "58E05",
      "57R70"
    ],
    "u": "/math2/wiki/gradient-flow-on-a-manifold/"
  },
  {
    "t": "AFS2DCWCD3",
    "n": "Bochner–Riesz means",
    "k": "concept",
    "m": [
      "42B08",
      "42B15"
    ],
    "u": "/math2/wiki/bochner-riesz-means/"
  },
  {
    "t": "AFXZGQB4EN",
    "n": "Conjugate gradient method",
    "k": "statement",
    "m": [
      "65F10",
      "65F08"
    ],
    "u": "/math2/wiki/conjugate-gradient-method/"
  },
  {
    "t": "AG1GMQDTDW",
    "n": "Invariant basis number",
    "k": "concept",
    "m": [
      "16D40",
      "16E20"
    ],
    "u": "/math2/wiki/invariant-basis-number/"
  },
  {
    "t": "AG4FF4DNYQ",
    "n": "Hilbert–Burch theorem",
    "k": "statement",
    "m": [
      "13D02",
      "13C40"
    ],
    "u": "/math2/wiki/hilbert-burch-theorem/"
  },
  {
    "t": "AGBWPB994F",
    "n": "Binet's formulas for the log-gamma function",
    "k": "statement",
    "m": [
      "33B15"
    ],
    "u": "/math2/wiki/binets-formulas-for-the-log-gamma-function/"
  },
  {
    "t": "AGMBTZQC97",
    "n": "Matrix difference equation",
    "k": "definition",
    "m": [
      "39A06"
    ],
    "u": "/math2/wiki/matrix-difference-equation-definition/"
  },
  {
    "t": "AGRKRG1TMJ",
    "n": "Riesz–Thorin theorem",
    "k": "statement",
    "m": [
      "46B70",
      "46E30",
      "47A30"
    ],
    "u": "/math2/wiki/riesz-thorin-theorem/"
  },
  {
    "t": "AGWMZ50SSZ",
    "n": "Khintchine inequality",
    "k": "statement",
    "m": [
      "60E15",
      "42A61",
      "46B09"
    ],
    "u": "/math2/wiki/khintchine-inequality/"
  },
  {
    "t": "AGXJQA5G5J",
    "n": "Pontryagin class",
    "k": "definition",
    "m": [
      "57R20",
      "55R40"
    ],
    "u": "/math2/wiki/pontryagin-class-definition/"
  },
  {
    "t": "AGXZ2G4MFM",
    "n": "Riesz mean",
    "k": "concept",
    "m": [
      "40G99",
      "30B50"
    ],
    "u": "/math2/wiki/riesz-mean/"
  },
  {
    "t": "AGYBSTD7BG",
    "n": "Łoś's theorem",
    "k": "statement",
    "m": [
      "03C20"
    ],
    "u": "/math2/wiki/oss-theorem/"
  },
  {
    "t": "AGZSZW7GYE",
    "n": "Knot sum",
    "k": "concept",
    "m": [
      "57K10"
    ],
    "u": "/math2/wiki/knot-sum/"
  },
  {
    "t": "AH059Y44NF",
    "n": "Morse index",
    "k": "definition",
    "m": [
      "57R70",
      "58E05",
      "58E10"
    ],
    "u": "/math2/wiki/morse-index-definition/"
  },
  {
    "t": "AH3G1HDB0D",
    "n": "Kneser's construction of real analytic tetration",
    "k": "statement",
    "m": [
      "39B12",
      "30D05",
      "26A18"
    ],
    "u": "/math2/wiki/knesers-construction-of-real-analytic-tetration/"
  },
  {
    "t": "AH45GS6RCR",
    "n": "Separable Banach space",
    "k": "concept",
    "m": [
      "46B99",
      "54D65"
    ],
    "u": "/math2/wiki/separable-banach-space/"
  },
  {
    "t": "AH7EW2EHNC",
    "n": "Generalized inverse",
    "k": "definition",
    "m": [
      "15A09"
    ],
    "u": "/math2/wiki/generalized-inverse-definition/"
  },
  {
    "t": "AHCXQCYW3C",
    "n": "Quadric",
    "k": "definition",
    "m": [
      "51N15",
      "51A50",
      "14J70"
    ],
    "u": "/math2/wiki/quadric-definition/"
  },
  {
    "t": "AHE58SGQYW",
    "n": "Graphon",
    "k": "definition",
    "m": [
      "05C80",
      "05C63"
    ],
    "u": "/math2/wiki/graphon-definition/"
  },
  {
    "t": "AHH97EJ6VH",
    "n": "Semifield",
    "k": "concept",
    "m": [
      "12K10",
      "17A35"
    ],
    "u": "/math2/wiki/semifield/"
  },
  {
    "t": "AHKJ361FDB",
    "n": "Long exact sequence in homology",
    "k": "statement",
    "m": [
      "18G35",
      "55N10"
    ],
    "u": "/math2/wiki/long-exact-sequence-in-homology/"
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    "t": "AHTE5DVX61",
    "n": "Morphism of finite type",
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    "u": "/math2/wiki/locally-compact-group/"
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    "n": "Serre spectral sequence",
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    "u": "/math2/wiki/serre-spectral-sequence/"
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    "u": "/math2/wiki/huber-loss-definition/"
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    "n": "Pseudoconvexity",
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    "n": "Periodic sequence",
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    "n": "Milman–Pettis theorem",
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    "t": "AJHEYJE5XY",
    "n": "Eilenberg–MacLane space",
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    "n": "Variety of algebras",
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    "n": "Noetherian module",
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      "16P40"
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    "n": "Exact functor",
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    "t": "AK51SYB1Y9",
    "n": "Infinite loop space",
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    "n": "Bauer–Fike theorem",
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    "u": "/math2/wiki/bauer-fike-theorem/"
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    "u": "/math2/wiki/rices-theorem/"
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    "n": "Riemann P-symbol",
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    "n": "Quasivariety",
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      "22E15",
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    "n": "Voronoi diagram",
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    "n": "Steenrod reduced power",
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    "u": "/math2/wiki/exterior-differential-system-definition/"
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    "u": "/math2/wiki/existence-of-best-approximations-from-finite-dimensional-subspaces/"
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    "n": "Sigma-compact space",
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    "u": "/math2/wiki/sigma-compact-space-definition/"
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    "n": "Minimal sufficient statistic",
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    "t": "AN0BYRKNRA",
    "n": "Dimension of an analytic set",
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    "n": "Arnold diffusion",
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    "u": "/math2/wiki/arnold-diffusion-definition/"
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  {
    "t": "AN9SKEZ3VY",
    "n": "Multiplicative set",
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    "u": "/math2/wiki/multiplicative-set/"
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  {
    "t": "AND2WHZC8P",
    "n": "Presheaf",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/presheaf/"
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    "t": "ANEFY3FQZR",
    "n": "Quotient of a normed space",
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    "n": "Tensor product of fields",
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    "u": "/math2/wiki/tensor-product-of-fields/"
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    "n": "Dedekind's characterization of modular lattices",
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    "m": [
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      "06B05"
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    "u": "/math2/wiki/dedekinds-characterization-of-modular-lattices/"
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    "t": "ANRZZMH2Q0",
    "n": "Lane–Emden equation",
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      "85A15"
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    "u": "/math2/wiki/lane-emden-equation/"
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    "n": "Handlebody",
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    "u": "/math2/wiki/handlebody/"
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  {
    "t": "AP2ZDXANKC",
    "n": "Quantum group",
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    "u": "/math2/wiki/quantum-group/"
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    "t": "AP4A0GX0V2",
    "n": "Eells–Sampson theorem",
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    "m": [
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      "53C43",
      "35K55"
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    "u": "/math2/wiki/eells-sampson-theorem/"
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    "t": "APA7GHAYT2",
    "n": "Semiring of sets",
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    "u": "/math2/wiki/semiring-of-sets-definition/"
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    "t": "APD4NYG9TG",
    "n": "Order dimension",
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      "06A07"
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    "u": "/math2/wiki/order-dimension-definition/"
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  {
    "t": "APGRBE5DW9",
    "n": "Jean Taylor's theorem on soap film singularities",
    "k": "statement",
    "m": [
      "49Q05",
      "49Q20",
      "53A10"
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    "u": "/math2/wiki/jean-taylors-theorem-on-soap-film-singularities/"
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    "t": "APRFMTZ10K",
    "n": "Nakayama algebra",
    "k": "concept",
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    "t": "APX4ZA01DK",
    "n": "Algebraic Riccati equation",
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    "u": "/math2/wiki/algebraic-riccati-equation-definition/"
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    "t": "AQ15060AAA",
    "n": "Atomic decomposition of Hardy spaces",
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    "t": "AQ4CNCXAJ0",
    "n": "Isogeometric analysis",
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    "u": "/math2/wiki/isogeometric-analysis/"
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    "t": "AQ5RN6FFT0",
    "n": "Superharmonic potential",
    "k": "concept",
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    "u": "/math2/wiki/superharmonic-potential/"
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    "t": "AQ75M2JTB2",
    "n": "Schramm–Loewner evolution",
    "k": "concept",
    "m": [
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      "30C35",
      "82B27"
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    "u": "/math2/wiki/schramm-loewner-evolution/"
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    "t": "AQDXWH4812",
    "n": "Positive linear operator",
    "k": "concept",
    "m": [
      "47B65",
      "41A36",
      "46A40"
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    "u": "/math2/wiki/positive-linear-operator/"
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    "t": "AQET9YHH6F",
    "n": "Zero object",
    "k": "concept",
    "m": [
      "18A30",
      "18A20"
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    "u": "/math2/wiki/zero-object/"
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  {
    "t": "AQK50V3NGJ",
    "n": "Peak function",
    "k": "definition",
    "m": [
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      "32T15"
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    "u": "/math2/wiki/peak-function-definition/"
  },
  {
    "t": "AQN6ZN66NK",
    "n": "Pi-system",
    "k": "definition",
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      "60A10"
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    "u": "/math2/wiki/pi-system-definition/"
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    "t": "AQVHM3FP0D",
    "n": "Knot group",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/knot-group/"
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    "k": "problem",
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    "u": "/math2/wiki/word-problem-for-free-algebras-of-a-variety/"
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    "t": "AR52AWP2XE",
    "n": "Leray–Schauder method",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/leray-schauder-method-definition/"
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    "t": "AR8SP73SXX",
    "n": "Simple homotopy equivalence",
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    "n": "Near-ring",
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    "t": "ARCYEPTR4Q",
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    "k": "definition",
    "m": [
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      "06B23"
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    "t": "ARG1F8W9NZ",
    "n": "Mackey topology",
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    "m": [
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    "t": "ARGZ549BQT",
    "n": "Möbius function of a poset",
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    "u": "/math2/wiki/mobius-function-of-a-poset-definition/"
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    "t": "ARTJV1XCRX",
    "n": "Resolvent kernel",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/resolvent-kernel/"
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    "t": "AS00YM4X7F",
    "n": "Arbitrary-precision arithmetic",
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    "u": "/math2/wiki/arbitrary-precision-arithmetic/"
  },
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    "n": "Halmos–von Neumann theorem",
    "k": "statement",
    "m": [
      "37A30",
      "37A35",
      "37A05"
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    "u": "/math2/wiki/halmos-von-neumann-theorem/"
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    "t": "AS4WVMYEDZ",
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    "u": "/math2/wiki/boolean-matrix/"
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    "t": "AS7ZA3P37H",
    "n": "Character space",
    "k": "definition",
    "m": [
      "46J05",
      "46J20"
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    "u": "/math2/wiki/character-space-definition/"
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  {
    "t": "AS8A9F5SKE",
    "n": "Biharmonic equation",
    "k": "concept",
    "m": [
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      "35J30"
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    "u": "/math2/wiki/biharmonic-equation/"
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    "t": "ASMPNM7K0M",
    "n": "P-adic analysis",
    "k": "concept",
    "m": [
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      "11S80",
      "26E30"
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    "u": "/math2/wiki/p-adic-analysis/"
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    "t": "ASWF03X5AM",
    "n": "Minimax approximation",
    "k": "concept",
    "m": [
      "41A50",
      "41A10",
      "65D15"
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    "u": "/math2/wiki/minimax-approximation/"
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    "t": "ASXD4S15Z4",
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    "k": "example",
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      "18A20",
      "16B50"
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    "u": "/math2/wiki/non-surjective-epimorphism-of-algebras/"
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    "t": "AT1W4MMTYR",
    "n": "Irregular singularity",
    "k": "concept",
    "m": [
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      "34M30",
      "34M35"
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    "u": "/math2/wiki/irregular-singularity/"
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    "t": "AT6JHPCXJ1",
    "n": "Riesz potential",
    "k": "definition",
    "m": [
      "31B15",
      "47G40",
      "26A33"
    ],
    "u": "/math2/wiki/riesz-potential-definition/"
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  {
    "t": "AT8GWPWQWT",
    "n": "Hamiltonian path",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/hamiltonian-path-definition/"
  },
  {
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    "n": "Subcategory",
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    "m": [
      "18A05"
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  {
    "t": "ATG4DQZZT9",
    "n": "Bartle–Dunford–Schwartz integral",
    "k": "definition",
    "m": [
      "46G10",
      "28B05"
    ],
    "u": "/math2/wiki/bartle-dunford-schwartz-integral-definition/"
  },
  {
    "t": "ATGT25E5FF",
    "n": "Projection-valued measure",
    "k": "concept",
    "m": [
      "47B15",
      "28B05",
      "46C05"
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    "u": "/math2/wiki/projection-valued-measure/"
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  {
    "t": "ATJXGC4KCG",
    "n": "Abstract polytope",
    "k": "definition",
    "m": [
      "52B15",
      "51M20",
      "06A07"
    ],
    "u": "/math2/wiki/abstract-polytope-definition/"
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  {
    "t": "ATP1JK3V27",
    "n": "Alexandrov topology",
    "k": "concept",
    "m": [
      "54A05",
      "06A06"
    ],
    "u": "/math2/wiki/alexandrov-topology/"
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    "t": "ATPSAHYG7C",
    "n": "Volterra equation of the second kind",
    "k": "concept",
    "m": [
      "45D05"
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    "u": "/math2/wiki/volterra-equation-of-the-second-kind/"
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  {
    "t": "ATQPY2WPTA",
    "n": "Point estimation",
    "k": "concept",
    "m": [
      "62F10"
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    "u": "/math2/wiki/point-estimation/"
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  {
    "t": "ATSXD280T1",
    "n": "Sphere bundle",
    "k": "definition",
    "m": [
      "55R25",
      "55R10"
    ],
    "u": "/math2/wiki/sphere-bundle-definition/"
  },
  {
    "t": "ATXGHXJSRR",
    "n": "Whittle likelihood",
    "k": "definition",
    "m": [
      "62M15",
      "62M10"
    ],
    "u": "/math2/wiki/whittle-likelihood-definition/"
  },
  {
    "t": "ATZEZ428CY",
    "n": "Edge-of-the-wedge theorem",
    "k": "statement",
    "m": [
      "32D15",
      "32A40"
    ],
    "u": "/math2/wiki/edge-of-the-wedge-theorem/"
  },
  {
    "t": "AV0Q1VSJ88",
    "n": "Atiyah–Bott theorem on Yang–Mills over Riemann surfaces",
    "k": "statement",
    "m": [
      "58E15",
      "53C07",
      "14H60"
    ],
    "u": "/math2/wiki/atiyah-bott-theorem-on-yang-mills-over-riemann-surfaces/"
  },
  {
    "t": "AV2ZAAZXN9",
    "n": "Del Pezzo surface",
    "k": "concept",
    "m": [
      "14J26",
      "14J45"
    ],
    "u": "/math2/wiki/del-pezzo-surface/"
  },
  {
    "t": "AV8Q85BH70",
    "n": "Projective connection",
    "k": "definition",
    "m": [
      "53B10"
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    "u": "/math2/wiki/projective-connection-definition/"
  },
  {
    "t": "AVCZ6HVBA7",
    "n": "Lüroth's theorem",
    "k": "statement",
    "m": [
      "12F20"
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    "u": "/math2/wiki/luroths-theorem/"
  },
  {
    "t": "AVD8S4NW3B",
    "n": "Probabilistic method",
    "k": "definition",
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    "n": "Varadhan's lemma",
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    "n": "Selberg trace formula",
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    "n": "Integration operator as convolution with the unit step",
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    "n": "Yang–Baxter equation",
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    "n": "Jacobson's conjecture",
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    "n": "Bellows conjecture",
    "k": "statement",
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    "n": "Benz plane",
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    "n": "Kaplansky's theorem on projective modules",
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    "k": "statement",
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    "n": "Canonical bundle",
    "k": "definition",
    "m": [
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    "t": "BGRWCAT4SZ",
    "n": "Lopatinskii–Shapiro condition",
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    "n": "Regular chain",
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    "n": "Deck transformation group",
    "k": "concept",
    "m": [
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    "m": [
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    "u": "/math2/wiki/several-complex-variables/"
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    "k": "definition",
    "m": [
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    "u": "/math2/wiki/caputo-fractional-derivative-definition/"
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    "t": "BH7C1Y1F0E",
    "n": "Symmetric spectrum",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/symmetric-spectrum-definition/"
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    "n": "Percolation theory",
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    "u": "/math2/wiki/percolation-theory/"
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    "n": "Upper bound theorem",
    "k": "statement",
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    "u": "/math2/wiki/upper-bound-theorem/"
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    "t": "BHKM3A1GB6",
    "n": "Cyclotomic field",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/cyclotomic-field-definition/"
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    "k": "definition",
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    "n": "Multijet transversality theorem",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/multijet-transversality-theorem/"
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    "t": "BJ314H17HC",
    "n": "Outer measure",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/outer-measure/"
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    "n": "Copula",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/copula-definition/"
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    "t": "BJE8P9TH88",
    "n": "Divide-and-conquer eigenvalue algorithm",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/divide-and-conquer-eigenvalue-algorithm/"
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    "n": "Perfect ring",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/perfect-ring-definition/"
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    "n": "Asymptotic expansion",
    "k": "concept",
    "m": [
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      "30E15",
      "34E05"
    ],
    "u": "/math2/wiki/asymptotic-expansion/"
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    "t": "BJS1CGTKQ5",
    "n": "Colimit",
    "k": "concept",
    "m": [
      "18A30"
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    "u": "/math2/wiki/colimit/"
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  {
    "t": "BJVRFFJTV6",
    "n": "Vietoris topology",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/vietoris-topology/"
  },
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    "t": "BJVZXPB297",
    "n": "Floquet theory",
    "k": "concept",
    "m": [
      "34C25",
      "34A30",
      "34D08"
    ],
    "u": "/math2/wiki/floquet-theory/"
  },
  {
    "t": "BJX6QS0ANT",
    "n": "Euler class",
    "k": "concept",
    "m": [
      "57R20",
      "55R40",
      "55R25"
    ],
    "u": "/math2/wiki/euler-class/"
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    "t": "BK4DDS24XC",
    "n": "Kleene algebra",
    "k": "concept",
    "m": [
      "16Y60",
      "68Q70",
      "68Q45"
    ],
    "u": "/math2/wiki/kleene-algebra/"
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    "t": "BK9WBMF56G",
    "n": "Tate–Shafarevich group",
    "k": "concept",
    "m": [
      "11G05",
      "11R34",
      "14H52"
    ],
    "u": "/math2/wiki/tate-shafarevich-group/"
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  {
    "t": "BKKAA5JKT0",
    "n": "Spencer cohomology",
    "k": "concept",
    "m": [
      "58A20",
      "35N10",
      "58J10"
    ],
    "u": "/math2/wiki/spencer-cohomology/"
  },
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    "t": "BKM0TQSCD9",
    "n": "Multiplier ideal",
    "k": "concept",
    "m": [
      "14F18",
      "32U05",
      "32U25"
    ],
    "u": "/math2/wiki/multiplier-ideal/"
  },
  {
    "t": "BKXYBS57T9",
    "n": "Dynamic equation on time scales",
    "k": "concept",
    "m": [
      "34N05",
      "26E70"
    ],
    "u": "/math2/wiki/dynamic-equation-on-time-scales/"
  },
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    "t": "BKZNC76RC8",
    "n": "Spherical function",
    "k": "concept",
    "m": [
      "43A90",
      "22E30"
    ],
    "u": "/math2/wiki/spherical-function/"
  },
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    "t": "BM3TWJ0D4P",
    "n": "Langlands decomposition",
    "k": "statement",
    "m": [
      "22E46",
      "22E15"
    ],
    "u": "/math2/wiki/langlands-decomposition/"
  },
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    "t": "BM4VXG92DT",
    "n": "The cosets of 3Z in the integers",
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      "20A05"
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    "u": "/math2/wiki/the-cosets-of-3z-in-the-integers/"
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    "t": "BM703GV34G",
    "n": "Multivariate interpolation",
    "k": "concept",
    "m": [
      "41A63",
      "41A05",
      "65D05"
    ],
    "u": "/math2/wiki/multivariate-interpolation/"
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    "n": "Prolongation of a section to a jet bundle",
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    "n": "Algebra of bounded operators on a Hilbert space",
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    "n": "Galois theory",
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    "t": "BMKATJ802A",
    "n": "Spectrum of an operator",
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    "n": "Weakly singular kernel",
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    "t": "BMXDMHRXBG",
    "n": "Nyquist–Shannon sampling theorem",
    "k": "statement",
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      "94A20",
      "42A38"
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    "n": "Hankel inversion theorem",
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      "33C10"
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    "t": "BMY55EW3RF",
    "n": "Submersion",
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      "58A05"
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    "t": "BND6A96S3D",
    "n": "Heyting algebra",
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      "03G10",
      "03B20"
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    "t": "BNDRN0G9BR",
    "n": "E8 manifold",
    "k": "object",
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      "57R55"
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    "t": "BNEXZF75QC",
    "n": "Smoothing spline",
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      "41A15",
      "62G08"
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    "t": "BNQVS83GZV",
    "n": "Hilbert–Samuel function",
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    "t": "BNR4H5GCTP",
    "n": "Braid group",
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    "t": "BNSC4P3PHS",
    "n": "Serre's vanishing theorem on affine schemes",
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    "m": [
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      "14A15"
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    "u": "/math2/wiki/serres-vanishing-theorem-on-affine-schemes/"
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    "t": "BNVRR925X8",
    "n": "Lattice homomorphism",
    "k": "concept",
    "m": [
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    "t": "BNYW1SNP00",
    "n": "Hyperbolic 3-manifold",
    "k": "definition",
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    "t": "BP0ZYHGD0S",
    "n": "Oka's normalization theorem",
    "k": "statement",
    "m": [
      "32C20",
      "32C35"
    ],
    "u": "/math2/wiki/okas-normalization-theorem/"
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    "t": "BP331JP8SF",
    "n": "Følner condition",
    "k": "definition",
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      "20F65"
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    "u": "/math2/wiki/f-lner-condition-definition/"
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    "t": "BP3WR8NG1W",
    "n": "Frame operator",
    "k": "concept",
    "m": [
      "42C15",
      "47B02"
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    "u": "/math2/wiki/frame-operator/"
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    "t": "BP8S3Z5TW9",
    "n": "Convergence in measure",
    "k": "definition",
    "m": [
      "28A20"
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    "u": "/math2/wiki/convergence-in-measure-definition/"
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    "t": "BPH9SJ30Y0",
    "n": "Enriched category",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/enriched-category/"
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  {
    "t": "BPKZV9W7AT",
    "n": "Matrix pencil",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/matrix-pencil-definition/"
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    "t": "BPV58EPYCQ",
    "n": "Galois insertion",
    "k": "concept",
    "m": [
      "06A15"
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    "u": "/math2/wiki/galois-insertion/"
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    "t": "BPXY5A22BB",
    "n": "Interior operator",
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    "m": [
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    "u": "/math2/wiki/interior-operator-definition/"
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    "t": "BQ0AC9QX7E",
    "n": "Pol–Inv Galois connection",
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      "06A15"
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    "u": "/math2/wiki/pol-inv-galois-connection/"
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    "t": "BQ6CYHQW02",
    "n": "Regularity structures",
    "k": "concept",
    "m": [
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      "60H17",
      "35R60"
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    "u": "/math2/wiki/regularity-structures/"
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    "t": "BQBZ7QMJE2",
    "n": "Dahlquist barriers",
    "k": "statement",
    "m": [
      "65L06",
      "65L20"
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    "u": "/math2/wiki/dahlquist-barriers/"
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    "t": "BQC9DW8TSZ",
    "n": "Generator",
    "k": "definition",
    "m": [
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      "18A20"
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    "u": "/math2/wiki/generator-definition/"
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  {
    "t": "BQGK1FHSKB",
    "n": "Embedding of structures",
    "k": "definition",
    "m": [
      "08A05",
      "03C07"
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    "u": "/math2/wiki/embedding-of-structures-definition/"
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    "t": "BQJ9C1CD5X",
    "n": "Mean value theorem for divided differences",
    "k": "statement",
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      "41A05",
      "26A24"
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    "u": "/math2/wiki/mean-value-theorem-for-divided-differences/"
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    "n": "Ramification group",
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      "11S20"
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    "n": "Newton–Cotes formulas",
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      "41A55"
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    "n": "Term",
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      "03C07"
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      "30D05"
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    "u": "/math2/wiki/complex-dynamics/"
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    "t": "BQTM3PBQC9",
    "n": "Algebra of sets",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/algebra-of-sets-definition/"
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    "t": "BQXB8H365P",
    "n": "Fano variety",
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    "m": [
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    "u": "/math2/wiki/fano-variety-definition/"
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    "t": "BQXRD4GVKZ",
    "n": "Blancmange curve",
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    "u": "/math2/wiki/blancmange-curve/"
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    "t": "BR3HD0RRA4",
    "n": "Minimal deviation property of Chebyshev polynomials",
    "k": "statement",
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      "41A10",
      "33C45"
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    "u": "/math2/wiki/minimal-deviation-property-of-chebyshev-polynomials/"
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    "t": "BR6KJEJD1C",
    "n": "Hölder space",
    "k": "definition",
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      "35B65"
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    "u": "/math2/wiki/holder-space-definition/"
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    "t": "BRGGGZVQDS",
    "n": "Breakdown point",
    "k": "concept",
    "m": [
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      "62G35"
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    "u": "/math2/wiki/breakdown-point/"
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    "t": "BRHQQTZB9K",
    "n": "Extraspecial group",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/extraspecial-group-definition/"
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  {
    "t": "BRKFX8BQ60",
    "n": "Torelli theorem",
    "k": "statement",
    "m": [
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      "14H40"
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    "u": "/math2/wiki/torelli-theorem/"
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    "t": "BRKPE99MFC",
    "n": "Zimmer program",
    "k": "concept",
    "m": [
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      "57S20",
      "22E40"
    ],
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    "t": "BRXKAGYEFQ",
    "n": "Linear canonical transformation",
    "k": "definition",
    "m": [
      "44A15",
      "42A38",
      "81S30"
    ],
    "u": "/math2/wiki/linear-canonical-transformation-definition/"
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    "t": "BRXX5Y929C",
    "n": "Embedding dimension",
    "k": "definition",
    "m": [
      "13H05",
      "13H99"
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    "u": "/math2/wiki/embedding-dimension-definition/"
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    "t": "BS1RD4F5MD",
    "n": "Duality in order theory",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/duality-in-order-theory-definition/"
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    "t": "BS24BGYFJJ",
    "n": "Strong Cesàro summability",
    "k": "definition",
    "m": [
      "40F05",
      "40G05"
    ],
    "u": "/math2/wiki/strong-cesaro-summability-definition/"
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    "t": "BS2H0G0T90",
    "n": "Random walk on a group",
    "k": "definition",
    "m": [
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      "60G50",
      "20P05"
    ],
    "u": "/math2/wiki/random-walk-on-a-group-definition/"
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    "t": "BS7NSJFFW3",
    "n": "Bring radical",
    "k": "definition",
    "m": [
      "12E12",
      "33E20"
    ],
    "u": "/math2/wiki/bring-radical-definition/"
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    "t": "BSA6GFT8SQ",
    "n": "Von Neumann bicommutant theorem",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/von-neumann-bicommutant-theorem/"
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    "t": "BSCYBP6AS6",
    "n": "Nonlinear integral equation",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/nonlinear-integral-equation/"
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    "t": "BSCZN8Y1AN",
    "n": "Arnold's cat map",
    "k": "example",
    "m": [
      "37D20",
      "37A25"
    ],
    "u": "/math2/wiki/arnolds-cat-map/"
  },
  {
    "t": "BSDCDJR6RQ",
    "n": "Bring radical",
    "k": "concept",
    "m": [
      "12E12",
      "33E20"
    ],
    "u": "/math2/wiki/bring-radical/"
  },
  {
    "t": "BSJ8X2XRN9",
    "n": "Fundamental solution of the Laplacian",
    "k": "concept",
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      "31B10",
      "35J05"
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    "u": "/math2/wiki/fundamental-solution-of-the-laplacian/"
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    "t": "BSRJN5M0R4",
    "n": "Abel equation",
    "k": "definition",
    "m": [
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      "26A18",
      "30D05"
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    "u": "/math2/wiki/abel-equation-definition/"
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    "t": "BT4QFQ9MJH",
    "n": "Tilting theory",
    "k": "definition",
    "m": [
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      "16E35"
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    "u": "/math2/wiki/tilting-theory-definition/"
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    "t": "BT5B00W898",
    "n": "Spherical geometry",
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    "m": [
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    "u": "/math2/wiki/spherical-geometry-definition/"
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    "t": "BT5V3TSNY6",
    "n": "Place (number field)",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/place-number-field/"
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    "t": "BT6T702C28",
    "n": "p-adic number",
    "k": "concept",
    "m": [
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      "11S99"
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    "u": "/math2/wiki/p-adic-number/"
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    "t": "BT7D4VQ6Y0",
    "n": "Initial algebra semantics",
    "k": "definition",
    "m": [
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      "68Q55",
      "08B20"
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    "u": "/math2/wiki/initial-algebra-semantics-definition/"
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    "t": "BTCXG67H69",
    "n": "Wythoff construction",
    "k": "definition",
    "m": [
      "51M20",
      "20F55",
      "51F15"
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    "u": "/math2/wiki/wythoff-construction-definition/"
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    "t": "BTDZHD9HG3",
    "n": "Projective special linear group",
    "k": "example",
    "m": [
      "20G40",
      "20D06"
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    "u": "/math2/wiki/projective-special-linear-group/"
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    "t": "BTH3GSAWY3",
    "n": "Soul theorem",
    "k": "statement",
    "m": [
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      "53C21"
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    "u": "/math2/wiki/soul-theorem/"
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    "t": "BTJR5NZPE3",
    "n": "Landau's constants",
    "k": "definition",
    "m": [
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    ],
    "u": "/math2/wiki/landaus-constants-definition/"
  },
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    "t": "BTM6WJ0A52",
    "n": "Implicit function theorem in Banach spaces",
    "k": "statement",
    "m": [
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      "47J07",
      "46G05"
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    "u": "/math2/wiki/implicit-function-theorem-in-banach-spaces/"
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    "t": "BTPQHQNJVY",
    "n": "Inversion of the Weierstrass transform",
    "k": "statement",
    "m": [
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      "42A38"
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    "u": "/math2/wiki/inversion-of-the-weierstrass-transform/"
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    "t": "BTRNZKN1BP",
    "n": "Totally positive matrix",
    "k": "definition",
    "m": [
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    "t": "BTX4G1FDF6",
    "n": "First fundamental form",
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    "m": [
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    "t": "BTYF5Y5PFY",
    "n": "Lattice in a Lie group",
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    "m": [
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    "t": "BV0NXXGQZB",
    "n": "Biorthogonal wavelet",
    "k": "definition",
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      "42C15",
      "65T60"
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    "u": "/math2/wiki/biorthogonal-wavelet-definition/"
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    "t": "BV2GCXPDDJ",
    "n": "Discriminator variety",
    "k": "definition",
    "m": [
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      "08B26"
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    "u": "/math2/wiki/discriminator-variety-definition/"
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    "t": "BV6HGA075P",
    "n": "Value function",
    "k": "definition",
    "m": [
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      "49L12",
      "93E20"
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    "u": "/math2/wiki/value-function-definition/"
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    "t": "BVA6XT55CS",
    "n": "Euler product for multiplicative functions",
    "k": "statement",
    "m": [
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      "11M06",
      "40A20"
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    "u": "/math2/wiki/euler-product-for-multiplicative-functions/"
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    "t": "BVFGX5JH7X",
    "n": "Wiener filter equation",
    "k": "example",
    "m": [
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      "93E11",
      "45E10"
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    "t": "BVGYDP6YKF",
    "n": "Central difference",
    "k": "concept",
    "m": [
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      "65D25"
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    "u": "/math2/wiki/central-difference/"
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    "t": "BVJ2ERSQBM",
    "n": "Bloch–Wigner function",
    "k": "definition",
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      "11G55"
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    "u": "/math2/wiki/bloch-wigner-function-definition/"
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    "t": "BVMH4AKV9F",
    "n": "Exposed point",
    "k": "definition",
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      "46A55"
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    "u": "/math2/wiki/exposed-point-definition/"
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    "t": "BVR56STQ32",
    "n": "Difference algebra",
    "k": "definition",
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    "u": "/math2/wiki/difference-algebra-definition/"
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    "t": "BW12J14X0Z",
    "n": "Manifold of smooth mappings",
    "k": "concept",
    "m": [
      "58D15",
      "46T10",
      "58B10"
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    "u": "/math2/wiki/manifold-of-smooth-mappings/"
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    "t": "BW21VJW403",
    "n": "Lattice in a locally compact group",
    "k": "definition",
    "m": [
      "22D05",
      "22E40",
      "28C10"
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    "u": "/math2/wiki/lattice-in-a-locally-compact-group-definition/"
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    "t": "BW678BX9ZX",
    "n": "Ultraweak topology",
    "k": "definition",
    "m": [
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      "47L05"
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    "u": "/math2/wiki/ultraweak-topology-definition/"
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    "t": "BW7FEZ8WM1",
    "n": "Automatic differentiation",
    "k": "concept",
    "m": [
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      "68W30"
    ],
    "u": "/math2/wiki/automatic-differentiation/"
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    "t": "BW7NGTGXAY",
    "n": "Melnikov method",
    "k": "definition",
    "m": [
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      "34C28"
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    "u": "/math2/wiki/melnikov-method-definition/"
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  {
    "t": "BW830VCE98",
    "n": "Watson's lemma",
    "k": "statement",
    "m": [
      "41A60",
      "44A10",
      "30E15"
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    "t": "BW8X6DXTHG",
    "n": "Connected sum",
    "k": "definition",
    "m": [
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      "57R65"
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    "u": "/math2/wiki/connected-sum-definition/"
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    "t": "BW9BBF244W",
    "n": "Locally convex space",
    "k": "definition",
    "m": [
      "46A03"
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    "n": "Monadic functor",
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    "n": "Dominated convergence theorem",
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    "n": "Mittag-Leffler star",
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    "n": "Tauberian condition",
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    "n": "Wedge sum",
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    "n": "Borel–Ritt theorem",
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    "n": "Nilpotent ideal",
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    "n": "Dimension of an analytic set",
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    "n": "Faithfully flat module",
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    "n": "Association scheme",
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    "u": "/math2/wiki/association-scheme/"
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    "n": "Kazhdan–Margulis theorem",
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    "n": "Trace class operator",
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    "n": "Vitali convergence theorem",
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    "n": "Landau–Kolmogorov inequality",
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    "n": "Weak derivative",
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    "n": "Modal logic",
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    "u": "/math2/wiki/modal-logic/"
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    "n": "Infinitesimal stability",
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    "n": "Akizuki–Hopkins–Levitzki theorem",
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    "n": "Paraconsistent logic",
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    "n": "Laman graph",
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    "n": "Tutte polynomial",
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    "n": "Hochster's theorem on spectral spaces",
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    "u": "/math2/wiki/hochsters-theorem-on-spectral-spaces/"
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    "t": "C831AN3RFM",
    "n": "Link of a singularity",
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    "n": "Gröbner basis",
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    "n": "KAK decomposition",
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    "n": "Injective resolution",
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    "n": "Ramanujan summation",
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    "n": "Cheeger–Müller theorem",
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    "n": "Strict total order",
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    "n": "Quasi-isomorphism",
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    "n": "Pfaffian",
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    "u": "/math2/wiki/pfaffian-definition/"
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    "n": "Universally closed morphism",
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    "u": "/math2/wiki/m-matrix-definition/"
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    "n": "Monster group",
    "k": "object",
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    "u": "/math2/wiki/monster-group/"
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    "t": "C9WE6180A7",
    "n": "Amoeba",
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    "m": [
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    "u": "/math2/wiki/amoeba-definition/"
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    "n": "Radó's theorem on triangulation of surfaces",
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    "n": "Lawvere–Tierney topology",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/lawvere-tierney-topology-definition/"
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    "n": "Laplace transform on a convex cone",
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    "m": [
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    "u": "/math2/wiki/laplace-transform-on-a-convex-cone-definition/"
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    "n": "Witt vectors",
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    "u": "/math2/wiki/witt-vectors-definition/"
  },
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    "n": "Schur complement",
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    "m": [
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    "u": "/math2/wiki/schur-complement-definition/"
  },
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    "n": "Ultraweak topology",
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    "u": "/math2/wiki/ultraweak-topology/"
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    "n": "Logical connective",
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    "m": [
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    "u": "/math2/wiki/logical-connective-definition/"
  },
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    "t": "CA49GFN9ZA",
    "n": "Complete elliptic integral of the second kind",
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    "u": "/math2/wiki/complete-elliptic-integral-of-the-second-kind-definition/"
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    "n": "Coupling from the past",
    "k": "definition",
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    "u": "/math2/wiki/coupling-from-the-past-definition/"
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    "n": "Arithmetic group",
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    "m": [
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    ],
    "u": "/math2/wiki/arithmetic-group-definition/"
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    "t": "CAB1ARHH31",
    "n": "Finite volume method",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/finite-volume-method-definition/"
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    "t": "CAE0X7G9R5",
    "n": "Peetre K-functional",
    "k": "concept",
    "m": [
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      "41A25",
      "41A65"
    ],
    "u": "/math2/wiki/peetre-k-functional/"
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    "t": "CAEHMSX9RT",
    "n": "Steinitz's theorem on algebraically closed fields",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/steinitzs-theorem-on-algebraically-closed-fields/"
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    "t": "CAEZVHVJJD",
    "n": "Nonharmonic Fourier series",
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    "m": [
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    "u": "/math2/wiki/nonharmonic-fourier-series-definition/"
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    "t": "CAKG0X11TJ",
    "n": "Irreducible ideal",
    "k": "definition",
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    "u": "/math2/wiki/irreducible-ideal-definition/"
  },
  {
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    "n": "Copula",
    "k": "concept",
    "m": [
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      "60E05"
    ],
    "u": "/math2/wiki/copula/"
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  {
    "t": "CAN490EPRT",
    "n": "Symplectic manifold",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/symplectic-manifold/"
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  {
    "t": "CAPQBQDRA7",
    "n": "Graded ring",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/graded-ring-definition/"
  },
  {
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    "n": "Gegenbauer polynomials",
    "k": "definition",
    "m": [
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    ],
    "u": "/math2/wiki/gegenbauer-polynomials-definition/"
  },
  {
    "t": "CAWK9DA1PH",
    "n": "Cohen–Macaulay ring",
    "k": "definition",
    "m": [
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    ],
    "u": "/math2/wiki/cohen-macaulay-ring-definition/"
  },
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    "t": "CAYQ1S3RM8",
    "n": "Method of matched asymptotic expansions",
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    "m": [
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    "u": "/math2/wiki/method-of-matched-asymptotic-expansions-definition/"
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    "t": "CAZYGE1T4E",
    "n": "Levi-Civita connection",
    "k": "concept",
    "m": [
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    "t": "CNCXNWKC6R",
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    "t": "CND4E1PY9V",
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    "u": "/math2/wiki/legendre-duplication-formula/"
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    "t": "CNGJP7B4BW",
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    "t": "CNX4KVMDJQ",
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    "t": "CNZV00JQRC",
    "n": "Transfer operator",
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    "t": "CP2Z74X1X6",
    "n": "Numerical continuation",
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    "u": "/math2/wiki/numerical-continuation-definition/"
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    "u": "/math2/wiki/levy-process-definition/"
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    "t": "CP97GRVTQ0",
    "n": "Score",
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    "u": "/math2/wiki/score/"
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    "t": "CPA1C45GQR",
    "n": "Torsor",
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    "u": "/math2/wiki/torsor-definition/"
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    "t": "CPAD5W1CGW",
    "n": "Invertible operator",
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    "u": "/math2/wiki/translation-equation/"
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    "t": "CPEC2NW2KF",
    "n": "Phase space",
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    "u": "/math2/wiki/phase-space/"
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    "n": "Electric field integral equation",
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    "u": "/math2/wiki/electric-field-integral-equation/"
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    "n": "Statistical decision theory",
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    "u": "/math2/wiki/statistical-decision-theory/"
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    "n": "Mixture model",
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    "u": "/math2/wiki/mixture-model-definition/"
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    "t": "CPN6SD3BTV",
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    "u": "/math2/wiki/round-off-error/"
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    "n": "Gleason's theorem on projective compact spaces",
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    "u": "/math2/wiki/gleasons-theorem-on-projective-compact-spaces/"
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    "t": "CQ3616BH5C",
    "n": "Morita equivalence",
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    "u": "/math2/wiki/morita-equivalence-definition/"
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    "u": "/math2/wiki/combinatorial-design-definition/"
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    "u": "/math2/wiki/newton-fractal/"
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    "t": "CQJ1FPKKHT",
    "n": "Direct summand conjecture",
    "k": "statement",
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    "t": "CQJ2E2ARRF",
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    "u": "/math2/wiki/characteristic-variety/"
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    "t": "CQKTEBK13V",
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    "u": "/math2/wiki/closed-immersion-definition/"
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    "t": "CQM84EW10G",
    "n": "Ultrafilter on a Boolean algebra",
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    "t": "CQSZTPMSEP",
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    "n": "Ricci flow",
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    "u": "/math2/wiki/ricci-flow/"
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    "u": "/math2/wiki/projective-module-definition/"
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    "t": "CRF6HCM0Q5",
    "n": "Kernel approximation in reproducing kernel Hilbert spaces",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/kernel-approximation-in-reproducing-kernel-hilbert-spaces-definition/"
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    "n": "Group scheme",
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    "u": "/math2/wiki/group-scheme-definition/"
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    "t": "CRFQEGJDA9",
    "n": "Fuzzy measure",
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    "u": "/math2/wiki/fuzzy-measure/"
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    "t": "CRGZZKQ7Z9",
    "n": "Minimal set",
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    "u": "/math2/wiki/minimal-set/"
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    "n": "Smoothness classes",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/smoothness-classes-definition/"
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    "t": "CRPZ1RVNKQ",
    "n": "Modulus of smoothness",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/modulus-of-smoothness/"
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    "t": "CRZH89G0J1",
    "n": "Hahn polynomials",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/hahn-polynomials-definition/"
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    "t": "CS10HH24VT",
    "n": "Gross–Pitaevskii equation",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/gross-pitaevskii-equation-definition/"
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    "t": "CS1NVJBZMH",
    "n": "Modularity theorem",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/modularity-theorem/"
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    "t": "CS7TWHY7JM",
    "n": "Moment problem",
    "k": "problem",
    "m": [
      "44A60",
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    "u": "/math2/wiki/moment-problem/"
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    "t": "CS82V969DE",
    "n": "Prenex normal form",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/prenex-normal-form/"
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    "t": "CSCWM5ZKV4",
    "n": "Dougall's formula",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/dougalls-formula/"
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    "t": "CSD6W0JV0P",
    "n": "Serre subcategory",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/serre-subcategory/"
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  {
    "t": "CSETD54YDT",
    "n": "Kaczmarz method",
    "k": "statement",
    "m": [
      "65F10",
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    "u": "/math2/wiki/kaczmarz-method/"
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    "t": "CSK0KBMARJ",
    "n": "Simplex",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/simplex-definition/"
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  {
    "t": "CSMB49BDPT",
    "n": "Projective geometry over a finite field",
    "k": "example",
    "m": [
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    "u": "/math2/wiki/projective-geometry-over-a-finite-field/"
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    "t": "CSMF0WVH67",
    "n": "Deficiency indices",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/deficiency-indices-definition/"
  },
  {
    "t": "CSRSDP9PXJ",
    "n": "Beverton–Holt model",
    "k": "example",
    "m": [
      "92D25",
      "39A60"
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    "u": "/math2/wiki/beverton-holt-model/"
  },
  {
    "t": "CSXT0BG2CM",
    "n": "Incidence geometry",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/incidence-geometry/"
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    "t": "CSYZGA5YKS",
    "n": "Uniform convergence of absolutely summable Fourier series",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/uniform-convergence-of-absolutely-summable-fourier-series/"
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    "t": "CT3PNBCYMX",
    "n": "Multivariate approximation",
    "k": "concept",
    "m": [
      "41A63",
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    "u": "/math2/wiki/multivariate-approximation/"
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    "t": "CT9GYCJV4V",
    "n": "Derived functor",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/derived-functor-definition/"
  },
  {
    "t": "CTBNKE0B03",
    "n": "p-adic Lie group",
    "k": "definition",
    "m": [
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      "20E18"
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    "u": "/math2/wiki/p-adic-lie-group-definition/"
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    "t": "CTBYV71CEJ",
    "n": "Affine scheme",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/affine-scheme-definition/"
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  {
    "t": "CTCSAWBSB8",
    "n": "Topological conjugacy",
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    "t": "CTDG4MZC8D",
    "n": "Wald's equation",
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    "u": "/math2/wiki/walds-equation/"
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    "t": "CTGN6CK1ZS",
    "n": "Detailed balance",
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    "u": "/math2/wiki/detailed-balance/"
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    "t": "CTJ5AD8ST5",
    "n": "Equalizer",
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    "u": "/math2/wiki/equalizer/"
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    "t": "CTMRG74JN0",
    "n": "Pexider equation",
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    "u": "/math2/wiki/pexider-equation/"
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    "n": "Cartan connection",
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    "n": "Exact category",
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    "n": "Natural density",
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    "n": "Mackey imprimitivity theorem",
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    "n": "Free monoid",
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    "n": "Arithmetical hierarchy",
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    "u": "/math2/wiki/arithmetical-hierarchy-definition/"
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    "n": "Random ordinary differential equation",
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    "n": "Local existence of harmonic conjugates",
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    "n": "Brenier's theorem",
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    "u": "/math2/wiki/breniers-theorem/"
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    "t": "CVTKSCP55A",
    "n": "Kelvin problem",
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    "u": "/math2/wiki/kelvin-problem/"
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    "t": "CVYHG5HKPP",
    "n": "Inverse spectral problem",
    "k": "problem",
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    "u": "/math2/wiki/inverse-spectral-problem/"
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    "n": "Circumsphere",
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    "n": "Sigma-finite measure",
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    "n": "Principal series representation",
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    "u": "/math2/wiki/principal-series-representation/"
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    "n": "Karoubi envelope",
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    "u": "/math2/wiki/karoubi-envelope-definition/"
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    "n": "Double series",
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    "u": "/math2/wiki/double-series-definition/"
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    "n": "Model",
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    "u": "/math2/wiki/model-definition/"
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    "n": "Partial linear space",
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    "n": "Grothendieck's Galois theory",
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    "u": "/math2/wiki/non-vanishing-of-the-zeta-function-on-the-line-re-s-1/"
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    "t": "CXXM6ZYXDX",
    "n": "Homoclinic orbit",
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    "n": "Alexandrov topology",
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    "n": "Definable set",
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    "t": "CYAWQF7AJZ",
    "n": "Stein space",
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    "n": "Transcendence basis",
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    "t": "CYCTQ0CR3K",
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    "n": "Pointless topology",
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    "n": "Grassmannian",
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    "n": "Pólya's theorem on integer-valued entire functions",
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    "t": "CYTTX8KHC8",
    "n": "Newton polytope",
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    "n": "Gauss–Newton algorithm",
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    "n": "Finite difference",
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    "u": "/math2/wiki/finite-difference-definition/"
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    "t": "CYWSMK47CN",
    "n": "Berezin integral",
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    "t": "CZ6ABG86WY",
    "n": "Join-irreducible element",
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    "m": [
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    "u": "/math2/wiki/join-irreducible-element-definition/"
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    "n": "Hemicontinuity",
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    "t": "CZCMRDWDYW",
    "n": "Bessel function of the first kind",
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    "n": "Special unitary group SU(n)",
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    "m": [
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    "u": "/math2/wiki/special-unitary-group-su-n/"
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    "t": "CZF5696TPY",
    "n": "Birkhoff's subdirect representation theorem",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/birkhoffs-subdirect-representation-theorem/"
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    "t": "CZG6Y6EAHP",
    "n": "Totally disconnected group",
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    "m": [
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    "u": "/math2/wiki/totally-disconnected-group-definition/"
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    "t": "CZPBQY67ZJ",
    "n": "Conditionally complete lattice",
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    "u": "/math2/wiki/conditionally-complete-lattice/"
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    "n": "Kodaira–Nakano vanishing theorem",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/kodaira-nakano-vanishing-theorem/"
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    "t": "CZSCNZH8VY",
    "n": "Length of a module",
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    "u": "/math2/wiki/length-of-a-module/"
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    "t": "CZW4BPZPZC",
    "n": "Endomorphism monoid",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/endomorphism-monoid-definition/"
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    "k": "definition",
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    "u": "/math2/wiki/algebra-over-a-monad-definition/"
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    "t": "CZYDQ96X2T",
    "n": "Filtered colimits commute with finite limits",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/filtered-colimits-commute-with-finite-limits/"
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    "n": "Proof that a homomorphism is injective iff its kernel is trivial",
    "k": "proof",
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    "u": "/math2/wiki/proof-that-a-homomorphism-is-injective-iff-its-kernel-is-trivial/"
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    "t": "D07MBM0S3V",
    "n": "Conley's fundamental theorem of dynamical systems",
    "k": "statement",
    "m": [
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      "37B25",
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    "u": "/math2/wiki/conleys-fundamental-theorem-of-dynamical-systems/"
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    "t": "D08SKTH2T2",
    "n": "Almost Mathieu operator",
    "k": "example",
    "m": [
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      "81Q10",
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    "u": "/math2/wiki/almost-mathieu-operator/"
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    "t": "D0A22MEB1F",
    "n": "Tent map",
    "k": "example",
    "m": [
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    "u": "/math2/wiki/tent-map/"
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    "t": "D0DAFG8QK6",
    "n": "Relative CW complex",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/relative-cw-complex/"
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    "t": "D0Q6GE7FG4",
    "n": "Solvmanifold",
    "k": "definition",
    "m": [
      "22E25",
      "22F30",
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    "u": "/math2/wiki/solvmanifold-definition/"
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    "t": "D0R8455C26",
    "n": "Set-valued analysis",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/set-valued-analysis/"
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    "n": "Fresnel integrals",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/fresnel-integrals/"
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    "t": "D0X6EBNMW6",
    "n": "Chromatic homotopy theory",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/chromatic-homotopy-theory-definition/"
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    "t": "D0ZHVD797D",
    "n": "Localization of a space",
    "k": "concept",
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    "u": "/math2/wiki/localization-of-a-space/"
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    "t": "D0ZXXEYNK8",
    "n": "Euler–Maruyama method",
    "k": "definition",
    "m": [
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      "60H35",
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    "u": "/math2/wiki/euler-maruyama-method-definition/"
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    "t": "D115PG3T7K",
    "n": "Mahler's theorem",
    "k": "statement",
    "m": [
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      "39A70"
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    "u": "/math2/wiki/mahlers-theorem/"
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    "t": "D13K9GJT0B",
    "n": "Girth",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/girth/"
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    "t": "D14XVCMGX9",
    "n": "Extremally disconnected space",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/extremally-disconnected-space-definition/"
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    "t": "D17XX5N9VF",
    "n": "6-j symbol",
    "k": "concept",
    "m": [
      "33C80",
      "81R05",
      "22E70"
    ],
    "u": "/math2/wiki/6-j-symbol/"
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    "t": "D186VNHFZJ",
    "n": "Newton polygon",
    "k": "definition",
    "m": [
      "12J25",
      "11S05"
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    "u": "/math2/wiki/newton-polygon-definition/"
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    "t": "D1EBAAFEWV",
    "n": "Hilbert's invariant integral",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/hilberts-invariant-integral/"
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    "t": "D1FM4ECHKD",
    "n": "Interval arithmetic",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/interval-arithmetic-definition/"
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    "t": "D1GQNNRDDN",
    "n": "LYM inequality",
    "k": "statement",
    "m": [
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      "06A07"
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    "u": "/math2/wiki/lym-inequality/"
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    "t": "D1MYE6WVZ9",
    "n": "Derived category of coherent sheaves",
    "k": "definition",
    "m": [
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    "t": "D1PAT0K446",
    "n": "Littlewood–Paley decomposition",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/littlewood-paley-decomposition/"
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    "t": "D1QA6N9EWJ",
    "n": "Difference set",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/difference-set-definition/"
  },
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    "t": "D1SA8CHJV0",
    "n": "Noncommutative ring",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/noncommutative-ring/"
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    "t": "D1SYF8F8RQ",
    "n": "Lorentzian manifold",
    "k": "definition",
    "m": [
      "53C50",
      "53B30"
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    "u": "/math2/wiki/lorentzian-manifold-definition/"
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    "t": "D1T39KHPDN",
    "n": "Suslin's problem",
    "k": "problem",
    "m": [
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      "03E35",
      "03E05"
    ],
    "u": "/math2/wiki/suslins-problem/"
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    "t": "D1TK8AHMCM",
    "n": "Moments and orthogonal polynomials",
    "k": "definition",
    "m": [
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      "42C05"
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    "u": "/math2/wiki/moments-and-orthogonal-polynomials-definition/"
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    "t": "D2GQNNQ7FR",
    "n": "Order of a projective plane",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/order-of-a-projective-plane-definition/"
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    "t": "D2J0A8SACE",
    "n": "Topological transitivity",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/topological-transitivity-definition/"
  },
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    "t": "D2JF19HF91",
    "n": "Maximum principle",
    "k": "statement",
    "m": [
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      "35J15"
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    "u": "/math2/wiki/maximum-principle/"
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    "t": "D2KC8NEAPS",
    "n": "Liénard equation",
    "k": "example",
    "m": [
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    "u": "/math2/wiki/lienard-equation/"
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    "t": "D2M4VXJ7PA",
    "n": "Nuclear C*-algebra",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/nuclear-c-algebra/"
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    "t": "D2M8BSW720",
    "n": "Bass's theorem P",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/basss-theorem-p/"
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    "t": "D2R7BNFZNS",
    "n": "Ore extension",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/ore-extension-definition/"
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    "t": "D31S3GR51T",
    "n": "Semiring",
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    "u": "/math2/wiki/semiring/"
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    "n": "Bernoulli scheme",
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    "u": "/math2/wiki/bernoulli-scheme/"
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    "t": "DA3CQJ5MJ6",
    "n": "Lagrange basis polynomials",
    "k": "concept",
    "m": [
      "41A05",
      "65D05"
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  {
    "t": "DA515YH1J0",
    "n": "Residually finite group",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/residually-finite-group-definition/"
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  {
    "t": "DA619M38C3",
    "n": "Quantale",
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    "m": [
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    "u": "/math2/wiki/quantale/"
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  {
    "t": "DA8M8VZZHC",
    "n": "Hadamard gap theorem",
    "k": "statement",
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      "30B40"
    ],
    "u": "/math2/wiki/hadamard-gap-theorem/"
  },
  {
    "t": "DAEHVRJVSD",
    "n": "Transversality conditions for variable endpoints",
    "k": "statement",
    "m": [
      "49K05"
    ],
    "u": "/math2/wiki/transversality-conditions-for-variable-endpoints/"
  },
  {
    "t": "DAK6EJK20R",
    "n": "Fast marching method",
    "k": "statement",
    "m": [
      "65N06",
      "35F21",
      "65D18"
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    "u": "/math2/wiki/fast-marching-method/"
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  {
    "t": "DAMK8XE1FR",
    "n": "Opposite category",
    "k": "concept",
    "m": [
      "18A05"
    ],
    "u": "/math2/wiki/opposite-category/"
  },
  {
    "t": "DANFNN8C4Y",
    "n": "Projective plane",
    "k": "concept",
    "m": [
      "51A05",
      "51E15"
    ],
    "u": "/math2/wiki/projective-plane/"
  },
  {
    "t": "DANS1S61SX",
    "n": "Thiele's interpolation formula",
    "k": "statement",
    "m": [
      "41A05",
      "41A20",
      "65D05"
    ],
    "u": "/math2/wiki/thieles-interpolation-formula/"
  },
  {
    "t": "DAP92B80J2",
    "n": "Topological quantum field theory",
    "k": "concept",
    "m": [
      "57R56",
      "81T45",
      "57K16"
    ],
    "u": "/math2/wiki/topological-quantum-field-theory/"
  },
  {
    "t": "DAR3QJ5H7Y",
    "n": "Monte Carlo integration",
    "k": "statement",
    "m": [
      "65C05",
      "65D30"
    ],
    "u": "/math2/wiki/monte-carlo-integration/"
  },
  {
    "t": "DARX1KZRHZ",
    "n": "Tridiagonal matrix",
    "k": "concept",
    "m": [
      "15B99",
      "65F05"
    ],
    "u": "/math2/wiki/tridiagonal-matrix/"
  },
  {
    "t": "DASF939439",
    "n": "Subdirectly irreducible algebra",
    "k": "concept",
    "m": [
      "08B26"
    ],
    "u": "/math2/wiki/subdirectly-irreducible-algebra/"
  },
  {
    "t": "DAVT2ZWAF7",
    "n": "Solving linear difference equations by the Z-transform",
    "k": "concept",
    "m": [
      "39A06",
      "44A55"
    ],
    "u": "/math2/wiki/solving-linear-difference-equations-by-the-z-transform/"
  },
  {
    "t": "DAXBFJ8G6T",
    "n": "Relative homology",
    "k": "definition",
    "m": [
      "55N10"
    ],
    "u": "/math2/wiki/relative-homology-definition/"
  },
  {
    "t": "DBBE47SCG8",
    "n": "Nelson–Aalen estimator",
    "k": "definition",
    "m": [
      "62N02",
      "62G05"
    ],
    "u": "/math2/wiki/nelson-aalen-estimator-definition/"
  },
  {
    "t": "DBD64TH52D",
    "n": "Least fixed point",
    "k": "concept",
    "m": [
      "06A06",
      "47H10"
    ],
    "u": "/math2/wiki/least-fixed-point/"
  },
  {
    "t": "DBDVPNMD46",
    "n": "Time series",
    "k": "definition",
    "m": [
      "62M10",
      "91B84"
    ],
    "u": "/math2/wiki/time-series-definition/"
  },
  {
    "t": "DBEGF38V9H",
    "n": "Karamata's Tauberian theorem",
    "k": "statement",
    "m": [
      "40E05",
      "44A10",
      "26A12"
    ],
    "u": "/math2/wiki/karamatas-tauberian-theorem/"
  },
  {
    "t": "DBKXCGDKTD",
    "n": "Chaos theory",
    "k": "concept",
    "m": [
      "37D45",
      "37N99",
      "34C28"
    ],
    "u": "/math2/wiki/chaos-theory/"
  },
  {
    "t": "DBM13YSJAM",
    "n": "Differentiation operator as inverse of integration",
    "k": "statement",
    "m": [
      "44A40"
    ],
    "u": "/math2/wiki/differentiation-operator-as-inverse-of-integration/"
  },
  {
    "t": "DBQXRTC0VN",
    "n": "Logarithmic capacity",
    "k": "concept",
    "m": [
      "31A15",
      "30C85"
    ],
    "u": "/math2/wiki/logarithmic-capacity/"
  },
  {
    "t": "DBVE636BXN",
    "n": "Mixed finite element method",
    "k": "definition",
    "m": [
      "65N30",
      "65N12"
    ],
    "u": "/math2/wiki/mixed-finite-element-method-definition/"
  },
  {
    "t": "DBWS5MMPZD",
    "n": "Ternary discriminator",
    "k": "definition",
    "m": [
      "08B05",
      "08A40"
    ],
    "u": "/math2/wiki/ternary-discriminator-definition/"
  },
  {
    "t": "DC1CQMD3WK",
    "n": "Graph of groups",
    "k": "concept",
    "m": [
      "20E08",
      "20E06"
    ],
    "u": "/math2/wiki/graph-of-groups/"
  },
  {
    "t": "DC4JPVPXEJ",
    "n": "Obstruction theory",
    "k": "definition",
    "m": [
      "55S35",
      "55S36"
    ],
    "u": "/math2/wiki/obstruction-theory-definition/"
  },
  {
    "t": "DC60FYCSPM",
    "n": "Second-order arithmetic",
    "k": "concept",
    "m": [
      "03F35",
      "03B30"
    ],
    "u": "/math2/wiki/second-order-arithmetic/"
  },
  {
    "t": "DC7HMHVREP",
    "n": "Characteristic value of a kernel",
    "k": "concept",
    "m": [
      "45C05",
      "47A75"
    ],
    "u": "/math2/wiki/characteristic-value-of-a-kernel/"
  },
  {
    "t": "DC81TCR98Y",
    "n": "(p,q)-form",
    "k": "concept",
    "m": [
      "32W05",
      "58A10"
    ],
    "u": "/math2/wiki/p-q-form/"
  },
  {
    "t": "DC9HZT2HVJ",
    "n": "Optional stopping theorem",
    "k": "statement",
    "m": [
      "60G42",
      "60G40"
    ],
    "u": "/math2/wiki/optional-stopping-theorem/"
  },
  {
    "t": "DCCA2T9GKH",
    "n": "Fejér kernel",
    "k": "concept",
    "m": [
      "42A24",
      "40G05"
    ],
    "u": "/math2/wiki/fejer-kernel/"
  },
  {
    "t": "DCH91F9YDK",
    "n": "de Casteljau's algorithm",
    "k": "definition",
    "m": [
      "65D17",
      "68U07",
      "41A10"
    ],
    "u": "/math2/wiki/de-casteljaus-algorithm-definition/"
  },
  {
    "t": "DCJTJXN3SR",
    "n": "Favard constant",
    "k": "definition",
    "m": [
      "41A44",
      "42A10",
      "41A17"
    ],
    "u": "/math2/wiki/favard-constant-definition/"
  },
  {
    "t": "DCJW3WZ7ZJ",
    "n": "Ricker wavelet",
    "k": "example",
    "m": [
      "42C40",
      "94A12"
    ],
    "u": "/math2/wiki/ricker-wavelet/"
  },
  {
    "t": "DCK63WTY5E",
    "n": "Marchenko–Pastur law",
    "k": "statement",
    "m": [
      "60B20",
      "15B52",
      "62H10"
    ],
    "u": "/math2/wiki/marchenko-pastur-law/"
  },
  {
    "t": "DCK64GFPD7",
    "n": "f-vector and h-vector",
    "k": "concept",
    "m": [
      "05E45",
      "52B05"
    ],
    "u": "/math2/wiki/f-vector-and-h-vector/"
  },
  {
    "t": "DCMFQ01QGS",
    "n": "Newtonian potential",
    "k": "concept",
    "m": [
      "31B15",
      "31B10"
    ],
    "u": "/math2/wiki/newtonian-potential/"
  },
  {
    "t": "DCMP1A0138",
    "n": "Duality in projective geometry",
    "k": "concept",
    "m": [
      "51A10",
      "51A05"
    ],
    "u": "/math2/wiki/duality-in-projective-geometry/"
  },
  {
    "t": "DCPFVVZZ54",
    "n": "Schauder fixed-point theorem",
    "k": "statement",
    "m": [
      "47H10",
      "54H25"
    ],
    "u": "/math2/wiki/schauder-fixed-point-theorem/"
  },
  {
    "t": "DCSXXT4SER",
    "n": "Congruence relation",
    "k": "concept",
    "m": [
      "08A30"
    ],
    "u": "/math2/wiki/congruence-relation/"
  },
  {
    "t": "DCXJGS6E6D",
    "n": "FKG inequality",
    "k": "statement",
    "m": [
      "60E15",
      "06D99",
      "05D05"
    ],
    "u": "/math2/wiki/fkg-inequality/"
  },
  {
    "t": "DD4D0EKX74",
    "n": "Adams spectral sequence",
    "k": "statement",
    "m": [
      "55T15",
      "55Q45",
      "55S10"
    ],
    "u": "/math2/wiki/adams-spectral-sequence/"
  },
  {
    "t": "DD66THZBDX",
    "n": "Finite speed of propagation",
    "k": "statement",
    "m": [
      "35L05",
      "35L15"
    ],
    "u": "/math2/wiki/finite-speed-of-propagation/"
  },
  {
    "t": "DD8SAAED09",
    "n": "Bailey's lemma",
    "k": "statement",
    "m": [
      "33D15",
      "11P84"
    ],
    "u": "/math2/wiki/baileys-lemma/"
  },
  {
    "t": "DDAHG7QRY8",
    "n": "Kleene fixed-point theorem",
    "k": "statement",
    "m": [
      "06B35",
      "03B70",
      "68Q55"
    ],
    "u": "/math2/wiki/kleene-fixed-point-theorem/"
  },
  {
    "t": "DDH18HWKZ9",
    "n": "Earnshaw's theorem",
    "k": "statement",
    "m": [
      "31B05",
      "78A30"
    ],
    "u": "/math2/wiki/earnshaws-theorem/"
  },
  {
    "t": "DDHCMKHD2T",
    "n": "Newton's forward difference formula",
    "k": "statement",
    "m": [
      "39A70",
      "41A05"
    ],
    "u": "/math2/wiki/newtons-forward-difference-formula/"
  },
  {
    "t": "DDQ2WBQ9GB",
    "n": "Weyl's unitary trick",
    "k": "concept",
    "m": [
      "22E46",
      "17B10"
    ],
    "u": "/math2/wiki/weyls-unitary-trick/"
  },
  {
    "t": "DDQJGJGQGC",
    "n": "Cartan's theorem on continuous homomorphisms",
    "k": "statement",
    "m": [
      "22E15"
    ],
    "u": "/math2/wiki/cartans-theorem-on-continuous-homomorphisms/"
  },
  {
    "t": "DDQRERAQCV",
    "n": "Tor functor",
    "k": "concept",
    "m": [
      "13D07",
      "18G15"
    ],
    "u": "/math2/wiki/tor-functor/"
  },
  {
    "t": "DDV6E39VSX",
    "n": "Beurling's projection theorem",
    "k": "statement",
    "m": [
      "30C85",
      "31A15"
    ],
    "u": "/math2/wiki/beurlings-projection-theorem/"
  },
  {
    "t": "DDY3Q3PJ6W",
    "n": "Real closed field",
    "k": "example",
    "m": [
      "12D15",
      "03C10",
      "03C64"
    ],
    "u": "/math2/wiki/real-closed-field/"
  },
  {
    "t": "DE1Z7R9T05",
    "n": "Tameness theorem",
    "k": "statement",
    "m": [
      "57K32",
      "30F40"
    ],
    "u": "/math2/wiki/tameness-theorem/"
  },
  {
    "t": "DE29ZC399Z",
    "n": "Segal conjecture",
    "k": "statement",
    "m": [
      "55P91",
      "55Q10",
      "19A22"
    ],
    "u": "/math2/wiki/segal-conjecture/"
  },
  {
    "t": "DE2KEQ85ZT",
    "n": "Inverse limit of algebras",
    "k": "concept",
    "m": [
      "08B25",
      "18A30"
    ],
    "u": "/math2/wiki/inverse-limit-of-algebras/"
  },
  {
    "t": "DE42T92C4R",
    "n": "Hilbert sum",
    "k": "definition",
    "m": [
      "46C05"
    ],
    "u": "/math2/wiki/hilbert-sum-definition/"
  },
  {
    "t": "DED008EJVH",
    "n": "Möbius plane",
    "k": "concept",
    "m": [
      "51B10"
    ],
    "u": "/math2/wiki/mobius-plane/"
  },
  {
    "t": "DED6JFAV1K",
    "n": "Complete statistic",
    "k": "concept",
    "m": [
      "62B05"
    ],
    "u": "/math2/wiki/complete-statistic/"
  },
  {
    "t": "DEHZAQ1N92",
    "n": "c-cyclical monotonicity",
    "k": "definition",
    "m": [
      "49Q22",
      "49N15"
    ],
    "u": "/math2/wiki/c-cyclical-monotonicity-definition/"
  },
  {
    "t": "DEK2SCEDJ2",
    "n": "Hilbert space adjoint",
    "k": "definition",
    "m": [
      "47A05",
      "47B02"
    ],
    "u": "/math2/wiki/hilbert-space-adjoint-definition/"
  },
  {
    "t": "DERJPQ04BQ",
    "n": "Nevanlinna theory in several variables",
    "k": "concept",
    "m": [
      "32H30",
      "32A22"
    ],
    "u": "/math2/wiki/nevanlinna-theory-in-several-variables/"
  },
  {
    "t": "DEV24TSWQZ",
    "n": "von Neumann regular ring",
    "k": "definition",
    "m": [
      "16E50",
      "13C11"
    ],
    "u": "/math2/wiki/von-neumann-regular-ring-definition/"
  },
  {
    "t": "DEYYNVCV9J",
    "n": "Fredholm equation of the second kind",
    "k": "concept",
    "m": [
      "45B05",
      "45A05"
    ],
    "u": "/math2/wiki/fredholm-equation-of-the-second-kind/"
  },
  {
    "t": "DF5N0PK3ZS",
    "n": "Monad from an adjunction",
    "k": "statement",
    "m": [
      "18C15",
      "18A40"
    ],
    "u": "/math2/wiki/monad-from-an-adjunction/"
  },
  {
    "t": "DF69BF6841",
    "n": "Permutation pattern",
    "k": "definition",
    "m": [
      "05A05",
      "05A15"
    ],
    "u": "/math2/wiki/permutation-pattern-definition/"
  },
  {
    "t": "DF7KYMAGTC",
    "n": "Bochner's formula",
    "k": "statement",
    "m": [
      "53C21",
      "58J05"
    ],
    "u": "/math2/wiki/bochners-formula/"
  },
  {
    "t": "DF8CJ1A9MF",
    "n": "Morin singularities",
    "k": "concept",
    "m": [
      "57R45",
      "58K40",
      "58K25"
    ],
    "u": "/math2/wiki/morin-singularities/"
  },
  {
    "t": "DFCJCRTTBR",
    "n": "Mixing",
    "k": "definition",
    "m": [
      "37A25",
      "28D05"
    ],
    "u": "/math2/wiki/mixing-definition/"
  },
  {
    "t": "DFDW7ARK6S",
    "n": "Coherent ring",
    "k": "definition",
    "m": [
      "13E15",
      "13E99"
    ],
    "u": "/math2/wiki/coherent-ring-definition/"
  },
  {
    "t": "DFM7NJTX3J",
    "n": "Minimal surface",
    "k": "definition",
    "m": [
      "53A10"
    ],
    "u": "/math2/wiki/minimal-surface-definition/"
  },
  {
    "t": "DFNM3BGMAY",
    "n": "Mal'cev's characterization of quasivarieties",
    "k": "statement",
    "m": [
      "08C15",
      "03C52"
    ],
    "u": "/math2/wiki/malcevs-characterization-of-quasivarieties/"
  },
  {
    "t": "DFXSJH9TY4",
    "n": "Critical point theory",
    "k": "definition",
    "m": [
      "58E05",
      "47J30",
      "57R70"
    ],
    "u": "/math2/wiki/critical-point-theory-definition/"
  },
  {
    "t": "DFZ7ZKRZCQ",
    "n": "Mal'cev's theorem on congruence permutability",
    "k": "statement",
    "m": [
      "08B05"
    ],
    "u": "/math2/wiki/malcevs-theorem-on-congruence-permutability/"
  },
  {
    "t": "DG76G5Z6XW",
    "n": "Integral of a non-negative function",
    "k": "concept",
    "m": [
      "28A25"
    ],
    "u": "/math2/wiki/integral-of-a-non-negative-function/"
  },
  {
    "t": "DG7DZ37217",
    "n": "Oscillation theory",
    "k": "definition",
    "m": [
      "34C10"
    ],
    "u": "/math2/wiki/oscillation-theory-definition/"
  },
  {
    "t": "DG8FBQ8FPY",
    "n": "Complete measure",
    "k": "definition",
    "m": [
      "28A12"
    ],
    "u": "/math2/wiki/complete-measure-definition/"
  },
  {
    "t": "DG9F3W6MZM",
    "n": "Gibbs measure",
    "k": "concept",
    "m": [
      "37D35",
      "82B05",
      "37B10"
    ],
    "u": "/math2/wiki/gibbs-measure/"
  },
  {
    "t": "DGJEC8MTMQ",
    "n": "Conformal radius",
    "k": "definition",
    "m": [
      "30C35",
      "31A15"
    ],
    "u": "/math2/wiki/conformal-radius-definition/"
  },
  {
    "t": "DGVNNYKBHC",
    "n": "Porous medium equation",
    "k": "concept",
    "m": [
      "35K65",
      "35K55",
      "76S05"
    ],
    "u": "/math2/wiki/porous-medium-equation/"
  },
  {
    "t": "DGWYF0B6NT",
    "n": "Disk algebra",
    "k": "concept",
    "m": [
      "46J15",
      "30H50"
    ],
    "u": "/math2/wiki/disk-algebra/"
  },
  {
    "t": "DGZ8RS5KMZ",
    "n": "Lawvere theory",
    "k": "definition",
    "m": [
      "18C10",
      "08C05"
    ],
    "u": "/math2/wiki/lawvere-theory-definition/"
  },
  {
    "t": "DH30WTA26T",
    "n": "Term evaluation",
    "k": "concept",
    "m": [
      "08A40",
      "03C07"
    ],
    "u": "/math2/wiki/term-evaluation/"
  },
  {
    "t": "DH3PYQJXH0",
    "n": "Plancherel theorem for groups",
    "k": "statement",
    "m": [
      "22D10",
      "43A30",
      "22D20"
    ],
    "u": "/math2/wiki/plancherel-theorem-for-groups/"
  },
  {
    "t": "DH4P0W4V3J",
    "n": "Moving frame",
    "k": "definition",
    "m": [
      "53A55",
      "53C05"
    ],
    "u": "/math2/wiki/moving-frame-definition/"
  },
  {
    "t": "DHC8TZXGYS",
    "n": "Pentagon lattice N5",
    "k": "example",
    "m": [
      "06C05",
      "06B05"
    ],
    "u": "/math2/wiki/pentagon-lattice-n5/"
  },
  {
    "t": "DHC96EYCN6",
    "n": "Curry–Schoenberg theorem",
    "k": "statement",
    "m": [
      "41A15",
      "65D07"
    ],
    "u": "/math2/wiki/curry-schoenberg-theorem/"
  },
  {
    "t": "DHCHJNHD02",
    "n": "Cartier–Milnor–Moore theorem",
    "k": "statement",
    "m": [
      "16T05",
      "17B35",
      "57T05"
    ],
    "u": "/math2/wiki/cartier-milnor-moore-theorem/"
  },
  {
    "t": "DHHR5PZZ7E",
    "n": "Existence of Leray weak solutions",
    "k": "statement",
    "m": [
      "35Q30",
      "76D05",
      "35D30"
    ],
    "u": "/math2/wiki/existence-of-leray-weak-solutions/"
  },
  {
    "t": "DHPXDFEEMF",
    "n": "Pólya urn model",
    "k": "example",
    "m": [
      "60C05",
      "60G42",
      "60J10"
    ],
    "u": "/math2/wiki/polya-urn-model/"
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  {
    "t": "DHRDTHFBFA",
    "n": "Five-point stencil",
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      "65D25"
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    "u": "/math2/wiki/five-point-stencil-definition/"
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    "n": "Subnormal number",
    "k": "concept",
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    "u": "/math2/wiki/subnormal-number/"
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    "n": "Group algebra of a locally compact group",
    "k": "definition",
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      "43A20"
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    "u": "/math2/wiki/group-algebra-of-a-locally-compact-group-definition/"
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  {
    "t": "DHYSPSYSCB",
    "n": "Yau–Tian–Donaldson conjecture",
    "k": "statement",
    "m": [
      "32Q20",
      "53C55",
      "14J45"
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    "u": "/math2/wiki/yau-tian-donaldson-conjecture/"
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  {
    "t": "DJ6F3DZX42",
    "n": "Measurable space",
    "k": "definition",
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    "u": "/math2/wiki/measurable-space-definition/"
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    "n": "Linear-quadratic-Gaussian control",
    "k": "problem",
    "m": [
      "93E20",
      "49N10",
      "93E11"
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    "u": "/math2/wiki/linear-quadratic-gaussian-control/"
  },
  {
    "t": "DJBWP7D3M8",
    "n": "Polydisc",
    "k": "concept",
    "m": [
      "32A10",
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    "u": "/math2/wiki/polydisc/"
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  {
    "t": "DJBY0QQA80",
    "n": "Integral operator",
    "k": "definition",
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    "u": "/math2/wiki/integral-operator-definition/"
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    "t": "DJEK11CXXJ",
    "n": "Quasi-primal algebra",
    "k": "definition",
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    "u": "/math2/wiki/quasi-primal-algebra-definition/"
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    "t": "DJFQWTQG9V",
    "n": "McKenzie–Hobby tame congruence theory",
    "k": "concept",
    "m": [
      "08A05",
      "08B05"
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    "u": "/math2/wiki/mckenzie-hobby-tame-congruence-theory/"
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    "t": "DJFYTQJ3SH",
    "n": "Spearman's rank correlation coefficient",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/spearmans-rank-correlation-coefficient/"
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    "t": "DJHVKR63H5",
    "n": "Unitary operator",
    "k": "definition",
    "m": [
      "47B15",
      "47A05"
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    "u": "/math2/wiki/unitary-operator-definition/"
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  {
    "t": "DJM5H15WV5",
    "n": "Singular simplicial set",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/singular-simplicial-set-definition/"
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  {
    "t": "DJMXZX0G9G",
    "n": "Oracle machine",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/oracle-machine-definition/"
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  {
    "t": "DJXX3X6TEQ",
    "n": "Affine arithmetic",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/affine-arithmetic-definition/"
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    "t": "DK0A24WJKF",
    "n": "Discrete differential geometry",
    "k": "concept",
    "m": [
      "53A70",
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      "52B70"
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    "u": "/math2/wiki/discrete-differential-geometry/"
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  {
    "t": "DK3492C42N",
    "n": "Doob's h-transform",
    "k": "definition",
    "m": [
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      "60J25"
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    "u": "/math2/wiki/doobs-h-transform-definition/"
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  {
    "t": "DK3MT3HYX5",
    "n": "Absolute neighborhood retract",
    "k": "concept",
    "m": [
      "54C55",
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    "u": "/math2/wiki/absolute-neighborhood-retract/"
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  {
    "t": "DK3Q4RPRZJ",
    "n": "Nilpotent operator",
    "k": "concept",
    "m": [
      "47A05",
      "47B01"
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    "u": "/math2/wiki/nilpotent-operator/"
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  {
    "t": "DK87YN458D",
    "n": "Nilpotent Lie group",
    "k": "concept",
    "m": [
      "22E25",
      "22E15",
      "20F18"
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    "u": "/math2/wiki/nilpotent-lie-group/"
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  {
    "t": "DKFGQTRYZE",
    "n": "Sentence",
    "k": "concept",
    "m": [
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      "03C07"
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    "u": "/math2/wiki/sentence/"
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  {
    "t": "DKH4933HMQ",
    "n": "Dedekind–MacNeille completion",
    "k": "concept",
    "m": [
      "06B23",
      "06A06"
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    "u": "/math2/wiki/dedekind-macneille-completion/"
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  {
    "t": "DKN15NVKSB",
    "n": "Cahn–Hilliard equation",
    "k": "concept",
    "m": [
      "35K55",
      "35K25"
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    "u": "/math2/wiki/cahn-hilliard-equation/"
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  {
    "t": "DKR8R8Y1RJ",
    "n": "Shooting method",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/shooting-method-definition/"
  },
  {
    "t": "DKT8Z2M9CB",
    "n": "Generalized polygon",
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    "m": [
      "51E12",
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    "u": "/math2/wiki/generalized-polygon-definition/"
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  {
    "t": "DKV5J6N6T6",
    "n": "p-Laplacian",
    "k": "definition",
    "m": [
      "35J92",
      "35J70"
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    "u": "/math2/wiki/p-laplacian-definition/"
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  {
    "t": "DKVBV788GT",
    "n": "Meijer G-function",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/meijer-g-function-definition/"
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  {
    "t": "DKVSAZQWF7",
    "n": "Clifford analysis",
    "k": "concept",
    "m": [
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      "15A66"
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    "u": "/math2/wiki/clifford-analysis/"
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  {
    "t": "DKX3EAVQX6",
    "n": "Open subgroups are closed",
    "k": "statement",
    "m": [
      "22A05"
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    "u": "/math2/wiki/open-subgroups-are-closed/"
  },
  {
    "t": "DM59GHSMAJ",
    "n": "Hadamard matrix",
    "k": "definition",
    "m": [
      "05B20"
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    "u": "/math2/wiki/hadamard-matrix-definition/"
  },
  {
    "t": "DMFB5JQ2T7",
    "n": "Breakdown point",
    "k": "definition",
    "m": [
      "62F35",
      "62G35"
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    "u": "/math2/wiki/breakdown-point-definition/"
  },
  {
    "t": "DMMXBTN6M2",
    "n": "Delta method",
    "k": "statement",
    "m": [
      "62E20",
      "60F05"
    ],
    "u": "/math2/wiki/delta-method/"
  },
  {
    "t": "DMNN7E2BYA",
    "n": "Chebyshev constant",
    "k": "concept",
    "m": [
      "31A15",
      "30C85",
      "41A50"
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    "u": "/math2/wiki/chebyshev-constant/"
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  {
    "t": "DMTFJY6CS0",
    "n": "Random dynamical system",
    "k": "concept",
    "m": [
      "37H05",
      "37H10",
      "37H12"
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    "u": "/math2/wiki/random-dynamical-system/"
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  {
    "t": "DMWEBMB1RS",
    "n": "Pointed cone",
    "k": "definition",
    "m": [
      "52A20",
      "46A55"
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    "u": "/math2/wiki/pointed-cone-definition/"
  },
  {
    "t": "DMYGZ3YZ6V",
    "n": "Linear algebra method",
    "k": "concept",
    "m": [
      "05D40",
      "05D05"
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    "u": "/math2/wiki/linear-algebra-method/"
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  {
    "t": "DMYXA8HZ2P",
    "n": "The local ring of holomorphic germs is Noetherian and factorial",
    "k": "statement",
    "m": [
      "32B05",
      "13J07",
      "13F15"
    ],
    "u": "/math2/wiki/the-local-ring-of-holomorphic-germs-is-noetherian-and-factorial/"
  },
  {
    "t": "DN11FKWN63",
    "n": "Pontryagin class",
    "k": "concept",
    "m": [
      "57R20",
      "55R40"
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    "u": "/math2/wiki/pontryagin-class/"
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  {
    "t": "DN2MNQGN4S",
    "n": "Transformation semigroup",
    "k": "definition",
    "m": [
      "20M20"
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    "u": "/math2/wiki/transformation-semigroup-definition/"
  },
  {
    "t": "DN5G4NAF95",
    "n": "Computable set",
    "k": "definition",
    "m": [
      "03D25",
      "03D20"
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    "u": "/math2/wiki/computable-set-definition/"
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  {
    "t": "DN7VSSDYPQ",
    "n": "Median algebra",
    "k": "concept",
    "m": [
      "06D99",
      "08A99",
      "05C12"
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    "u": "/math2/wiki/median-algebra/"
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  {
    "t": "DN98H15VZF",
    "n": "Nehari's theorem on univalence",
    "k": "statement",
    "m": [
      "30C55",
      "30C45"
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    "u": "/math2/wiki/neharis-theorem-on-univalence/"
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  {
    "t": "DNBS22EV21",
    "n": "Dedekind–MacNeille completion",
    "k": "definition",
    "m": [
      "06B23",
      "06A06"
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    "u": "/math2/wiki/dedekind-macneille-completion-definition/"
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  {
    "t": "DND8CBEVXT",
    "n": "Volterra integral equation",
    "k": "concept",
    "m": [
      "45D05"
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    "u": "/math2/wiki/volterra-integral-equation/"
  },
  {
    "t": "DNDKBVHS3H",
    "n": "Point process",
    "k": "concept",
    "m": [
      "60G55",
      "60G57",
      "60D05"
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    "u": "/math2/wiki/point-process/"
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  {
    "t": "DNFR3YP0XF",
    "n": "Localization of a category",
    "k": "concept",
    "m": [
      "18E35"
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    "u": "/math2/wiki/localization-of-a-category/"
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  {
    "t": "DNKA4WBKDS",
    "n": "Generalized Riemann hypothesis",
    "k": "conjecture",
    "m": [
      "11M26",
      "11M06"
    ],
    "u": "/math2/wiki/generalized-riemann-hypothesis/"
  },
  {
    "t": "DNKXHMGQY1",
    "n": "M-matrix",
    "k": "concept",
    "m": [
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      "15A18"
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    "u": "/math2/wiki/m-matrix/"
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  {
    "t": "DNTDCKZBKK",
    "n": "Monadic functor",
    "k": "concept",
    "m": [
      "18C15",
      "18C20"
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    "u": "/math2/wiki/monadic-functor/"
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  {
    "t": "DNVGM3YT8Q",
    "n": "Logarithmic kernel",
    "k": "definition",
    "m": [
      "31A15"
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    "u": "/math2/wiki/logarithmic-kernel-definition/"
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  {
    "t": "DP39F5KQ2W",
    "n": "Lucas sequence",
    "k": "example",
    "m": [
      "11B39",
      "39A06"
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    "u": "/math2/wiki/lucas-sequence/"
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  {
    "t": "DP3KSCRKFP",
    "n": "Embedding dimension",
    "k": "concept",
    "m": [
      "13H05",
      "13H99"
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    "u": "/math2/wiki/embedding-dimension/"
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  {
    "t": "DP4WWQBJJF",
    "n": "Rotation number",
    "k": "concept",
    "m": [
      "37E45",
      "37E10"
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    "u": "/math2/wiki/rotation-number/"
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  {
    "t": "DPBJ04JMH8",
    "n": "Commutative algebra over a ring",
    "k": "concept",
    "m": [
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      "13A99"
    ],
    "u": "/math2/wiki/commutative-algebra-over-a-ring/"
  },
  {
    "t": "DPDXN2FJC4",
    "n": "Facet",
    "k": "concept",
    "m": [
      "52B05",
      "52B11"
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    "u": "/math2/wiki/facet/"
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  {
    "t": "DPE8EDD9W7",
    "n": "Dual graph",
    "k": "definition",
    "m": [
      "05C10"
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    "u": "/math2/wiki/dual-graph-definition/"
  },
  {
    "t": "DPFMXS71D1",
    "n": "Absolute Galois group",
    "k": "definition",
    "m": [
      "12F10",
      "20E18",
      "11R32"
    ],
    "u": "/math2/wiki/absolute-galois-group-definition/"
  },
  {
    "t": "DPR9DJRPAF",
    "n": "Stiffness matrix",
    "k": "definition",
    "m": [
      "65N30",
      "74S05"
    ],
    "u": "/math2/wiki/stiffness-matrix-definition/"
  },
  {
    "t": "DPS8QZBVB0",
    "n": "Relaxation of a variational problem",
    "k": "concept",
    "m": [
      "49J45"
    ],
    "u": "/math2/wiki/relaxation-of-a-variational-problem/"
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  {
    "t": "DPVM34ADZV",
    "n": "Fourier transform",
    "k": "concept",
    "m": [
      "42B10",
      "42A38",
      "35A22"
    ],
    "u": "/math2/wiki/fourier-transform/"
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  {
    "t": "DPW8KNHE6P",
    "n": "Wald test",
    "k": "concept",
    "m": [
      "62F03",
      "62F05"
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    "u": "/math2/wiki/wald-test/"
  },
  {
    "t": "DPZ76D18DD",
    "n": "Stable homotopy category",
    "k": "definition",
    "m": [
      "55P42",
      "18G80"
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    "u": "/math2/wiki/stable-homotopy-category-definition/"
  },
  {
    "t": "DQ0TSVK7ZT",
    "n": "Local solvability",
    "k": "definition",
    "m": [
      "35A01",
      "35A27"
    ],
    "u": "/math2/wiki/local-solvability-definition/"
  },
  {
    "t": "DQ14ERMRTZ",
    "n": "Majority term",
    "k": "definition",
    "m": [
      "08B05",
      "08B10"
    ],
    "u": "/math2/wiki/majority-term-definition/"
  },
  {
    "t": "DQ4E55T3BW",
    "n": "Clopen set",
    "k": "concept",
    "m": [
      "54A05",
      "54D05"
    ],
    "u": "/math2/wiki/clopen-set/"
  },
  {
    "t": "DQ564JNFYE",
    "n": "Function field",
    "k": "definition",
    "m": [
      "12F20",
      "14H05"
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    "u": "/math2/wiki/function-field-definition/"
  },
  {
    "t": "DQA60Z3FD7",
    "n": "Veronese embedding",
    "k": "example",
    "m": [
      "14N05",
      "14E25"
    ],
    "u": "/math2/wiki/veronese-embedding/"
  },
  {
    "t": "DQB1BVQJWD",
    "n": "Tangent bundle",
    "k": "definition",
    "m": [
      "58A05"
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    "u": "/math2/wiki/tangent-bundle-definition/"
  },
  {
    "t": "DQCD11X1VM",
    "n": "Shape operator",
    "k": "concept",
    "m": [
      "53A05"
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    "u": "/math2/wiki/shape-operator/"
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  {
    "t": "DQCW86BXEP",
    "n": "Subnormal subgroup",
    "k": "definition",
    "m": [
      "20D35",
      "20E15"
    ],
    "u": "/math2/wiki/subnormal-subgroup-definition/"
  },
  {
    "t": "DQEHD56649",
    "n": "Euler's sine product",
    "k": "statement",
    "m": [
      "30D10",
      "40A20"
    ],
    "u": "/math2/wiki/eulers-sine-product/"
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  {
    "t": "DQEW4MSD5H",
    "n": "Hausdorff distance",
    "k": "definition",
    "m": [
      "54E35",
      "52A20",
      "54B20"
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    "u": "/math2/wiki/hausdorff-distance-definition/"
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  {
    "t": "DQGJMP9WHC",
    "n": "Contiguity of measures",
    "k": "concept",
    "m": [
      "62E20",
      "60B10"
    ],
    "u": "/math2/wiki/contiguity-of-measures/"
  },
  {
    "t": "DQP63REKEK",
    "n": "Monodromy theorem for singularities",
    "k": "statement",
    "m": [
      "32S40",
      "32S55",
      "14D05"
    ],
    "u": "/math2/wiki/monodromy-theorem-for-singularities/"
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  {
    "t": "DQRXS8PJ15",
    "n": "Heaviside operational calculus",
    "k": "definition",
    "m": [
      "44A45"
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    "u": "/math2/wiki/heaviside-operational-calculus-definition/"
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    "t": "DQWX2Y8EA5",
    "n": "Trace form",
    "k": "definition",
    "m": [
      "12F10",
      "11E04",
      "11R29"
    ],
    "u": "/math2/wiki/trace-form-definition/"
  },
  {
    "t": "DR9BXFWMQB",
    "n": "Supporting hyperplane theorem",
    "k": "statement",
    "m": [
      "52A20",
      "52A07"
    ],
    "u": "/math2/wiki/supporting-hyperplane-theorem/"
  },
  {
    "t": "DRFKZKE229",
    "n": "Regular surface",
    "k": "definition",
    "m": [
      "53A05"
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    "u": "/math2/wiki/regular-surface-definition/"
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  {
    "t": "DRGS5TT784",
    "n": "Extremal graph theory",
    "k": "definition",
    "m": [
      "05C35"
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    "u": "/math2/wiki/extremal-graph-theory-definition/"
  },
  {
    "t": "DRJPG78875",
    "n": "Integral closure",
    "k": "definition",
    "m": [
      "13B22",
      "13B21"
    ],
    "u": "/math2/wiki/integral-closure-definition/"
  },
  {
    "t": "DRNH767W84",
    "n": "Donaldson theory",
    "k": "definition",
    "m": [
      "57R57",
      "57K41",
      "58D27"
    ],
    "u": "/math2/wiki/donaldson-theory-definition/"
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    "t": "DRT1E6WY6K",
    "n": "Sokhotski–Plemelj formulae",
    "k": "statement",
    "m": [
      "30E25",
      "30E20",
      "45E05"
    ],
    "u": "/math2/wiki/sokhotski-plemelj-formulae/"
  },
  {
    "t": "DRY1HXP1W9",
    "n": "Hopf's theorem on cohomology of compact Lie groups",
    "k": "statement",
    "m": [
      "57T10",
      "57T05"
    ],
    "u": "/math2/wiki/hopfs-theorem-on-cohomology-of-compact-lie-groups/"
  },
  {
    "t": "DRYYK2WX0M",
    "n": "Complexification of a Lie group",
    "k": "concept",
    "m": [
      "22E15",
      "22E10"
    ],
    "u": "/math2/wiki/complexification-of-a-lie-group/"
  },
  {
    "t": "DS2AS9TSZP",
    "n": "Hilbert–Smith conjecture",
    "k": "conjecture",
    "m": [
      "57S05",
      "57S10",
      "22A05"
    ],
    "u": "/math2/wiki/hilbert-smith-conjecture/"
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  {
    "t": "DS3W88FESM",
    "n": "Diffeology",
    "k": "definition",
    "m": [
      "58A40",
      "58A03"
    ],
    "u": "/math2/wiki/diffeology-definition/"
  },
  {
    "t": "DS6TC7FSDQ",
    "n": "Kan extension",
    "k": "definition",
    "m": [
      "18A40"
    ],
    "u": "/math2/wiki/kan-extension-definition/"
  },
  {
    "t": "DSE72WQ5A2",
    "n": "Near-field",
    "k": "concept",
    "m": [
      "12K05",
      "16Y30"
    ],
    "u": "/math2/wiki/near-field/"
  },
  {
    "t": "DSF8C6QPAG",
    "n": "Kaplansky's conjectures",
    "k": "conjecture",
    "m": [
      "16S34",
      "16U60",
      "16U40"
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    "u": "/math2/wiki/kaplanskys-conjectures/"
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    "t": "DSJET02WPR",
    "n": "Coherent analytic sheaf",
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    "u": "/math2/wiki/coherent-analytic-sheaf/"
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    "n": "Lazard's theorem on p-adic analytic groups",
    "k": "statement",
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      "20E18"
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    "u": "/math2/wiki/lazards-theorem-on-p-adic-analytic-groups/"
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    "n": "Margulis superrigidity theorem",
    "k": "statement",
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    "u": "/math2/wiki/margulis-superrigidity-theorem/"
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    "t": "DSQ17TNW1C",
    "n": "Automorphism",
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    "u": "/math2/wiki/automorphism/"
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    "t": "DSTF6X8DRJ",
    "n": "Admissible decision rule",
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    "u": "/math2/wiki/admissible-decision-rule/"
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    "t": "DT0QXJE705",
    "n": "Stationary process",
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    "u": "/math2/wiki/stationary-process/"
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    "n": "Direct collocation",
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    "u": "/math2/wiki/direct-collocation-definition/"
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    "n": "Essentially self-adjoint operator",
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    "n": "Compactness via ultrafilters",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/compactness-via-ultrafilters/"
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    "t": "DT60HNP41N",
    "n": "Pfaffian system",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/pfaffian-system-definition/"
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    "t": "DT6WEXJANH",
    "n": "Spherical harmonics",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/spherical-harmonics-definition/"
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    "t": "DTNDR45FTH",
    "n": "Topos",
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    "m": [
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      "03G30"
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    "u": "/math2/wiki/topos-definition/"
  },
  {
    "t": "DTVFW3QMNW",
    "n": "Moser's worm problem",
    "k": "problem",
    "m": [
      "52C15",
      "52A40"
    ],
    "u": "/math2/wiki/mosers-worm-problem/"
  },
  {
    "t": "DTWDS6KAKN",
    "n": "Left ideal",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/left-ideal-definition/"
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    "t": "DTWHAW1N0V",
    "n": "O-minimal theory",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/o-minimal-theory/"
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    "n": "Initial value problem for a recurrence",
    "k": "definition",
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    "t": "DV3PWY8NVW",
    "n": "Presheaf",
    "k": "definition",
    "m": [
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      "18A25"
    ],
    "u": "/math2/wiki/presheaf-definition/"
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    "t": "DV8GH6HJJ8",
    "n": "Countably compact space",
    "k": "definition",
    "m": [
      "54D30"
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    "u": "/math2/wiki/countably-compact-space-definition/"
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    "t": "DV92N2YWZJ",
    "n": "Quasilinear PDE",
    "k": "definition",
    "m": [
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      "35J62",
      "35K59"
    ],
    "u": "/math2/wiki/quasilinear-pde-definition/"
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    "t": "DVA5DBQYBA",
    "n": "Atomistic lattice",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/atomistic-lattice-definition/"
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    "t": "DVA7AZ0HDJ",
    "n": "Optimal control of partial differential equations",
    "k": "definition",
    "m": [
      "49J20",
      "49K20",
      "93C20"
    ],
    "u": "/math2/wiki/optimal-control-of-partial-differential-equations-definition/"
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    "t": "DVAWCZWT3B",
    "n": "Dirichlet-to-Neumann operator",
    "k": "definition",
    "m": [
      "35J25",
      "35R30",
      "35S05"
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    "u": "/math2/wiki/dirichlet-to-neumann-operator-definition/"
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    "t": "DVB79BK06Y",
    "n": "Raviart–Thomas elements",
    "k": "object",
    "m": [
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      "65N12"
    ],
    "u": "/math2/wiki/raviart-thomas-elements/"
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    "t": "DVGFRRYK10",
    "n": "Curve-shortening flow",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/curve-shortening-flow/"
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    "n": "Stone's theorem on one-parameter unitary groups",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/stones-theorem-on-one-parameter-unitary-groups/"
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    "t": "DVJ17KVWXP",
    "n": "Morrey quasiconvexity",
    "k": "concept",
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      "26B25"
    ],
    "u": "/math2/wiki/morrey-quasiconvexity/"
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    "t": "DVJM7NBSF2",
    "n": "Bessel potential space",
    "k": "concept",
    "m": [
      "46E35",
      "42B35"
    ],
    "u": "/math2/wiki/bessel-potential-space/"
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    "t": "DVSTWGVCSZ",
    "n": "Coequalizer",
    "k": "concept",
    "m": [
      "18A30"
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    "u": "/math2/wiki/coequalizer/"
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    "t": "DVYA6GD8RN",
    "n": "Plateau's problem",
    "k": "problem",
    "m": [
      "49Q05",
      "53A10",
      "58E12"
    ],
    "u": "/math2/wiki/plateaus-problem/"
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    "t": "DW5G0SQ2G5",
    "n": "Dirichlet form",
    "k": "definition",
    "m": [
      "31C25",
      "60J46"
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    "u": "/math2/wiki/dirichlet-form-definition/"
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    "t": "DW5SBZXK6R",
    "n": "Loeb measure",
    "k": "concept",
    "m": [
      "28E05",
      "26E35"
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    "u": "/math2/wiki/loeb-measure/"
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    "t": "DW7FG506QJ",
    "n": "Validated numerics",
    "k": "concept",
    "m": [
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      "65G30",
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    "u": "/math2/wiki/validated-numerics/"
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    "t": "DWFPDF8XTB",
    "n": "Riesz–Markov–Kakutani representation theorem",
    "k": "statement",
    "m": [
      "28C05",
      "28C15",
      "46E27"
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    "u": "/math2/wiki/riesz-markov-kakutani-representation-theorem/"
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    "t": "DWJF7ABPR1",
    "n": "Lebesgue integral",
    "k": "concept",
    "m": [
      "28A25",
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    ],
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    "t": "DWK5N5SKTK",
    "n": "Poisson's equation",
    "k": "concept",
    "m": [
      "35J05",
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    "u": "/math2/wiki/poissons-equation/"
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    "t": "DWMQ3V205V",
    "n": "Universal covering group",
    "k": "definition",
    "m": [
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      "57M10"
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    "n": "Harmonic space",
    "k": "concept",
    "m": [
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    ],
    "u": "/math2/wiki/harmonic-space/"
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    "t": "DWV8BQP6GA",
    "n": "Perfectly normal space",
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    "m": [
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    "u": "/math2/wiki/perfectly-normal-space-definition/"
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    "t": "DWYCKAKXZD",
    "n": "Many-valued logic",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/many-valued-logic/"
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    "t": "DWYPS58A7Q",
    "n": "Affine connection",
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    "u": "/math2/wiki/affine-connection-definition/"
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    "m": [
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    "u": "/math2/wiki/c-infinity-ring-definition/"
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    "t": "DWZYGTXKNS",
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    "m": [
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    "u": "/math2/wiki/surface-of-general-type-definition/"
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    "u": "/math2/wiki/degree-of-a-continuous-map-definition/"
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    "m": [
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    "u": "/math2/wiki/the-klein-four-group-is-abelian-but-not-cyclic/"
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    "t": "DX8RV2XG6H",
    "n": "Darcy's law",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/darcys-law/"
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    "t": "DXCTK6M7ZV",
    "n": "CAT(0) group",
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    "m": [
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    "t": "DXJH3DGXBC",
    "n": "Section and retraction",
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    "m": [
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    "u": "/math2/wiki/section-and-retraction/"
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    "m": [
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    ],
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    "t": "DXWBWMM5H7",
    "n": "Pixley term",
    "k": "definition",
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      "08B10"
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    "u": "/math2/wiki/pixley-term-definition/"
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    "t": "DXX7GNY3HE",
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    "n": "Hypergeometric function of a matrix argument",
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    "t": "DY8QQ5GTTX",
    "n": "Kobayashi metric",
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    "t": "DYAWGXE2GV",
    "n": "James space",
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    "m": [
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    ],
    "u": "/math2/wiki/james-space/"
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    "t": "DYFQ2EQ7J6",
    "n": "Hyperbolic knot",
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    "t": "DYFY16SFHZ",
    "n": "Kendall rank correlation coefficient",
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    "t": "DYM1EFAC59",
    "n": "Priestley space",
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    "m": [
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    ],
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    "k": "concept",
    "m": [
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    ],
    "u": "/math2/wiki/borel-measure/"
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    "n": "Levi–Malcev decomposition",
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    "t": "DZ0B0JD11D",
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    "u": "/math2/wiki/minimal-variety-definition/"
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    "n": "Inverse limit",
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    "m": [
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    "u": "/math2/wiki/inverse-limit/"
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    "u": "/math2/wiki/newton-series-definition/"
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    ],
    "u": "/math2/wiki/schubert-variety-definition/"
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    "t": "DZF985Y137",
    "n": "Unitary representation",
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    "u": "/math2/wiki/unitary-representation-definition/"
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    "n": "Birkhoff–Frink theorem",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/birkhoff-frink-theorem/"
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    "t": "DZKBF576W5",
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    "k": "problem",
    "m": [
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    "m": [
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    "t": "DZWS3QN3H7",
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    "m": [
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    ],
    "u": "/math2/wiki/coordinate-ring-definition/"
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    "t": "DZXTK64M6X",
    "n": "Fenichel's theorem",
    "k": "statement",
    "m": [
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    ],
    "u": "/math2/wiki/fenichels-theorem/"
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    "t": "E09VVB7BJQ",
    "n": "Hall subgroup",
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    "m": [
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    "u": "/math2/wiki/hall-subgroup-definition/"
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    "t": "E0A14ZEW72",
    "n": "Dowker space",
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    "m": [
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    "n": "Chern–Simons theory",
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    "u": "/math2/wiki/chern-simons-theory-definition/"
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    "n": "Ternary operation",
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    "m": [
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    "u": "/math2/wiki/ternary-operation-definition/"
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    "n": "Del Pezzo surface",
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    "m": [
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    "n": "Long exact sequence of homotopy groups",
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    "n": "Arithmetic–geometric mean and elliptic integrals",
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    "u": "/math2/wiki/arithmetic-geometric-mean-and-elliptic-integrals/"
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    "n": "Discriminant of a number field",
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    "u": "/math2/wiki/discriminant-of-a-number-field/"
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    "n": "Canonical correlation",
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    "u": "/math2/wiki/canonical-correlation/"
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    "t": "E0Y7Y75T6C",
    "n": "Monstrous moonshine",
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    "m": [
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      "20D08",
      "17B69"
    ],
    "u": "/math2/wiki/monstrous-moonshine/"
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    "t": "E0YVMBPK7A",
    "n": "Euler–Lotka equation",
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    "m": [
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      "92D25"
    ],
    "u": "/math2/wiki/euler-lotka-equation/"
  },
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    "t": "E0ZMRTA42A",
    "n": "Complexification of a Lie group",
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      "22E10"
    ],
    "u": "/math2/wiki/complexification-of-a-lie-group-definition/"
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    "n": "Residue calculus for Laplace inversion",
    "k": "concept",
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    "u": "/math2/wiki/residue-calculus-for-laplace-inversion/"
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    "t": "E15H5E8FP4",
    "n": "Admissible representation",
    "k": "definition",
    "m": [
      "22E46",
      "22E50",
      "22E45"
    ],
    "u": "/math2/wiki/admissible-representation-definition/"
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  {
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    "n": "Heat potential",
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    "t": "E190TAV2S6",
    "n": "Invertible ideal",
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    "n": "Fold catastrophe",
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    "n": "Graded manifold",
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    "n": "ℓ-adic cohomology",
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    "n": "s-cobordism theorem",
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    "n": "Kaplansky's zero divisor conjecture",
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    "n": "Involute",
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    "n": "Semianalytic set",
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    "n": "Subdivision surface",
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    "u": "/math2/wiki/subdivision-surface-definition/"
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    "n": "Closing lemma",
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    "u": "/math2/wiki/closing-lemma/"
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    "n": "Toric variety",
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    "n": "Proximal operator",
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    "u": "/math2/wiki/proximal-operator/"
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    "n": "Weak equivalence",
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    "n": "Self-avoiding walk",
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    "n": "Craig interpolation theorem",
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    "u": "/math2/wiki/craig-interpolation-theorem/"
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    "n": "Regular function",
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    "n": "Line with two origins",
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    "u": "/math2/wiki/line-with-two-origins/"
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    "n": "Indecomposable module",
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    "u": "/math2/wiki/rosenbrock-methods/"
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    "n": "Residuated lattice",
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    "n": "Special adjoint functor theorem",
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    "n": "Higher-order differences",
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    "n": "L-estimator",
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    "n": "Lie pseudogroup",
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    "t": "E3GQVC04BC",
    "n": "Fréchet mean",
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    "t": "E3RQ0J3ACZ",
    "n": "Wigner's classification",
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    "n": "Furstenberg's multiple recurrence theorem",
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    "u": "/math2/wiki/furstenbergs-multiple-recurrence-theorem/"
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    "t": "E45PA267S4",
    "n": "Transcendence basis",
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    "t": "E4F316AR19",
    "n": "Blowing up",
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    "n": "Kirby–Siebenmann class",
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    "n": "Maximal order",
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    "n": "Gauss–Kronrod quadrature",
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    "n": "Periodic solutions of integral equations",
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    "n": "Lyapunov function for a difference equation",
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    "n": "Convolution ring has no zero divisors",
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    "m": [
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      "44A35"
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    "u": "/math2/wiki/convolution-ring-has-no-zero-divisors/"
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  {
    "t": "E9TX1NDAHB",
    "n": "Butterfly theorem",
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/butterfly-theorem/"
  },
  {
    "t": "E9Y670Y3QV",
    "n": "Differentiability of the Mellin transform",
    "k": "statement",
    "m": [
      "44A15",
      "30E20"
    ],
    "u": "/math2/wiki/differentiability-of-the-mellin-transform/"
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  {
    "t": "EA3MF4VTEH",
    "n": "Time series",
    "k": "concept",
    "m": [
      "62M10",
      "91B84"
    ],
    "u": "/math2/wiki/time-series/"
  },
  {
    "t": "EACRW19W5R",
    "n": "Nontangential limit",
    "k": "definition",
    "m": [
      "31B25",
      "31A20",
      "30H05"
    ],
    "u": "/math2/wiki/nontangential-limit-definition/"
  },
  {
    "t": "EAEFNBF94A",
    "n": "Degree of a central simple algebra",
    "k": "definition",
    "m": [
      "16K20",
      "16K50"
    ],
    "u": "/math2/wiki/degree-of-a-central-simple-algebra-definition/"
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  {
    "t": "EANPWS9G8N",
    "n": "Modality of a singularity",
    "k": "definition",
    "m": [
      "58K40",
      "32S05",
      "14B05"
    ],
    "u": "/math2/wiki/modality-of-a-singularity-definition/"
  },
  {
    "t": "EAP9N3VEBV",
    "n": "Generalized convolution of an integral transform",
    "k": "concept",
    "m": [
      "44A35",
      "44A05"
    ],
    "u": "/math2/wiki/generalized-convolution-of-an-integral-transform/"
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  {
    "t": "EAPHAQVVD5",
    "n": "Profunctor",
    "k": "concept",
    "m": [
      "18D60"
    ],
    "u": "/math2/wiki/profunctor/"
  },
  {
    "t": "EAQDSQD4DW",
    "n": "Lerch zeta function",
    "k": "concept",
    "m": [
      "11M35",
      "33B30"
    ],
    "u": "/math2/wiki/lerch-zeta-function/"
  },
  {
    "t": "EASHTX8EG5",
    "n": "H-space",
    "k": "concept",
    "m": [
      "55P45"
    ],
    "u": "/math2/wiki/h-space/"
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  {
    "t": "EAV97QH9DF",
    "n": "Bessel's equation",
    "k": "example",
    "m": [
      "34B30",
      "33C10",
      "34M03"
    ],
    "u": "/math2/wiki/bessels-equation/"
  },
  {
    "t": "EAX2SYK8C5",
    "n": "Homotopy category",
    "k": "definition",
    "m": [
      "18N40",
      "55U35",
      "55P10"
    ],
    "u": "/math2/wiki/homotopy-category-definition/"
  },
  {
    "t": "EAZF9NJW12",
    "n": "Gateaux derivative",
    "k": "concept",
    "m": [
      "46G05",
      "58C20"
    ],
    "u": "/math2/wiki/gateaux-derivative/"
  },
  {
    "t": "EAZMKENA4N",
    "n": "Fox H-function",
    "k": "concept",
    "m": [
      "33C60"
    ],
    "u": "/math2/wiki/fox-h-function/"
  },
  {
    "t": "EB2QJQNE5Z",
    "n": "Influence function",
    "k": "concept",
    "m": [
      "62F35",
      "62G35"
    ],
    "u": "/math2/wiki/influence-function/"
  },
  {
    "t": "EB4N9RQR51",
    "n": "Basic hypergeometric series",
    "k": "concept",
    "m": [
      "33D15",
      "05A30"
    ],
    "u": "/math2/wiki/basic-hypergeometric-series/"
  },
  {
    "t": "EBASBW5TYS",
    "n": "Gordon–Luecke theorem",
    "k": "statement",
    "m": [
      "57K10",
      "57K30"
    ],
    "u": "/math2/wiki/gordon-luecke-theorem/"
  },
  {
    "t": "EBD8TWFNS0",
    "n": "Wolff potential",
    "k": "concept",
    "m": [
      "31C45",
      "31B15"
    ],
    "u": "/math2/wiki/wolff-potential/"
  },
  {
    "t": "EBEF6PEK4N",
    "n": "Chow group",
    "k": "concept",
    "m": [
      "14C15",
      "14C25"
    ],
    "u": "/math2/wiki/chow-group/"
  },
  {
    "t": "EBEVWSRD2E",
    "n": "Plünnecke–Ruzsa inequality",
    "k": "statement",
    "m": [
      "11P70",
      "11B13"
    ],
    "u": "/math2/wiki/plunnecke-ruzsa-inequality/"
  },
  {
    "t": "EBGECZNCV5",
    "n": "Mutually singular measures",
    "k": "concept",
    "m": [
      "28A10"
    ],
    "u": "/math2/wiki/mutually-singular-measures/"
  },
  {
    "t": "EBHKKRTRFS",
    "n": "Wilkie's identity",
    "k": "example",
    "m": [
      "08B05",
      "03C05"
    ],
    "u": "/math2/wiki/wilkies-identity/"
  },
  {
    "t": "EBHS26MHZT",
    "n": "Successive minima",
    "k": "definition",
    "m": [
      "11H06",
      "52C07"
    ],
    "u": "/math2/wiki/successive-minima-definition/"
  },
  {
    "t": "EBMCFQT0JN",
    "n": "Fréchet manifold",
    "k": "concept",
    "m": [
      "58B99",
      "46T05"
    ],
    "u": "/math2/wiki/frechet-manifold/"
  },
  {
    "t": "EBNHD7FQ23",
    "n": "Repair radii and villainy",
    "k": "concept",
    "m": [
      "05-XX"
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    "u": "/math2/wiki/repair-radii-and-villainy/"
  },
  {
    "t": "EBV9M9C435",
    "n": "Magnus expansion",
    "k": "concept",
    "m": [
      "34A25",
      "34A30"
    ],
    "u": "/math2/wiki/magnus-expansion/"
  },
  {
    "t": "EBXRM4PFRC",
    "n": "Fermi–Pasta–Ulam–Tsingou problem",
    "k": "problem",
    "m": [
      "37K60",
      "37N20",
      "70K75"
    ],
    "u": "/math2/wiki/fermi-pasta-ulam-tsingou-problem/"
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  {
    "t": "EC6C1MR0C1",
    "n": "Extensive category",
    "k": "definition",
    "m": [
      "18B50"
    ],
    "u": "/math2/wiki/extensive-category-definition/"
  },
  {
    "t": "EC7XT2ZM5S",
    "n": "Affine plane",
    "k": "concept",
    "m": [
      "51A15",
      "51E15"
    ],
    "u": "/math2/wiki/affine-plane/"
  },
  {
    "t": "ECB3W5EVK3",
    "n": "Quantale",
    "k": "definition",
    "m": [
      "06F07"
    ],
    "u": "/math2/wiki/quantale-definition/"
  },
  {
    "t": "ECDJ8DD9RV",
    "n": "Radon–Nikodym derivative",
    "k": "definition",
    "m": [
      "28A15"
    ],
    "u": "/math2/wiki/radon-nikodym-derivative-definition/"
  },
  {
    "t": "ECDKZ8G998",
    "n": "Concrete category",
    "k": "definition",
    "m": [
      "18A05",
      "18A22"
    ],
    "u": "/math2/wiki/concrete-category-definition/"
  },
  {
    "t": "ECHTH3P9RE",
    "n": "Ginzburg–Landau functional",
    "k": "example",
    "m": [
      "35Q56",
      "49J45",
      "82D55"
    ],
    "u": "/math2/wiki/ginzburg-landau-functional/"
  },
  {
    "t": "ECJG25SAJR",
    "n": "Hartogs's theorem on separate holomorphicity",
    "k": "statement",
    "m": [
      "32A10"
    ],
    "u": "/math2/wiki/hartogss-theorem-on-separate-holomorphicity/"
  },
  {
    "t": "ECS1GDJ734",
    "n": "Hilbert–Pólya conjecture",
    "k": "conjecture",
    "m": [
      "11M26",
      "47B25",
      "81Q10"
    ],
    "u": "/math2/wiki/hilbert-polya-conjecture/"
  },
  {
    "t": "ECSW5HZGE3",
    "n": "Luzin N property",
    "k": "definition",
    "m": [
      "26A46",
      "26A30"
    ],
    "u": "/math2/wiki/luzin-n-property-definition/"
  },
  {
    "t": "ECT6RNF865",
    "n": "Shooting method",
    "k": "concept",
    "m": [
      "65L10",
      "34B15"
    ],
    "u": "/math2/wiki/shooting-method/"
  },
  {
    "t": "ED0SZS1VED",
    "n": "Barrier",
    "k": "concept",
    "m": [
      "31B20",
      "31B25",
      "35J25"
    ],
    "u": "/math2/wiki/barrier/"
  },
  {
    "t": "ED3DAZVQZ4",
    "n": "Simons cone",
    "k": "example",
    "m": [
      "49Q05",
      "53A10",
      "49Q15"
    ],
    "u": "/math2/wiki/simons-cone/"
  },
  {
    "t": "ED69H4C3PK",
    "n": "Bohr almost periodic function",
    "k": "concept",
    "m": [
      "42A75",
      "43A60"
    ],
    "u": "/math2/wiki/bohr-almost-periodic-function/"
  },
  {
    "t": "EDE9919B5R",
    "n": "Heegaard splitting",
    "k": "concept",
    "m": [
      "57K30"
    ],
    "u": "/math2/wiki/heegaard-splitting/"
  },
  {
    "t": "EDP5426NNF",
    "n": "Galois category",
    "k": "definition",
    "m": [
      "14F35",
      "18B99"
    ],
    "u": "/math2/wiki/galois-category-definition/"
  },
  {
    "t": "EE1QZRCFPJ",
    "n": "Stratonovich integral",
    "k": "concept",
    "m": [
      "60H05"
    ],
    "u": "/math2/wiki/stratonovich-integral/"
  },
  {
    "t": "EE9X3NZW81",
    "n": "Bifurcation in a family of maps",
    "k": "concept",
    "m": [
      "39A28",
      "37G15",
      "37E05"
    ],
    "u": "/math2/wiki/bifurcation-in-a-family-of-maps/"
  },
  {
    "t": "EEAJ7AXBCT",
    "n": "Prevariety",
    "k": "concept",
    "m": [
      "08C15",
      "08B99"
    ],
    "u": "/math2/wiki/prevariety/"
  },
  {
    "t": "EEE4MM9N1G",
    "n": "Wave front of a Legendrian map",
    "k": "definition",
    "m": [
      "53D10",
      "58K05"
    ],
    "u": "/math2/wiki/wave-front-of-a-legendrian-map-definition/"
  },
  {
    "t": "EEHQSWFHSB",
    "n": "Bedford–Taylor theory",
    "k": "concept",
    "m": [
      "32W20",
      "32U40",
      "32U20"
    ],
    "u": "/math2/wiki/bedford-taylor-theory/"
  },
  {
    "t": "EESNTXFWHZ",
    "n": "Galois cohomology",
    "k": "definition",
    "m": [
      "12G05",
      "20J06",
      "11R34"
    ],
    "u": "/math2/wiki/galois-cohomology-definition/"
  },
  {
    "t": "EETVA6QYX4",
    "n": "Dirichlet boundary condition",
    "k": "concept",
    "m": [
      "34B05",
      "35J25"
    ],
    "u": "/math2/wiki/dirichlet-boundary-condition/"
  },
  {
    "t": "EEZS4H8QPH",
    "n": "Differential Galois theory",
    "k": "concept",
    "m": [
      "12H05",
      "34M15"
    ],
    "u": "/math2/wiki/differential-galois-theory/"
  },
  {
    "t": "EF0QMQB2J1",
    "n": "Costa's minimal surface",
    "k": "example",
    "m": [
      "53A10"
    ],
    "u": "/math2/wiki/costas-minimal-surface/"
  },
  {
    "t": "EF4M77TDF4",
    "n": "Equivalence of varieties",
    "k": "definition",
    "m": [
      "08B05"
    ],
    "u": "/math2/wiki/equivalence-of-varieties-definition/"
  },
  {
    "t": "EF4ZWACHD8",
    "n": "Cohomological dimension of a group",
    "k": "concept",
    "m": [
      "20J05",
      "20J06"
    ],
    "u": "/math2/wiki/cohomological-dimension-of-a-group/"
  },
  {
    "t": "EFDBS6ZME8",
    "n": "Factorization of polynomials",
    "k": "definition",
    "m": [
      "13P05",
      "12E05",
      "12D05"
    ],
    "u": "/math2/wiki/factorization-of-polynomials-definition/"
  },
  {
    "t": "EFFC7688KR",
    "n": "Lebesgue spine",
    "k": "counterexample",
    "m": [
      "31B25",
      "31B20"
    ],
    "u": "/math2/wiki/lebesgue-spine/"
  },
  {
    "t": "EFFRJFW67Y",
    "n": "Foundations of mathematics",
    "k": "concept",
    "m": [
      "03A05",
      "03B30"
    ],
    "u": "/math2/wiki/foundations-of-mathematics/"
  },
  {
    "t": "EFJ77PFF88",
    "n": "Cofibration",
    "k": "definition",
    "m": [
      "55P05"
    ],
    "u": "/math2/wiki/cofibration-definition/"
  },
  {
    "t": "EFY92E7GC7",
    "n": "John ellipsoid",
    "k": "definition",
    "m": [
      "52A27",
      "52A40",
      "52A20"
    ],
    "u": "/math2/wiki/john-ellipsoid-definition/"
  },
  {
    "t": "EFYGR426DF",
    "n": "Differences of polynomials vanish beyond the degree",
    "k": "statement",
    "m": [
      "39A70",
      "39A12"
    ],
    "u": "/math2/wiki/differences-of-polynomials-vanish-beyond-the-degree/"
  },
  {
    "t": "EG1N82CV0R",
    "n": "Boolean algebras canonically defined",
    "k": "definition",
    "m": [
      "06E05",
      "03G05",
      "08B05"
    ],
    "u": "/math2/wiki/boolean-algebras-canonically-defined-definition/"
  },
  {
    "t": "EG41JQS3PC",
    "n": "WKB approximation",
    "k": "definition",
    "m": [
      "34E20",
      "34E05"
    ],
    "u": "/math2/wiki/wkb-approximation-definition/"
  },
  {
    "t": "EG4AJVEFT2",
    "n": "Integral current",
    "k": "concept",
    "m": [
      "49Q15",
      "28A75"
    ],
    "u": "/math2/wiki/integral-current/"
  },
  {
    "t": "EG4VCBXDKZ",
    "n": "Kruskal–Wallis test",
    "k": "concept",
    "m": [
      "62G10"
    ],
    "u": "/math2/wiki/kruskal-wallis-test/"
  },
  {
    "t": "EG8Z3FWV9A",
    "n": "Double layer potential",
    "k": "concept",
    "m": [
      "31B10",
      "31A10"
    ],
    "u": "/math2/wiki/double-layer-potential/"
  },
  {
    "t": "EGAJPZ71VW",
    "n": "Quasiregular map",
    "k": "concept",
    "m": [
      "30C65"
    ],
    "u": "/math2/wiki/quasiregular-map/"
  },
  {
    "t": "EGBAZMS66W",
    "n": "Maximum principle for potentials",
    "k": "statement",
    "m": [
      "31B15",
      "31A15"
    ],
    "u": "/math2/wiki/maximum-principle-for-potentials/"
  },
  {
    "t": "EGCDMWYKQB",
    "n": "Gaussian free field",
    "k": "concept",
    "m": [
      "60G60",
      "60G15",
      "81T40"
    ],
    "u": "/math2/wiki/gaussian-free-field/"
  },
  {
    "t": "EGKVP4KK6V",
    "n": "Abelian scheme",
    "k": "definition",
    "m": [
      "14K05",
      "14K10",
      "14L15"
    ],
    "u": "/math2/wiki/abelian-scheme-definition/"
  },
  {
    "t": "EGPP69XA4F",
    "n": "Finite determinacy theorem",
    "k": "statement",
    "m": [
      "58K40",
      "58K05"
    ],
    "u": "/math2/wiki/finite-determinacy-theorem/"
  },
  {
    "t": "EGQ3CJDH0D",
    "n": "Lebedev quadrature",
    "k": "statement",
    "m": [
      "65D32",
      "41A55",
      "33C55"
    ],
    "u": "/math2/wiki/lebedev-quadrature/"
  },
  {
    "t": "EGQ4GHH127",
    "n": "Quasi-invariant measure",
    "k": "definition",
    "m": [
      "28C10",
      "28D05",
      "22D40"
    ],
    "u": "/math2/wiki/quasi-invariant-measure-definition/"
  },
  {
    "t": "EGRH1KN03C",
    "n": "Harmonic measure",
    "k": "definition",
    "m": [
      "31A15",
      "30C85"
    ],
    "u": "/math2/wiki/harmonic-measure-definition/"
  },
  {
    "t": "EGWG9RKDBQ",
    "n": "Inner measure",
    "k": "definition",
    "m": [
      "28A12"
    ],
    "u": "/math2/wiki/inner-measure-definition/"
  },
  {
    "t": "EH0CZ19RKP",
    "n": "Spectrum of an element",
    "k": "concept",
    "m": [
      "46H05",
      "47A10"
    ],
    "u": "/math2/wiki/spectrum-of-an-element/"
  },
  {
    "t": "EHA5MF9VKE",
    "n": "Markov brothers' inequality",
    "k": "statement",
    "m": [
      "41A17",
      "26C05",
      "26D05"
    ],
    "u": "/math2/wiki/markov-brothers-inequality/"
  },
  {
    "t": "EHASX3TBRQ",
    "n": "Abelian algebra",
    "k": "concept",
    "m": [
      "08A30",
      "08B10"
    ],
    "u": "/math2/wiki/abelian-algebra/"
  },
  {
    "t": "EHBQ295J3Q",
    "n": "Lipschitz class",
    "k": "concept",
    "m": [
      "41A25",
      "26A16"
    ],
    "u": "/math2/wiki/lipschitz-class/"
  },
  {
    "t": "EHDXZV05JR",
    "n": "Cohomology ring",
    "k": "definition",
    "m": [
      "55N45",
      "55N10"
    ],
    "u": "/math2/wiki/cohomology-ring-definition/"
  },
  {
    "t": "EHE26PR17K",
    "n": "Hermite normal form",
    "k": "statement",
    "m": [
      "15B36",
      "15A21",
      "11C20"
    ],
    "u": "/math2/wiki/hermite-normal-form/"
  },
  {
    "t": "EHEZM8TXHJ",
    "n": "Continuous dual space",
    "k": "definition",
    "m": [
      "46A20"
    ],
    "u": "/math2/wiki/continuous-dual-space-definition/"
  },
  {
    "t": "EHFQK1WXKS",
    "n": "Rational approximation",
    "k": "concept",
    "m": [
      "41A20",
      "41A21",
      "41A50"
    ],
    "u": "/math2/wiki/rational-approximation/"
  },
  {
    "t": "EHGECREYB4",
    "n": "Laplace transform method for convolution equations",
    "k": "concept",
    "m": [
      "45D05",
      "45E10",
      "44A10"
    ],
    "u": "/math2/wiki/laplace-transform-method-for-convolution-equations/"
  },
  {
    "t": "EHGRPCTM3J",
    "n": "Haagerup property",
    "k": "definition",
    "m": [
      "22D55",
      "20F65"
    ],
    "u": "/math2/wiki/haagerup-property-definition/"
  },
  {
    "t": "EHJ3R589ZX",
    "n": "Factorial experiment",
    "k": "concept",
    "m": [
      "62K15"
    ],
    "u": "/math2/wiki/factorial-experiment/"
  },
  {
    "t": "EHJ7D5CRZS",
    "n": "Slowly varying function",
    "k": "concept",
    "m": [
      "26A12",
      "40E05"
    ],
    "u": "/math2/wiki/slowly-varying-function/"
  },
  {
    "t": "EHW4EAWJBF",
    "n": "Multiresolution analysis",
    "k": "definition",
    "m": [
      "42C40",
      "65T60"
    ],
    "u": "/math2/wiki/multiresolution-analysis-definition/"
  },
  {
    "t": "EHWH6EF4QY",
    "n": "Logarithmically convex domain",
    "k": "concept",
    "m": [
      "32Q02",
      "32A05"
    ],
    "u": "/math2/wiki/logarithmically-convex-domain/"
  },
  {
    "t": "EHXHC4ZNPA",
    "n": "Covering relation",
    "k": "definition",
    "m": [
      "06A06"
    ],
    "u": "/math2/wiki/covering-relation-definition/"
  },
  {
    "t": "EHY450Q5CW",
    "n": "Conjugate prior",
    "k": "concept",
    "m": [
      "62F15"
    ],
    "u": "/math2/wiki/conjugate-prior/"
  },
  {
    "t": "EHY4PYSMGZ",
    "n": "Growth of algebras",
    "k": "concept",
    "m": [
      "16P90"
    ],
    "u": "/math2/wiki/growth-of-algebras/"
  },
  {
    "t": "EJ0N7F9TYQ",
    "n": "Morrey quasiconvexity",
    "k": "definition",
    "m": [
      "49J45",
      "26B25"
    ],
    "u": "/math2/wiki/morrey-quasiconvexity-definition/"
  },
  {
    "t": "EJ3W3836VZ",
    "n": "Behrens–Fisher problem",
    "k": "problem",
    "m": [
      "62F03",
      "62F25"
    ],
    "u": "/math2/wiki/behrens-fisher-problem/"
  },
  {
    "t": "EJ556BJNFM",
    "n": "Perron's formula",
    "k": "statement",
    "m": [
      "11M41",
      "11N37",
      "44A15"
    ],
    "u": "/math2/wiki/perrons-formula/"
  },
  {
    "t": "EJ8YJVM9BW",
    "n": "Finitary operation",
    "k": "concept",
    "m": [
      "08A62",
      "08A02"
    ],
    "u": "/math2/wiki/finitary-operation/"
  },
  {
    "t": "EJD3C6QW9T",
    "n": "Stein manifold",
    "k": "definition",
    "m": [
      "32Q28",
      "32E10"
    ],
    "u": "/math2/wiki/stein-manifold-definition/"
  },
  {
    "t": "EJE15QHXZN",
    "n": "Dirichlet kernel",
    "k": "definition",
    "m": [
      "42A20",
      "42A24"
    ],
    "u": "/math2/wiki/dirichlet-kernel-definition/"
  },
  {
    "t": "EJJYCPWHPA",
    "n": "Eckmann–Hilton argument",
    "k": "statement",
    "m": [
      "55Q05",
      "20M14"
    ],
    "u": "/math2/wiki/eckmann-hilton-argument/"
  },
  {
    "t": "EJNM0CV12B",
    "n": "Stieltjes transform",
    "k": "definition",
    "m": [
      "44A15",
      "30E20",
      "44A60"
    ],
    "u": "/math2/wiki/stieltjes-transform-definition/"
  },
  {
    "t": "EJNPP8RZYF",
    "n": "FK-space",
    "k": "definition",
    "m": [
      "46A45",
      "40H05"
    ],
    "u": "/math2/wiki/fk-space-definition/"
  },
  {
    "t": "EJRP0VHGQE",
    "n": "Homotopy group with coefficients",
    "k": "definition",
    "m": [
      "55Q05",
      "55Q70"
    ],
    "u": "/math2/wiki/homotopy-group-with-coefficients-definition/"
  },
  {
    "t": "EK0FJBNE1Q",
    "n": "Indecomposable continuum",
    "k": "definition",
    "m": [
      "54F15"
    ],
    "u": "/math2/wiki/indecomposable-continuum-definition/"
  },
  {
    "t": "EK0T7FRKCY",
    "n": "Jacobson density theorem",
    "k": "statement",
    "m": [
      "16D60"
    ],
    "u": "/math2/wiki/jacobson-density-theorem/"
  },
  {
    "t": "EK261G1XP9",
    "n": "Normal scheme",
    "k": "concept",
    "m": [
      "14A15",
      "13B22"
    ],
    "u": "/math2/wiki/normal-scheme/"
  },
  {
    "t": "EK58S2872F",
    "n": "Beurling–Deny formula",
    "k": "statement",
    "m": [
      "31C25",
      "60J46"
    ],
    "u": "/math2/wiki/beurling-deny-formula/"
  },
  {
    "t": "EK85VSSRMR",
    "n": "Initial and terminal objects",
    "k": "concept",
    "m": [
      "18A30",
      "18A05"
    ],
    "u": "/math2/wiki/initial-and-terminal-objects/"
  },
  {
    "t": "EKDSDN89FR",
    "n": "Polynomial interpolation",
    "k": "definition",
    "m": [
      "41A05",
      "65D05"
    ],
    "u": "/math2/wiki/polynomial-interpolation-definition/"
  },
  {
    "t": "EKEPQC0T50",
    "n": "Radical axis",
    "k": "definition",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/radical-axis-definition/"
  },
  {
    "t": "EKGEZGHYBW",
    "n": "Postnikov tower",
    "k": "concept",
    "m": [
      "55S45",
      "55P20"
    ],
    "u": "/math2/wiki/postnikov-tower/"
  },
  {
    "t": "EKJBDD07TY",
    "n": "Closed monoidal category",
    "k": "concept",
    "m": [
      "18D15",
      "18M05"
    ],
    "u": "/math2/wiki/closed-monoidal-category/"
  },
  {
    "t": "EKXQFD7EMF",
    "n": "Busemann G-space",
    "k": "concept",
    "m": [
      "53C70",
      "51F99"
    ],
    "u": "/math2/wiki/busemann-g-space/"
  },
  {
    "t": "EKZB41Y82N",
    "n": "Neyman construction",
    "k": "concept",
    "m": [
      "62F25",
      "62F03"
    ],
    "u": "/math2/wiki/neyman-construction/"
  },
  {
    "t": "EM7FHAFD3N",
    "n": "Bimodule",
    "k": "concept",
    "m": [
      "16D20"
    ],
    "u": "/math2/wiki/bimodule/"
  },
  {
    "t": "EM8MFGFAGN",
    "n": "Berlekamp's algorithm",
    "k": "concept",
    "m": [
      "11T06",
      "11Y16",
      "68W30"
    ],
    "u": "/math2/wiki/berlekamps-algorithm/"
  },
  {
    "t": "EM8Q0636YT",
    "n": "Schatten class",
    "k": "definition",
    "m": [
      "47B10",
      "47L20"
    ],
    "u": "/math2/wiki/schatten-class-definition/"
  },
  {
    "t": "EMAR4X3W8D",
    "n": "Hasse principle",
    "k": "concept",
    "m": [
      "11D09",
      "11E12",
      "11G05"
    ],
    "u": "/math2/wiki/hasse-principle/"
  },
  {
    "t": "EMCTDD3HZ1",
    "n": "Rank of an abelian group",
    "k": "concept",
    "m": [
      "20K15",
      "20K20"
    ],
    "u": "/math2/wiki/rank-of-an-abelian-group/"
  },
  {
    "t": "EMDVD4E83K",
    "n": "Parabolic maximum principle",
    "k": "statement",
    "m": [
      "35B50",
      "35K05"
    ],
    "u": "/math2/wiki/parabolic-maximum-principle/"
  },
  {
    "t": "EMGBZ46GCD",
    "n": "Cohen's independence of CH",
    "k": "statement",
    "m": [
      "03E35",
      "03E40",
      "03E50"
    ],
    "u": "/math2/wiki/cohens-independence-of-ch/"
  },
  {
    "t": "EMKFC3R1WM",
    "n": "Shallow water equations",
    "k": "definition",
    "m": [
      "76B15",
      "35Q35",
      "35Q86"
    ],
    "u": "/math2/wiki/shallow-water-equations-definition/"
  },
  {
    "t": "EMVDSQJM8S",
    "n": "Total curvature",
    "k": "definition",
    "m": [
      "53A04"
    ],
    "u": "/math2/wiki/total-curvature-definition/"
  },
  {
    "t": "EMVECB93EQ",
    "n": "Cubic reciprocity",
    "k": "statement",
    "m": [
      "11A15",
      "11R18"
    ],
    "u": "/math2/wiki/cubic-reciprocity/"
  },
  {
    "t": "EMWW6PKFSG",
    "n": "Projective geometry",
    "k": "definition",
    "m": [
      "51A05",
      "51N15"
    ],
    "u": "/math2/wiki/projective-geometry-definition/"
  },
  {
    "t": "EMXK9T0X1Q",
    "n": "Hamilton–Jacobi theory of the calculus of variations",
    "k": "definition",
    "m": [
      "49L99",
      "70H20",
      "49K05"
    ],
    "u": "/math2/wiki/hamilton-jacobi-theory-of-the-calculus-of-variations-definition/"
  },
  {
    "t": "EMYPFVX322",
    "n": "Incomplete LU factorization",
    "k": "definition",
    "m": [
      "65F08",
      "65F50",
      "65F10"
    ],
    "u": "/math2/wiki/incomplete-lu-factorization-definition/"
  },
  {
    "t": "EMZTGD63V3",
    "n": "Petersson inner product",
    "k": "concept",
    "m": [
      "11F11",
      "11F25"
    ],
    "u": "/math2/wiki/petersson-inner-product/"
  },
  {
    "t": "EN4A9MM7RP",
    "n": "Anosov flow",
    "k": "definition",
    "m": [
      "37D20",
      "37D40"
    ],
    "u": "/math2/wiki/anosov-flow-definition/"
  },
  {
    "t": "EN4DD2FAJH",
    "n": "Universal property",
    "k": "concept",
    "m": [
      "18A05",
      "18A40"
    ],
    "u": "/math2/wiki/universal-property/"
  },
  {
    "t": "ENA9XD5B77",
    "n": "Hamiltonian of an optimal control problem",
    "k": "definition",
    "m": [
      "49K15",
      "93C15"
    ],
    "u": "/math2/wiki/hamiltonian-of-an-optimal-control-problem-definition/"
  },
  {
    "t": "ENB0GT59ZC",
    "n": "Strictly singular operator",
    "k": "definition",
    "m": [
      "47B07",
      "47L20"
    ],
    "u": "/math2/wiki/strictly-singular-operator-definition/"
  },
  {
    "t": "ENH9EP5ZH5",
    "n": "Bornological space",
    "k": "definition",
    "m": [
      "46A08",
      "46A17"
    ],
    "u": "/math2/wiki/bornological-space-definition/"
  },
  {
    "t": "ENMB2J4JJ6",
    "n": "Arithmetic genus",
    "k": "definition",
    "m": [
      "14H99",
      "14C40"
    ],
    "u": "/math2/wiki/arithmetic-genus-definition/"
  },
  {
    "t": "ENTNQSXA96",
    "n": "Bochner integral",
    "k": "definition",
    "m": [
      "28B05",
      "46G10"
    ],
    "u": "/math2/wiki/bochner-integral-definition/"
  },
  {
    "t": "ENXCWPTG92",
    "n": "Siegel's theorem on meromorphic function fields",
    "k": "statement",
    "m": [
      "32J10",
      "32A20"
    ],
    "u": "/math2/wiki/siegels-theorem-on-meromorphic-function-fields/"
  },
  {
    "t": "ENYXKW76AA",
    "n": "Ruelle zeta function",
    "k": "concept",
    "m": [
      "37C30",
      "11M41"
    ],
    "u": "/math2/wiki/ruelle-zeta-function/"
  },
  {
    "t": "ENZ88T9WWQ",
    "n": "Discrete Painlevé equations",
    "k": "definition",
    "m": [
      "39A36",
      "34M55",
      "37K60"
    ],
    "u": "/math2/wiki/discrete-painleve-equations-definition/"
  },
  {
    "t": "ENZF7KF1TC",
    "n": "Bézier curve",
    "k": "definition",
    "m": [
      "65D17",
      "68U07",
      "41A10"
    ],
    "u": "/math2/wiki/bezier-curve-definition/"
  },
  {
    "t": "EP681WKN00",
    "n": "Jacobi amplitude",
    "k": "definition",
    "m": [
      "33E05"
    ],
    "u": "/math2/wiki/jacobi-amplitude-definition/"
  },
  {
    "t": "EP9VPZ0S6G",
    "n": "Exponential family",
    "k": "concept",
    "m": [
      "62B05",
      "60E05"
    ],
    "u": "/math2/wiki/exponential-family/"
  },
  {
    "t": "EPAAKD80H9",
    "n": "Homotopy type theory",
    "k": "concept",
    "m": [
      "03B38",
      "55U35",
      "03F55"
    ],
    "u": "/math2/wiki/homotopy-type-theory/"
  },
  {
    "t": "EPAZPBPFF9",
    "n": "Simplicial set",
    "k": "definition",
    "m": [
      "18N50",
      "55U10"
    ],
    "u": "/math2/wiki/simplicial-set-definition/"
  },
  {
    "t": "EPBND51CR5",
    "n": "Total variation of a measure",
    "k": "concept",
    "m": [
      "28A10",
      "28A33"
    ],
    "u": "/math2/wiki/total-variation-of-a-measure/"
  },
  {
    "t": "EPG6JPVJE7",
    "n": "Unilateral Z-transform",
    "k": "concept",
    "m": [
      "44A55",
      "39A06"
    ],
    "u": "/math2/wiki/unilateral-z-transform/"
  },
  {
    "t": "EPM2HKGMZS",
    "n": "Complete intersection ring",
    "k": "concept",
    "m": [
      "13H10",
      "14M10",
      "13C40"
    ],
    "u": "/math2/wiki/complete-intersection-ring/"
  },
  {
    "t": "EPN6C0X93V",
    "n": "Symplectic capacity",
    "k": "definition",
    "m": [
      "53D35"
    ],
    "u": "/math2/wiki/symplectic-capacity-definition/"
  },
  {
    "t": "EPPR3DAFP6",
    "n": "Noncommutative Gröbner basis",
    "k": "concept",
    "m": [
      "16Z10",
      "16S15"
    ],
    "u": "/math2/wiki/noncommutative-grobner-basis/"
  },
  {
    "t": "EPS9JT55MV",
    "n": "Restriction of a measure",
    "k": "concept",
    "m": [
      "28A12"
    ],
    "u": "/math2/wiki/restriction-of-a-measure/"
  },
  {
    "t": "EPWB2JEXPE",
    "n": "Unit distance problem",
    "k": "problem",
    "m": [
      "52C10",
      "05C62"
    ],
    "u": "/math2/wiki/unit-distance-problem/"
  },
  {
    "t": "EPXNCSP2MN",
    "n": "Mountain pass theorem",
    "k": "statement",
    "m": [
      "58E05",
      "35J20",
      "47J30"
    ],
    "u": "/math2/wiki/mountain-pass-theorem/"
  },
  {
    "t": "EPZR6H2WJN",
    "n": "Schrödinger equation",
    "k": "concept",
    "m": [
      "35Q41",
      "81Q05",
      "35Q40"
    ],
    "u": "/math2/wiki/schrodinger-equation/"
  },
  {
    "t": "EQ055QMACW",
    "n": "Submartingale",
    "k": "definition",
    "m": [
      "60G42",
      "60G44"
    ],
    "u": "/math2/wiki/submartingale-definition/"
  },
  {
    "t": "EQ23YX9CFG",
    "n": "Superharmonic potential",
    "k": "definition",
    "m": [
      "31B05",
      "31B15"
    ],
    "u": "/math2/wiki/superharmonic-potential-definition/"
  },
  {
    "t": "EQ4QB1QW60",
    "n": "Dawson function",
    "k": "concept",
    "m": [
      "33B20"
    ],
    "u": "/math2/wiki/dawson-function/"
  },
  {
    "t": "EQ5JSYGWG2",
    "n": "Helicoid",
    "k": "example",
    "m": [
      "53A10"
    ],
    "u": "/math2/wiki/helicoid/"
  },
  {
    "t": "EQ6A3ZN48K",
    "n": "Gauss sum",
    "k": "concept",
    "m": [
      "11T24",
      "11L05"
    ],
    "u": "/math2/wiki/gauss-sum/"
  },
  {
    "t": "EQ7R998DYJ",
    "n": "Congruence subgroup",
    "k": "definition",
    "m": [
      "11F06",
      "20H05"
    ],
    "u": "/math2/wiki/congruence-subgroup-definition/"
  },
  {
    "t": "EQB39X4HGB",
    "n": "Slice-ribbon conjecture",
    "k": "conjecture",
    "m": [
      "57K10",
      "57K40"
    ],
    "u": "/math2/wiki/slice-ribbon-conjecture/"
  },
  {
    "t": "EQBC3P901V",
    "n": "Heisenberg inequality for the Fourier transform",
    "k": "statement",
    "m": [
      "42A38",
      "81S07"
    ],
    "u": "/math2/wiki/heisenberg-inequality-for-the-fourier-transform/"
  },
  {
    "t": "EQDDVAKSVE",
    "n": "Manifold with corners",
    "k": "definition",
    "m": [
      "58A05",
      "57R99"
    ],
    "u": "/math2/wiki/manifold-with-corners-definition/"
  },
  {
    "t": "EQDEXBWGJH",
    "n": "Abelian extension",
    "k": "concept",
    "m": [
      "12F10",
      "11R20"
    ],
    "u": "/math2/wiki/abelian-extension/"
  },
  {
    "t": "EQG2K8ZFM4",
    "n": "Choi's theorem on completely positive maps",
    "k": "statement",
    "m": [
      "46L07",
      "15B48",
      "81P47"
    ],
    "u": "/math2/wiki/chois-theorem-on-completely-positive-maps/"
  },
  {
    "t": "EQHPSKC5SY",
    "n": "Cartan's uniqueness theorem",
    "k": "statement",
    "m": [
      "32H02",
      "32M18"
    ],
    "u": "/math2/wiki/cartans-uniqueness-theorem/"
  },
  {
    "t": "EQSFAA5D1M",
    "n": "Integral functional with a Lagrangian density",
    "k": "definition",
    "m": [
      "49J10",
      "49K10",
      "49K05"
    ],
    "u": "/math2/wiki/integral-functional-with-a-lagrangian-density-definition/"
  },
  {
    "t": "EQSHJPE7H8",
    "n": "Quasi-projective variety",
    "k": "concept",
    "m": [
      "14A10",
      "14N05"
    ],
    "u": "/math2/wiki/quasi-projective-variety/"
  },
  {
    "t": "EQVVDS0ZQT",
    "n": "Mapping cylinder",
    "k": "concept",
    "m": [
      "55P05",
      "54B17"
    ],
    "u": "/math2/wiki/mapping-cylinder/"
  },
  {
    "t": "EQYDBQHY5B",
    "n": "Morphism of schemes",
    "k": "definition",
    "m": [
      "14A15"
    ],
    "u": "/math2/wiki/morphism-of-schemes-definition/"
  },
  {
    "t": "ERFZ6S8X0X",
    "n": "Associated prime",
    "k": "concept",
    "m": [
      "13C05",
      "13A15"
    ],
    "u": "/math2/wiki/associated-prime/"
  },
  {
    "t": "ERHGXV009H",
    "n": "Total variation",
    "k": "definition",
    "m": [
      "26A45"
    ],
    "u": "/math2/wiki/total-variation-definition/"
  },
  {
    "t": "ERP5737VZ1",
    "n": "Convolution on the line",
    "k": "concept",
    "m": [
      "44A35",
      "42A85"
    ],
    "u": "/math2/wiki/convolution-on-the-line/"
  },
  {
    "t": "ERSD8D4HWX",
    "n": "Morse lemma",
    "k": "statement",
    "m": [
      "57R70",
      "58K05"
    ],
    "u": "/math2/wiki/morse-lemma/"
  },
  {
    "t": "ERTAM0SFVB",
    "n": "Normal function",
    "k": "concept",
    "m": [
      "03E10"
    ],
    "u": "/math2/wiki/normal-function/"
  },
  {
    "t": "ERTRZPKA1Q",
    "n": "Lattice homomorphism",
    "k": "definition",
    "m": [
      "06B05"
    ],
    "u": "/math2/wiki/lattice-homomorphism-definition/"
  },
  {
    "t": "ERVV6RWNNX",
    "n": "Model complete theory",
    "k": "definition",
    "m": [
      "03C10"
    ],
    "u": "/math2/wiki/model-complete-theory-definition/"
  },
  {
    "t": "ERXF29KNPC",
    "n": "Hodges–Lehmann estimator",
    "k": "definition",
    "m": [
      "62G05",
      "62G35"
    ],
    "u": "/math2/wiki/hodges-lehmann-estimator-definition/"
  },
  {
    "t": "ES08X651A3",
    "n": "Irreducible analytic germ",
    "k": "definition",
    "m": [
      "32B10",
      "32B05"
    ],
    "u": "/math2/wiki/irreducible-analytic-germ-definition/"
  },
  {
    "t": "ES34ZH23RS",
    "n": "Order theory",
    "k": "concept",
    "m": [
      "06A06",
      "06B05"
    ],
    "u": "/math2/wiki/order-theory/"
  },
  {
    "t": "ES4MC30ZES",
    "n": "Missing data mechanisms",
    "k": "concept",
    "m": [
      "62D10"
    ],
    "u": "/math2/wiki/missing-data-mechanisms/"
  },
  {
    "t": "ES6P7WHJG9",
    "n": "Trivial variety",
    "k": "example",
    "m": [
      "08B15"
    ],
    "u": "/math2/wiki/trivial-variety/"
  },
  {
    "t": "ES9XR9CQ3D",
    "n": "Relatively complemented lattice",
    "k": "concept",
    "m": [
      "06C15",
      "06B05"
    ],
    "u": "/math2/wiki/relatively-complemented-lattice/"
  },
  {
    "t": "ES9YATDWA3",
    "n": "Algebra over an operad",
    "k": "concept",
    "m": [
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      "18M75",
      "55P48"
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    "u": "/math2/wiki/algebra-over-an-operad/"
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    "t": "ESBGJHPEDT",
    "n": "Nakano positivity",
    "k": "definition",
    "m": [
      "32L05",
      "32L20",
      "53C55"
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    "u": "/math2/wiki/nakano-positivity-definition/"
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  {
    "t": "ESGEHKPD60",
    "n": "Gauss–Bonnet theorem",
    "k": "statement",
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      "53C45",
      "57M50"
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    "u": "/math2/wiki/gauss-bonnet-theorem/"
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    "t": "ESPDZT91QP",
    "n": "Young's lattice",
    "k": "example",
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      "05A17",
      "05E10"
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    "u": "/math2/wiki/youngs-lattice/"
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    "t": "ESPG0BJERZ",
    "n": "Regular scheme",
    "k": "concept",
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    "u": "/math2/wiki/regular-scheme/"
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  {
    "t": "ESQCJ06KZD",
    "n": "Kruskal–Wallis test",
    "k": "definition",
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    "u": "/math2/wiki/kruskal-wallis-test-definition/"
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    "t": "ESRDNKF6WJ",
    "n": "Smash product",
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    "u": "/math2/wiki/smash-product-definition/"
  },
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    "t": "ESVYD9CZ8C",
    "n": "Intuitionistic type theory",
    "k": "concept",
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    ],
    "u": "/math2/wiki/intuitionistic-type-theory/"
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  {
    "t": "ESWC2PXNZX",
    "n": "Hypergeometric function",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/hypergeometric-function-definition/"
  },
  {
    "t": "ESWE8Y3JD4",
    "n": "Verlet integration",
    "k": "statement",
    "m": [
      "65L06",
      "65P10",
      "70-08"
    ],
    "u": "/math2/wiki/verlet-integration/"
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  {
    "t": "ESX3ERNP4G",
    "n": "Geometric invariant theory",
    "k": "definition",
    "m": [
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    ],
    "u": "/math2/wiki/geometric-invariant-theory-definition/"
  },
  {
    "t": "ESYKDNZF8E",
    "n": "Stone algebra",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/stone-algebra/"
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  {
    "t": "ET1HPME8VV",
    "n": "Hilbert system",
    "k": "definition",
    "m": [
      "03B05",
      "03F03"
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    "u": "/math2/wiki/hilbert-system-definition/"
  },
  {
    "t": "ET5G9CT0RC",
    "n": "Polytope",
    "k": "definition",
    "m": [
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      "52B05"
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    "u": "/math2/wiki/polytope-definition/"
  },
  {
    "t": "ET71R6CSAZ",
    "n": "Amenable Banach algebra",
    "k": "definition",
    "m": [
      "46H20",
      "43A07"
    ],
    "u": "/math2/wiki/amenable-banach-algebra-definition/"
  },
  {
    "t": "ET73YH2T29",
    "n": "Loop-erased random walk",
    "k": "concept",
    "m": [
      "60G50",
      "82B41",
      "05C81"
    ],
    "u": "/math2/wiki/loop-erased-random-walk/"
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  {
    "t": "ET9QA03J3F",
    "n": "Pontryagin dual",
    "k": "definition",
    "m": [
      "43A40",
      "22B05"
    ],
    "u": "/math2/wiki/pontryagin-dual-definition/"
  },
  {
    "t": "ETCE287E2R",
    "n": "Upper set",
    "k": "concept",
    "m": [
      "06A06"
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    "u": "/math2/wiki/upper-set/"
  },
  {
    "t": "ETCVR65W3M",
    "n": "Paraconsistent logic",
    "k": "definition",
    "m": [
      "03B53"
    ],
    "u": "/math2/wiki/paraconsistent-logic-definition/"
  },
  {
    "t": "ETDW4AK1W1",
    "n": "Lindelöf space",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/lindelof-space-definition/"
  },
  {
    "t": "ETH7FW1KKA",
    "n": "Resolutivity of boundary functions",
    "k": "definition",
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      "31B20",
      "31A25",
      "31B05"
    ],
    "u": "/math2/wiki/resolutivity-of-boundary-functions-definition/"
  },
  {
    "t": "ETJ4WRXC41",
    "n": "Brauer character",
    "k": "definition",
    "m": [
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    ],
    "u": "/math2/wiki/brauer-character-definition/"
  },
  {
    "t": "ETMAPNQY7T",
    "n": "Szemerédi regularity lemma",
    "k": "statement",
    "m": [
      "05C35",
      "05D99"
    ],
    "u": "/math2/wiki/szemeredi-regularity-lemma/"
  },
  {
    "t": "ETNDTECY97",
    "n": "Schur orthogonality for compact groups",
    "k": "statement",
    "m": [
      "22C05",
      "43A77",
      "22D10"
    ],
    "u": "/math2/wiki/schur-orthogonality-for-compact-groups/"
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  {
    "t": "ETQ87X5CWS",
    "n": "Jacobi sum",
    "k": "definition",
    "m": [
      "11T24",
      "11L05"
    ],
    "u": "/math2/wiki/jacobi-sum-definition/"
  },
  {
    "t": "ETRF2FHAEE",
    "n": "Gromov–Hausdorff space",
    "k": "object",
    "m": [
      "53C23",
      "54E35"
    ],
    "u": "/math2/wiki/gromov-hausdorff-space/"
  },
  {
    "t": "ETSXVDDCYK",
    "n": "Canonical module",
    "k": "definition",
    "m": [
      "13H10",
      "13C14",
      "13D45"
    ],
    "u": "/math2/wiki/canonical-module-definition/"
  },
  {
    "t": "EV25PMXVQT",
    "n": "Hankel transform",
    "k": "definition",
    "m": [
      "44A20",
      "33C10",
      "42B10"
    ],
    "u": "/math2/wiki/hankel-transform-definition/"
  },
  {
    "t": "EV6ZDQ0NDY",
    "n": "Exponential integral",
    "k": "concept",
    "m": [
      "33B20",
      "33E20"
    ],
    "u": "/math2/wiki/exponential-integral/"
  },
  {
    "t": "EV7HZCHQ5V",
    "n": "Mixed model",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/mixed-model-definition/"
  },
  {
    "t": "EVB1XHQTJR",
    "n": "Local coefficient system",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/local-coefficient-system-definition/"
  },
  {
    "t": "EVF180QJXY",
    "n": "C0-semigroup",
    "k": "concept",
    "m": [
      "47D06",
      "34G10"
    ],
    "u": "/math2/wiki/c0-semigroup/"
  },
  {
    "t": "EVHCE5VR6Y",
    "n": "Compact group",
    "k": "concept",
    "m": [
      "22C05"
    ],
    "u": "/math2/wiki/compact-group/"
  },
  {
    "t": "EVPS59M8X4",
    "n": "Separably closed field",
    "k": "definition",
    "m": [
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    ],
    "u": "/math2/wiki/separably-closed-field-definition/"
  },
  {
    "t": "EVPZ7ZG1HB",
    "n": "Ring of convergent power series",
    "k": "concept",
    "m": [
      "32B05",
      "13J07",
      "32A05"
    ],
    "u": "/math2/wiki/ring-of-convergent-power-series/"
  },
  {
    "t": "EVS4JPEE45",
    "n": "Fourier integral operator",
    "k": "concept",
    "m": [
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      "58J40"
    ],
    "u": "/math2/wiki/fourier-integral-operator/"
  },
  {
    "t": "EVXCN06FW3",
    "n": "Crystalline cohomology",
    "k": "concept",
    "m": [
      "14F30",
      "14G17"
    ],
    "u": "/math2/wiki/crystalline-cohomology/"
  },
  {
    "t": "EVXPTK4P0J",
    "n": "Weak operator topology",
    "k": "definition",
    "m": [
      "47L05",
      "46L10",
      "46A03"
    ],
    "u": "/math2/wiki/weak-operator-topology-definition/"
  },
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    "t": "EW56H41PKJ",
    "n": "Eilenberg swindle",
    "k": "definition",
    "m": [
      "16D40",
      "16E20",
      "19A13"
    ],
    "u": "/math2/wiki/eilenberg-swindle-definition/"
  },
  {
    "t": "EWFW0P9KKC",
    "n": "Entropy solution",
    "k": "definition",
    "m": [
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    ],
    "u": "/math2/wiki/entropy-solution-definition/"
  },
  {
    "t": "EWFWTSVY0B",
    "n": "Symbolic dynamics",
    "k": "concept",
    "m": [
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    ],
    "u": "/math2/wiki/symbolic-dynamics/"
  },
  {
    "t": "EWJK7NY6ZB",
    "n": "Duistermaat–Heckman formula",
    "k": "statement",
    "m": [
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      "55N91"
    ],
    "u": "/math2/wiki/duistermaat-heckman-formula/"
  },
  {
    "t": "EWS4WFTA7W",
    "n": "Plane curve",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/plane-curve/"
  },
  {
    "t": "EWV5KVK4GY",
    "n": "Macdonald polynomial",
    "k": "definition",
    "m": [
      "05E05",
      "33D52"
    ],
    "u": "/math2/wiki/macdonald-polynomial-definition/"
  },
  {
    "t": "EWVATW6EYZ",
    "n": "Transversality",
    "k": "definition",
    "m": [
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      "57N75"
    ],
    "u": "/math2/wiki/transversality-definition/"
  },
  {
    "t": "EWVVH3EKMR",
    "n": "Renewal equation",
    "k": "example",
    "m": [
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      "60K05"
    ],
    "u": "/math2/wiki/renewal-equation/"
  },
  {
    "t": "EWWP84BGSC",
    "n": "Brown–McCoy radical",
    "k": "concept",
    "m": [
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    ],
    "u": "/math2/wiki/brown-mccoy-radical/"
  },
  {
    "t": "EWZ1G10MAY",
    "n": "Kodaira–Spencer map",
    "k": "concept",
    "m": [
      "32G05",
      "14D15"
    ],
    "u": "/math2/wiki/kodaira-spencer-map/"
  },
  {
    "t": "EX34J8PP61",
    "n": "Brauer group",
    "k": "definition",
    "m": [
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      "12G05"
    ],
    "u": "/math2/wiki/brauer-group-definition/"
  },
  {
    "t": "EX382NQTGP",
    "n": "Enumerative combinatorics",
    "k": "concept",
    "m": [
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      "05A16",
      "05A99"
    ],
    "u": "/math2/wiki/enumerative-combinatorics/"
  },
  {
    "t": "EX6YSYN7B4",
    "n": "Lefschetz hyperplane theorem",
    "k": "statement",
    "m": [
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      "14C30",
      "14F25"
    ],
    "u": "/math2/wiki/lefschetz-hyperplane-theorem/"
  },
  {
    "t": "EX7N9D1YCD",
    "n": "Krull dimension of a poset",
    "k": "concept",
    "m": [
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      "13C15"
    ],
    "u": "/math2/wiki/krull-dimension-of-a-poset/"
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    "t": "EX9NCDFYC7",
    "n": "Lattice of clones",
    "k": "concept",
    "m": [
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      "06B23"
    ],
    "u": "/math2/wiki/lattice-of-clones/"
  },
  {
    "t": "EX9YYRMAJA",
    "n": "Radiative transfer equation",
    "k": "example",
    "m": [
      "85A25",
      "45K05",
      "35Q49"
    ],
    "u": "/math2/wiki/radiative-transfer-equation/"
  },
  {
    "t": "EXD1197NPH",
    "n": "Geometric morphism",
    "k": "definition",
    "m": [
      "18F10",
      "18B25"
    ],
    "u": "/math2/wiki/geometric-morphism-definition/"
  },
  {
    "t": "EXHJHA1TBK",
    "n": "Quillen equivalence",
    "k": "definition",
    "m": [
      "18N40",
      "55U35"
    ],
    "u": "/math2/wiki/quillen-equivalence-definition/"
  },
  {
    "t": "EXJAXVXW51",
    "n": "Zariski topology",
    "k": "definition",
    "m": [
      "14A05",
      "13A15"
    ],
    "u": "/math2/wiki/zariski-topology-definition/"
  },
  {
    "t": "EXKGG9X6J0",
    "n": "Smooth morphism",
    "k": "concept",
    "m": [
      "14A15",
      "14B25"
    ],
    "u": "/math2/wiki/smooth-morphism/"
  },
  {
    "t": "EXPS8MH5S2",
    "n": "De Rham cohomology of varieties",
    "k": "definition",
    "m": [
      "14F40",
      "14F10"
    ],
    "u": "/math2/wiki/de-rham-cohomology-of-varieties-definition/"
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  {
    "t": "EXZA8ZA8P6",
    "n": "Lyusternik–Fet theorem",
    "k": "statement",
    "m": [
      "58E10",
      "53C22"
    ],
    "u": "/math2/wiki/lyusternik-fet-theorem/"
  },
  {
    "t": "EXZHFNRMV8",
    "n": "Non-uniform discrete Fourier transform",
    "k": "definition",
    "m": [
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      "65T40"
    ],
    "u": "/math2/wiki/non-uniform-discrete-fourier-transform-definition/"
  },
  {
    "t": "EY0X2NKA3S",
    "n": "Tensor product of Hilbert spaces",
    "k": "concept",
    "m": [
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      "46C05"
    ],
    "u": "/math2/wiki/tensor-product-of-hilbert-spaces/"
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    "t": "EY18HD35RG",
    "n": "Charlier polynomials",
    "k": "definition",
    "m": [
      "33C45",
      "42C05"
    ],
    "u": "/math2/wiki/charlier-polynomials-definition/"
  },
  {
    "t": "EY2W34JZA4",
    "n": "Non-wandering set",
    "k": "concept",
    "m": [
      "37B20"
    ],
    "u": "/math2/wiki/non-wandering-set/"
  },
  {
    "t": "EY362KR0KB",
    "n": "Differential-algebraic system of equations",
    "k": "concept",
    "m": [
      "34A09",
      "65L80"
    ],
    "u": "/math2/wiki/differential-algebraic-system-of-equations/"
  },
  {
    "t": "EY75YD988Z",
    "n": "Convolution integral equation",
    "k": "concept",
    "m": [
      "45E10",
      "44A35"
    ],
    "u": "/math2/wiki/convolution-integral-equation/"
  },
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    "t": "EYA944RVSY",
    "n": "Born series",
    "k": "definition",
    "m": [
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      "45B05"
    ],
    "u": "/math2/wiki/born-series-definition/"
  },
  {
    "t": "EYDGR9D2Y9",
    "n": "Euler–Boole summation",
    "k": "definition",
    "m": [
      "65B15",
      "11B68",
      "40A25"
    ],
    "u": "/math2/wiki/euler-boole-summation-definition/"
  },
  {
    "t": "EYF0H8AP91",
    "n": "Comparison principle",
    "k": "statement",
    "m": [
      "35B51",
      "35B50",
      "35J15"
    ],
    "u": "/math2/wiki/comparison-principle/"
  },
  {
    "t": "EYG946BY5G",
    "n": "Steinhaus theorem",
    "k": "statement",
    "m": [
      "28A75",
      "22A10"
    ],
    "u": "/math2/wiki/steinhaus-theorem/"
  },
  {
    "t": "EYMHCPTZ8T",
    "n": "Dehn invariant",
    "k": "definition",
    "m": [
      "52B45",
      "51M20"
    ],
    "u": "/math2/wiki/dehn-invariant-definition/"
  },
  {
    "t": "EYMQ82Z8XJ",
    "n": "Positive harmonic function",
    "k": "concept",
    "m": [
      "31B05",
      "31A05"
    ],
    "u": "/math2/wiki/positive-harmonic-function/"
  },
  {
    "t": "EYREVY31BN",
    "n": "Eisenstein series",
    "k": "concept",
    "m": [
      "11F11"
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    "u": "/math2/wiki/eisenstein-series/"
  },
  {
    "t": "EYXG11V76E",
    "n": "Cauchy formula for repeated integration",
    "k": "statement",
    "m": [
      "26A42",
      "26A33"
    ],
    "u": "/math2/wiki/cauchy-formula-for-repeated-integration/"
  },
  {
    "t": "EYXNKYMJJH",
    "n": "Lidskii's trace formula for integral operators",
    "k": "statement",
    "m": [
      "45C05",
      "47B10",
      "47G10"
    ],
    "u": "/math2/wiki/lidskiis-trace-formula-for-integral-operators/"
  },
  {
    "t": "EZ21NHHAKG",
    "n": "Varieties as categories of algebras over a monad",
    "k": "statement",
    "m": [
      "18C05",
      "18C15",
      "08C05"
    ],
    "u": "/math2/wiki/varieties-as-categories-of-algebras-over-a-monad/"
  },
  {
    "t": "EZ24HDESPB",
    "n": "Attractor",
    "k": "definition",
    "m": [
      "37C70",
      "37G35",
      "37B25"
    ],
    "u": "/math2/wiki/attractor-definition/"
  },
  {
    "t": "EZ596QFCKY",
    "n": "Multidimensional scaling",
    "k": "concept",
    "m": [
      "62H25",
      "62H30"
    ],
    "u": "/math2/wiki/multidimensional-scaling/"
  },
  {
    "t": "EZ8NBZ8D0E",
    "n": "Optimal control",
    "k": "definition",
    "m": [
      "49J15",
      "49K15",
      "93C15"
    ],
    "u": "/math2/wiki/optimal-control-definition/"
  },
  {
    "t": "EZ8NCHN7SJ",
    "n": "Skolem normal form",
    "k": "definition",
    "m": [
      "03B10"
    ],
    "u": "/math2/wiki/skolem-normal-form-definition/"
  },
  {
    "t": "EZGTEK3HQN",
    "n": "Weyl group of a compact Lie group",
    "k": "concept",
    "m": [
      "22E15",
      "22C05"
    ],
    "u": "/math2/wiki/weyl-group-of-a-compact-lie-group/"
  },
  {
    "t": "EZQFWKF03Q",
    "n": "Koebe function",
    "k": "example",
    "m": [
      "30C45",
      "30C55"
    ],
    "u": "/math2/wiki/koebe-function/"
  },
  {
    "t": "EZSWDV6ZZQ",
    "n": "Noncommutative Gröbner basis",
    "k": "definition",
    "m": [
      "16Z10",
      "16S15"
    ],
    "u": "/math2/wiki/noncommutative-grobner-basis-definition/"
  },
  {
    "t": "EZVN87C88J",
    "n": "Field homomorphism",
    "k": "concept",
    "m": [
      "12F05",
      "12E99"
    ],
    "u": "/math2/wiki/field-homomorphism/"
  },
  {
    "t": "EZXPY4A19C",
    "n": "Abel summation",
    "k": "concept",
    "m": [
      "40G10"
    ],
    "u": "/math2/wiki/abel-summation/"
  },
  {
    "t": "EZYHSE1E8P",
    "n": "Steenrod reduced power",
    "k": "concept",
    "m": [
      "55S10",
      "55S05"
    ],
    "u": "/math2/wiki/steenrod-reduced-power/"
  },
  {
    "t": "F0047A6GDG",
    "n": "Viscosity solution",
    "k": "definition",
    "m": [
      "35D40",
      "35F21"
    ],
    "u": "/math2/wiki/viscosity-solution-definition/"
  },
  {
    "t": "F01D990B61",
    "n": "Simple homotopy equivalence",
    "k": "definition",
    "m": [
      "57Q10",
      "55P10"
    ],
    "u": "/math2/wiki/simple-homotopy-equivalence-definition/"
  },
  {
    "t": "F02PJ2ZK9X",
    "n": "Sperner property",
    "k": "concept",
    "m": [
      "06A07",
      "05D05"
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    "n": "Bernstein's inequality for polynomials",
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    "u": "/math2/wiki/bernsteins-inequality-for-polynomials/"
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    "n": "Walsh function",
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    "n": "Nonlinear Volterra equation",
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    "n": "Pseudospectrum",
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    "n": "Chern–Simons theory",
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    "n": "Semiorder",
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    "t": "F2CMPBHQ02",
    "n": "Acyclic object",
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    "n": "Forcing",
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    "n": "Harish-Chandra character",
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    "n": "Hartman–Wintner theorem",
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    "t": "F2W20ZNWC7",
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    "n": "Quantum unique ergodicity conjecture",
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    "n": "Banach bundle",
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    "m": [
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    "u": "/math2/wiki/banach-bundle/"
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    "u": "/math2/wiki/mckean-singer-formula/"
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    "n": "Subanalytic set",
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    "n": "Dixmier conjecture",
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    "u": "/math2/wiki/dixmier-conjecture/"
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    "n": "Gross–Pitaevskii equation",
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    "n": "Dini test",
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    "n": "Hörmander–Mikhlin multiplier theorem",
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    "m": [
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    "u": "/math2/wiki/hormander-mikhlin-multiplier-theorem/"
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    "n": "Asymptotics of Bessel functions",
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    "n": "Quasi-measure-preserving map",
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    "n": "Dynamic programming in continuous time",
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    "n": "Siegel disc",
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    "m": [
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    "n": "Pólya's conjecture on Laplacian eigenvalues",
    "k": "conjecture",
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    "u": "/math2/wiki/polyas-conjecture-on-laplacian-eigenvalues/"
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    "n": "Log-rank test",
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    "n": "Sine-Gordon equation",
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    "m": [
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    "u": "/math2/wiki/sine-gordon-equation-definition/"
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    "t": "F6M8ME0DQR",
    "n": "Bloch space",
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    "u": "/math2/wiki/bloch-space/"
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    "n": "Filter limit",
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    "u": "/math2/wiki/filter-limit/"
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    "n": "Adic space",
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    "u": "/math2/wiki/adic-space/"
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    "n": "Cauchy's exponential equation",
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    "n": "Dodgson condensation",
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    "n": "Minkowski–Bouligand dimension",
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    "n": "Adaptive step size",
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    "n": "Cauchy–Davenport theorem",
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    "n": "State on a C*-algebra",
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    "n": "Join and meet",
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    "n": "Mathematical formulation of quantum mechanics",
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    "n": "Autoregressive–moving-average model",
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    "n": "Borel–Carathéodory theorem",
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    "n": "Problem of Apollonius",
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    "n": "Darboux integral",
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    "n": "Finiteness of the class number",
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    "n": "Yoneda embedding",
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    "n": "Weak mixing",
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    "n": "Classification of Fatou components",
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    "n": "Compactness of the spectrum",
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    "t": "FA8QE1SGP4",
    "n": "Principal curvature",
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    "u": "/math2/wiki/principal-curvature/"
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    "t": "FABJSZ9D3S",
    "n": "Dido's problem",
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      "52A40",
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    "u": "/math2/wiki/didos-problem/"
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    "t": "FAGMBTRN7Z",
    "n": "Bidual and canonical embedding",
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    "t": "FAHERE12SH",
    "n": "f-ring",
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    "u": "/math2/wiki/f-ring-definition/"
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    "t": "FAMZ5Z5JK4",
    "n": "Besov space",
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    "u": "/math2/wiki/besov-space-definition/"
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    "t": "FANW5G7YZC",
    "n": "Square-integrable kernel",
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    "n": "Stone algebra",
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    "t": "FAQ9CH2Z76",
    "n": "Hamilton's principle",
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    "u": "/math2/wiki/hamiltons-principle/"
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    "n": "Fourier analysis",
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    "t": "FB45BHHA2J",
    "n": "Spectrum of a ring",
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    "t": "FB692YN0BZ",
    "n": "Bayes risk is at most minimax risk",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/bayes-risk-is-at-most-minimax-risk/"
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    "t": "FB6J5WAT5V",
    "n": "Cubic formula",
    "k": "statement",
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    "t": "FB79N7AHZA",
    "n": "Integers modulo n form a cyclic group",
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    "t": "FBERT0KQXN",
    "n": "Whitney decomposition",
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      "28A75"
    ],
    "u": "/math2/wiki/whitney-decomposition/"
  },
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    "t": "FBFFS10WGS",
    "n": "Chern–Weil homomorphism",
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    "u": "/math2/wiki/chern-weil-homomorphism-definition/"
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    "n": "Complete category",
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    "t": "FBH6KG484Z",
    "n": "Carleson's theorem",
    "k": "statement",
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      "42B25"
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    "u": "/math2/wiki/carlesons-theorem/"
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    "t": "FBJ4JCP5SR",
    "n": "Godunov's scheme",
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    "t": "FBTWQEMTPS",
    "n": "Contact structure on a jet bundle",
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    "n": "Seifert–Weber space",
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    "u": "/math2/wiki/seifert-weber-space/"
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    "n": "Polynomial operation",
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    "m": [
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    "u": "/math2/wiki/polynomial-operation-definition/"
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    "n": "Gabriel's theorem",
    "k": "statement",
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    "u": "/math2/wiki/gabriels-theorem/"
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    "n": "Reflective subcategory",
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    "n": "Sampling distribution",
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    "n": "Vitali covering lemma",
    "k": "statement",
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      "28A15"
    ],
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  {
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    "n": "Nikodym convergence theorem",
    "k": "statement",
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      "28A33",
      "28A10"
    ],
    "u": "/math2/wiki/nikodym-convergence-theorem/"
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    "t": "FCGHXDGVV9",
    "n": "Henstock–Kurzweil integral",
    "k": "concept",
    "m": [
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    "n": "Wigner distribution function",
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    "u": "/math2/wiki/wigner-distribution-function/"
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    "n": "Convolution on the half-line",
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    "n": "Primary obstruction",
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    "m": [
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  {
    "t": "FCNQP0A60D",
    "n": "Quasi-invariant measure",
    "k": "concept",
    "m": [
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      "28D05",
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    ],
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    "t": "FCSBB1HAHH",
    "n": "Support function",
    "k": "definition",
    "m": [
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  },
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    "t": "FCTRS2SS16",
    "n": "Nested radical",
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    "m": [
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      "26A18"
    ],
    "u": "/math2/wiki/nested-radical/"
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    "t": "FD3T25A1DX",
    "n": "Local property",
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    "u": "/math2/wiki/local-property-definition/"
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    "t": "FD7H5AM1R7",
    "n": "Differential-algebraic system of equations",
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    "n": "Dirichlet space",
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    "u": "/math2/wiki/dirichlet-space-definition/"
  },
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    "t": "FDARANFQ0B",
    "n": "Biholomorphism",
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    "m": [
      "32H02"
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    "u": "/math2/wiki/biholomorphism-definition/"
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    "n": "Noether theorems for singular integral equations",
    "k": "statement",
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    "u": "/math2/wiki/noether-theorems-for-singular-integral-equations/"
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    "t": "FDF5C62DBD",
    "n": "Iterated kernel",
    "k": "definition",
    "m": [
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      "45P05"
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    "u": "/math2/wiki/iterated-kernel-definition/"
  },
  {
    "t": "FDFYCM3YYC",
    "n": "Kan complex",
    "k": "concept",
    "m": [
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    ],
    "u": "/math2/wiki/kan-complex/"
  },
  {
    "t": "FDVAHRJKF3",
    "n": "Locally connected space",
    "k": "concept",
    "m": [
      "54D05"
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    "u": "/math2/wiki/locally-connected-space/"
  },
  {
    "t": "FDWY67RFRT",
    "n": "Dynamical billiards",
    "k": "definition",
    "m": [
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      "37D40"
    ],
    "u": "/math2/wiki/dynamical-billiards-definition/"
  },
  {
    "t": "FE1VTGF349",
    "n": "Kontsevich integral",
    "k": "definition",
    "m": [
      "57K16"
    ],
    "u": "/math2/wiki/kontsevich-integral-definition/"
  },
  {
    "t": "FE1ZZJ8QW2",
    "n": "Multiple integral",
    "k": "concept",
    "m": [
      "26B15"
    ],
    "u": "/math2/wiki/multiple-integral/"
  },
  {
    "t": "FE83QQS17S",
    "n": "Weierstrass division theorem",
    "k": "statement",
    "m": [
      "32B05",
      "13J07"
    ],
    "u": "/math2/wiki/weierstrass-division-theorem/"
  },
  {
    "t": "FE8EYTGMRS",
    "n": "Iterative root",
    "k": "definition",
    "m": [
      "39B12",
      "26A18"
    ],
    "u": "/math2/wiki/iterative-root-definition/"
  },
  {
    "t": "FEAFDTMMW7",
    "n": "Knot",
    "k": "definition",
    "m": [
      "57K10"
    ],
    "u": "/math2/wiki/knot-definition/"
  },
  {
    "t": "FEC2XH822R",
    "n": "j-invariant",
    "k": "concept",
    "m": [
      "11F03",
      "14H52"
    ],
    "u": "/math2/wiki/j-invariant/"
  },
  {
    "t": "FEJK846N5X",
    "n": "Margulis arithmeticity theorem",
    "k": "statement",
    "m": [
      "22E40",
      "20G30",
      "11F06"
    ],
    "u": "/math2/wiki/margulis-arithmeticity-theorem/"
  },
  {
    "t": "FEPRJR3MND",
    "n": "Eilenberg–Moore category",
    "k": "concept",
    "m": [
      "18C20"
    ],
    "u": "/math2/wiki/eilenberg-moore-category/"
  },
  {
    "t": "FESTJ0K9TX",
    "n": "Sylow theorems",
    "k": "statement",
    "m": [
      "20D20"
    ],
    "u": "/math2/wiki/sylow-theorems/"
  },
  {
    "t": "FETMR0M0M8",
    "n": "Support of a module",
    "k": "concept",
    "m": [
      "13C05",
      "13B30"
    ],
    "u": "/math2/wiki/support-of-a-module/"
  },
  {
    "t": "FETY7R4X86",
    "n": "Topological data analysis",
    "k": "concept",
    "m": [
      "62R40",
      "55N31"
    ],
    "u": "/math2/wiki/topological-data-analysis/"
  },
  {
    "t": "FETZ0VZGMD",
    "n": "Beck's monadicity theorem",
    "k": "statement",
    "m": [
      "18C15",
      "18C20"
    ],
    "u": "/math2/wiki/becks-monadicity-theorem/"
  },
  {
    "t": "FEXZC8XKN1",
    "n": "M. Riesz extension theorem",
    "k": "statement",
    "m": [
      "46A22",
      "46A40",
      "44A60"
    ],
    "u": "/math2/wiki/m-riesz-extension-theorem/"
  },
  {
    "t": "FEZ2HAFZTM",
    "n": "Ramanujan theta function",
    "k": "definition",
    "m": [
      "11F27",
      "33D15"
    ],
    "u": "/math2/wiki/ramanujan-theta-function-definition/"
  },
  {
    "t": "FF1JW893K2",
    "n": "Convolution on the line",
    "k": "definition",
    "m": [
      "44A35",
      "42A85"
    ],
    "u": "/math2/wiki/convolution-on-the-line-definition/"
  },
  {
    "t": "FF27N0BWTP",
    "n": "Pseudo-differential operator",
    "k": "concept",
    "m": [
      "35S05",
      "47G30"
    ],
    "u": "/math2/wiki/pseudo-differential-operator/"
  },
  {
    "t": "FF2KNFNTB7",
    "n": "Information geometry",
    "k": "definition",
    "m": [
      "53B12",
      "62B11"
    ],
    "u": "/math2/wiki/information-geometry-definition/"
  },
  {
    "t": "FF2P7ER3QT",
    "n": "Plurisubharmonic function",
    "k": "concept",
    "m": [
      "32U05",
      "31C10"
    ],
    "u": "/math2/wiki/plurisubharmonic-function/"
  },
  {
    "t": "FF6XXA6D1A",
    "n": "Monad",
    "k": "concept",
    "m": [
      "18C15"
    ],
    "u": "/math2/wiki/monad/"
  },
  {
    "t": "FF8P46NH5S",
    "n": "Minimal harmonic function",
    "k": "definition",
    "m": [
      "31C35",
      "31B05"
    ],
    "u": "/math2/wiki/minimal-harmonic-function-definition/"
  },
  {
    "t": "FF9ZPCZ59K",
    "n": "Elliptic function",
    "k": "concept",
    "m": [
      "33E05",
      "30D30"
    ],
    "u": "/math2/wiki/elliptic-function/"
  },
  {
    "t": "FFCH15ZNZG",
    "n": "Fourier restriction problem",
    "k": "problem",
    "m": [
      "42B10",
      "42B20"
    ],
    "u": "/math2/wiki/fourier-restriction-problem/"
  },
  {
    "t": "FFDYRMG5DP",
    "n": "Sobolev space",
    "k": "definition",
    "m": [
      "46E35"
    ],
    "u": "/math2/wiki/sobolev-space-definition/"
  },
  {
    "t": "FFH90QRFFJ",
    "n": "Cellular homology",
    "k": "definition",
    "m": [
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      "55U15"
    ],
    "u": "/math2/wiki/cellular-homology-definition/"
  },
  {
    "t": "FFJMRQNF96",
    "n": "Lindeberg's condition",
    "k": "definition",
    "m": [
      "60F05"
    ],
    "u": "/math2/wiki/lindebergs-condition-definition/"
  },
  {
    "t": "FFM7Y61KRT",
    "n": "Babenko–Beckner inequality",
    "k": "statement",
    "m": [
      "42B10",
      "42A38"
    ],
    "u": "/math2/wiki/babenko-beckner-inequality/"
  },
  {
    "t": "FFR8NPWG64",
    "n": "Convolution property of the Z-transform",
    "k": "statement",
    "m": [
      "44A55",
      "44A35"
    ],
    "u": "/math2/wiki/convolution-property-of-the-z-transform/"
  },
  {
    "t": "FFRM041WQX",
    "n": "Hausdorff content",
    "k": "definition",
    "m": [
      "28A78"
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    "u": "/math2/wiki/hausdorff-content-definition/"
  },
  {
    "t": "FFTNS66XG6",
    "n": "Discontinuous additive functions via a Hamel basis",
    "k": "example",
    "m": [
      "39B22",
      "15A03"
    ],
    "u": "/math2/wiki/discontinuous-additive-functions-via-a-hamel-basis/"
  },
  {
    "t": "FFYQAVT7MB",
    "n": "Picard–Lefschetz theory",
    "k": "concept",
    "m": [
      "32S50",
      "14D05",
      "32S30"
    ],
    "u": "/math2/wiki/picard-lefschetz-theory/"
  },
  {
    "t": "FFZHNFJCZS",
    "n": "Mahler conjecture",
    "k": "conjecture",
    "m": [
      "52A40",
      "52A20"
    ],
    "u": "/math2/wiki/mahler-conjecture/"
  },
  {
    "t": "FG33N4ZHDG",
    "n": "Geometric quantization",
    "k": "concept",
    "m": [
      "53D50",
      "81S10"
    ],
    "u": "/math2/wiki/geometric-quantization/"
  },
  {
    "t": "FG5448NZ18",
    "n": "Cauchy integral formula on a polydisc",
    "k": "statement",
    "m": [
      "32A26",
      "32A10"
    ],
    "u": "/math2/wiki/cauchy-integral-formula-on-a-polydisc/"
  },
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    "t": "FGF275MNQJ",
    "n": "Filtered algebra",
    "k": "definition",
    "m": [
      "16W70"
    ],
    "u": "/math2/wiki/filtered-algebra-definition/"
  },
  {
    "t": "FGKNAFNHA3",
    "n": "Incidence structure",
    "k": "concept",
    "m": [
      "51A05",
      "05B25"
    ],
    "u": "/math2/wiki/incidence-structure/"
  },
  {
    "t": "FGP202VKXW",
    "n": "Holomorphic vector bundle",
    "k": "definition",
    "m": [
      "32L05",
      "32L10"
    ],
    "u": "/math2/wiki/holomorphic-vector-bundle-definition/"
  },
  {
    "t": "FGRPYWW1V1",
    "n": "Sasakian manifold",
    "k": "definition",
    "m": [
      "53C25",
      "53D10"
    ],
    "u": "/math2/wiki/sasakian-manifold-definition/"
  },
  {
    "t": "FGSKR6ZS3Q",
    "n": "Plurisubharmonic exhaustion function",
    "k": "concept",
    "m": [
      "32U10",
      "32T35"
    ],
    "u": "/math2/wiki/plurisubharmonic-exhaustion-function/"
  },
  {
    "t": "FGY1XAHVXP",
    "n": "Abel function",
    "k": "definition",
    "m": [
      "39B12",
      "26A18"
    ],
    "u": "/math2/wiki/abel-function-definition/"
  },
  {
    "t": "FH0538XCZR",
    "n": "Trapezoidal rule",
    "k": "concept",
    "m": [
      "65D32",
      "41A55",
      "65D30"
    ],
    "u": "/math2/wiki/trapezoidal-rule/"
  },
  {
    "t": "FH0Z9VHRH7",
    "n": "Fine topology",
    "k": "definition",
    "m": [
      "31C40",
      "31B05"
    ],
    "u": "/math2/wiki/fine-topology-definition/"
  },
  {
    "t": "FH250K068Z",
    "n": "Banach–Tarski paradox",
    "k": "statement",
    "m": [
      "03E25",
      "51M25",
      "43A07"
    ],
    "u": "/math2/wiki/banach-tarski-paradox/"
  },
  {
    "t": "FH2A1PCXNB",
    "n": "Telegrapher's equations",
    "k": "definition",
    "m": [
      "35L40",
      "35Q60",
      "35L05"
    ],
    "u": "/math2/wiki/telegraphers-equations-definition/"
  },
  {
    "t": "FH3C0T643F",
    "n": "Groupoid",
    "k": "concept",
    "m": [
      "20L05",
      "18B40"
    ],
    "u": "/math2/wiki/groupoid/"
  },
  {
    "t": "FH5WSPD79F",
    "n": "Dehn's lemma",
    "k": "statement",
    "m": [
      "57K30",
      "57N35"
    ],
    "u": "/math2/wiki/dehns-lemma/"
  },
  {
    "t": "FH92FW76Q0",
    "n": "Coercive functional",
    "k": "definition",
    "m": [
      "49J45",
      "58E30"
    ],
    "u": "/math2/wiki/coercive-functional-definition/"
  },
  {
    "t": "FH9SJGD1CY",
    "n": "Abel transform",
    "k": "definition",
    "m": [
      "44A15",
      "44A12"
    ],
    "u": "/math2/wiki/abel-transform-definition/"
  },
  {
    "t": "FHC702B2R7",
    "n": "Recurrence and transience of states",
    "k": "definition",
    "m": [
      "60J10"
    ],
    "u": "/math2/wiki/recurrence-and-transience-of-states-definition/"
  },
  {
    "t": "FHFWE27514",
    "n": "Minimal period",
    "k": "definition",
    "m": [
      "37C25",
      "37B02"
    ],
    "u": "/math2/wiki/minimal-period-definition/"
  },
  {
    "t": "FHG1N4EKP4",
    "n": "Chern–Moser normal form",
    "k": "statement",
    "m": [
      "32V05",
      "32V40"
    ],
    "u": "/math2/wiki/chern-moser-normal-form/"
  },
  {
    "t": "FHGDZWZ2WE",
    "n": "Schreier–Sims algorithm",
    "k": "concept",
    "m": [
      "68W30",
      "20B05"
    ],
    "u": "/math2/wiki/schreier-sims-algorithm/"
  },
  {
    "t": "FHKGR7MD1A",
    "n": "Harish-Chandra character",
    "k": "definition",
    "m": [
      "22E46",
      "22E45",
      "22E50"
    ],
    "u": "/math2/wiki/harish-chandra-character-definition/"
  },
  {
    "t": "FHNDX22WMK",
    "n": "Periodic solution",
    "k": "concept",
    "m": [
      "34C25"
    ],
    "u": "/math2/wiki/periodic-solution/"
  },
  {
    "t": "FHQKT6HPW2",
    "n": "Compact quantum group",
    "k": "concept",
    "m": [
      "46L67",
      "20G42",
      "58B32"
    ],
    "u": "/math2/wiki/compact-quantum-group/"
  },
  {
    "t": "FHV05ZK99F",
    "n": "Cartier divisor",
    "k": "concept",
    "m": [
      "14C20",
      "14C22"
    ],
    "u": "/math2/wiki/cartier-divisor/"
  },
  {
    "t": "FJ1MDBZ680",
    "n": "Schouten–Nijenhuis bracket",
    "k": "concept",
    "m": [
      "58A10",
      "17B70",
      "53D17"
    ],
    "u": "/math2/wiki/schouten-nijenhuis-bracket/"
  },
  {
    "t": "FJ5E6FZVRJ",
    "n": "Treewidth",
    "k": "definition",
    "m": [
      "05C83",
      "05C75",
      "05C85"
    ],
    "u": "/math2/wiki/treewidth-definition/"
  },
  {
    "t": "FJ79HREXG4",
    "n": "Prime model",
    "k": "definition",
    "m": [
      "03C50",
      "03C15"
    ],
    "u": "/math2/wiki/prime-model-definition/"
  },
  {
    "t": "FJ92Q6VTJH",
    "n": "Erdős–Ko–Rado theorem",
    "k": "statement",
    "m": [
      "05D05"
    ],
    "u": "/math2/wiki/erdos-ko-rado-theorem/"
  },
  {
    "t": "FJ965C4QWA",
    "n": "Arens–Fort space",
    "k": "counterexample",
    "m": [
      "54G20",
      "54D55"
    ],
    "u": "/math2/wiki/arens-fort-space/"
  },
  {
    "t": "FJKNJ14AD2",
    "n": "Approximation of a kernel by degenerate kernels",
    "k": "statement",
    "m": [
      "45B05",
      "45P05"
    ],
    "u": "/math2/wiki/approximation-of-a-kernel-by-degenerate-kernels/"
  },
  {
    "t": "FJKV01J9F1",
    "n": "Convergence tests",
    "k": "concept",
    "m": [
      "40A05"
    ],
    "u": "/math2/wiki/convergence-tests/"
  },
  {
    "t": "FJVQH0VPN7",
    "n": "Instanton",
    "k": "definition",
    "m": [
      "53C07",
      "81T13",
      "58E15"
    ],
    "u": "/math2/wiki/instanton-definition/"
  },
  {
    "t": "FJZRW9P0K3",
    "n": "Moduli space",
    "k": "concept",
    "m": [
      "14D22",
      "14D20"
    ],
    "u": "/math2/wiki/moduli-space/"
  },
  {
    "t": "FJZXB1N7TP",
    "n": "Bott's Morse-theoretic proof of periodicity",
    "k": "statement",
    "m": [
      "55R45",
      "58E10",
      "58E05"
    ],
    "u": "/math2/wiki/botts-morse-theoretic-proof-of-periodicity/"
  },
  {
    "t": "FK3QBZAZH7",
    "n": "Lebesgue–Stieltjes integration",
    "k": "concept",
    "m": [
      "26A42",
      "28A25"
    ],
    "u": "/math2/wiki/lebesgue-stieltjes-integration/"
  },
  {
    "t": "FK4F02GMVA",
    "n": "Yamabe flow",
    "k": "definition",
    "m": [
      "53E20",
      "53C21"
    ],
    "u": "/math2/wiki/yamabe-flow-definition/"
  },
  {
    "t": "FKF9YGBKHF",
    "n": "Complex p-adic numbers",
    "k": "object",
    "m": [
      "12J25",
      "11S80"
    ],
    "u": "/math2/wiki/complex-p-adic-numbers/"
  },
  {
    "t": "FKPPWF87TR",
    "n": "Krylov subspace",
    "k": "definition",
    "m": [
      "65F10",
      "65F15",
      "15A03"
    ],
    "u": "/math2/wiki/krylov-subspace-definition/"
  },
  {
    "t": "FKTQ1WBMKM",
    "n": "Subnormal subgroup",
    "k": "concept",
    "m": [
      "20D35",
      "20E15"
    ],
    "u": "/math2/wiki/subnormal-subgroup/"
  },
  {
    "t": "FM0ZZS1PY2",
    "n": "Multiple gamma function",
    "k": "concept",
    "m": [
      "33B15",
      "11M35"
    ],
    "u": "/math2/wiki/multiple-gamma-function/"
  },
  {
    "t": "FM9Y4Y6D8F",
    "n": "Stein equation",
    "k": "concept",
    "m": [
      "15A24",
      "39B42",
      "93D05"
    ],
    "u": "/math2/wiki/stein-equation/"
  },
  {
    "t": "FMBFW2QXZ3",
    "n": "Finite-rank operator",
    "k": "definition",
    "m": [
      "47B07",
      "47A05"
    ],
    "u": "/math2/wiki/finite-rank-operator-definition/"
  },
  {
    "t": "FMCWXA0WT4",
    "n": "Free lattice",
    "k": "definition",
    "m": [
      "06B25",
      "08B20"
    ],
    "u": "/math2/wiki/free-lattice-definition/"
  },
  {
    "t": "FMFDEE8WN2",
    "n": "Amalgamated free product",
    "k": "definition",
    "m": [
      "08B25",
      "20E06"
    ],
    "u": "/math2/wiki/amalgamated-free-product-definition/"
  },
  {
    "t": "FMFGTVVR4S",
    "n": "Order type",
    "k": "concept",
    "m": [
      "06A05",
      "03E10"
    ],
    "u": "/math2/wiki/order-type/"
  },
  {
    "t": "FMFZQKR71N",
    "n": "System of linear integral equations",
    "k": "definition",
    "m": [
      "45F05",
      "45F15"
    ],
    "u": "/math2/wiki/system-of-linear-integral-equations-definition/"
  },
  {
    "t": "FMHA649HJ9",
    "n": "Fano variety",
    "k": "concept",
    "m": [
      "14J45"
    ],
    "u": "/math2/wiki/fano-variety/"
  },
  {
    "t": "FMKKQEKNGT",
    "n": "Jensen's functional equation",
    "k": "definition",
    "m": [
      "39B22",
      "26A51"
    ],
    "u": "/math2/wiki/jensens-functional-equation-definition/"
  },
  {
    "t": "FMP5AWG6PR",
    "n": "Prime avoidance lemma",
    "k": "statement",
    "m": [
      "13A15"
    ],
    "u": "/math2/wiki/prime-avoidance-lemma/"
  },
  {
    "t": "FMPJJBVM5A",
    "n": "Symbolic power",
    "k": "concept",
    "m": [
      "13A15"
    ],
    "u": "/math2/wiki/symbolic-power/"
  },
  {
    "t": "FMQEG0PVYB",
    "n": "Abel–Jacobi map",
    "k": "definition",
    "m": [
      "14H40",
      "30F30"
    ],
    "u": "/math2/wiki/abel-jacobi-map-definition/"
  },
  {
    "t": "FMVVV8VKHG",
    "n": "Cohomological dimension of a group",
    "k": "definition",
    "m": [
      "20J05",
      "20J06"
    ],
    "u": "/math2/wiki/cohomological-dimension-of-a-group-definition/"
  },
  {
    "t": "FMW57WNPDB",
    "n": "Pontryagin dual",
    "k": "concept",
    "m": [
      "43A40",
      "22B05"
    ],
    "u": "/math2/wiki/pontryagin-dual/"
  },
  {
    "t": "FMWGQ0W2X0",
    "n": "Finite type invariant",
    "k": "definition",
    "m": [
      "57K16",
      "57K10"
    ],
    "u": "/math2/wiki/finite-type-invariant-definition/"
  },
  {
    "t": "FN2WRRF6V9",
    "n": "Hahn–Kolmogorov theorem",
    "k": "statement",
    "m": [
      "28A12"
    ],
    "u": "/math2/wiki/hahn-kolmogorov-theorem/"
  },
  {
    "t": "FN6P3CTPTS",
    "n": "Free category",
    "k": "definition",
    "m": [
      "18A10",
      "18A40"
    ],
    "u": "/math2/wiki/free-category-definition/"
  },
  {
    "t": "FN734RQYM6",
    "n": "Positivstellensatz",
    "k": "statement",
    "m": [
      "14P10",
      "12D15",
      "13J30"
    ],
    "u": "/math2/wiki/positivstellensatz/"
  },
  {
    "t": "FN978TDX67",
    "n": "Erdős conjecture on arithmetic progressions",
    "k": "conjecture",
    "m": [
      "11B25",
      "05D10"
    ],
    "u": "/math2/wiki/erdos-conjecture-on-arithmetic-progressions/"
  },
  {
    "t": "FNGWJR2FPK",
    "n": "Method of lines",
    "k": "concept",
    "m": [
      "65M20"
    ],
    "u": "/math2/wiki/method-of-lines/"
  },
  {
    "t": "FNJC21BM1B",
    "n": "Self-distributive operation",
    "k": "definition",
    "m": [
      "20N02",
      "08A62"
    ],
    "u": "/math2/wiki/self-distributive-operation-definition/"
  },
  {
    "t": "FP32JHA9M8",
    "n": "ADE singularity",
    "k": "definition",
    "m": [
      "14J17",
      "32S25"
    ],
    "u": "/math2/wiki/ade-singularity-definition/"
  },
  {
    "t": "FP37BTP93K",
    "n": "Gaussian quadrature",
    "k": "concept",
    "m": [
      "65D32",
      "41A55",
      "33C45"
    ],
    "u": "/math2/wiki/gaussian-quadrature/"
  },
  {
    "t": "FP5GVCN8GV",
    "n": "Seminorm",
    "k": "concept",
    "m": [
      "46A03"
    ],
    "u": "/math2/wiki/seminorm/"
  },
  {
    "t": "FPDWWD12FE",
    "n": "Continuous function with divergent Fourier series",
    "k": "counterexample",
    "m": [
      "42A20",
      "46B99"
    ],
    "u": "/math2/wiki/continuous-function-with-divergent-fourier-series/"
  },
  {
    "t": "FPHNJ5AAYF",
    "n": "Generalized inverse",
    "k": "concept",
    "m": [
      "15A09"
    ],
    "u": "/math2/wiki/generalized-inverse/"
  },
  {
    "t": "FPK5ZH7FKC",
    "n": "Unramified morphism",
    "k": "definition",
    "m": [
      "14A15",
      "14E22"
    ],
    "u": "/math2/wiki/unramified-morphism-definition/"
  },
  {
    "t": "FPKRV34TBV",
    "n": "Causal inference",
    "k": "definition",
    "m": [
      "62D20",
      "62A01"
    ],
    "u": "/math2/wiki/causal-inference-definition/"
  },
  {
    "t": "FPMJEX3DSJ",
    "n": "Myers's theorem",
    "k": "statement",
    "m": [
      "53C20",
      "53C21"
    ],
    "u": "/math2/wiki/myerss-theorem/"
  },
  {
    "t": "FPS7YFGX32",
    "n": "Floquet multiplier",
    "k": "concept",
    "m": [
      "34C25",
      "34A30",
      "34D08"
    ],
    "u": "/math2/wiki/floquet-multiplier/"
  },
  {
    "t": "FPWKGFZE6Q",
    "n": "Hopf lemma",
    "k": "statement",
    "m": [
      "35B50",
      "35J15"
    ],
    "u": "/math2/wiki/hopf-lemma/"
  },
  {
    "t": "FPXZMN0CH5",
    "n": "Floer homology",
    "k": "definition",
    "m": [
      "53D40"
    ],
    "u": "/math2/wiki/floer-homology-definition/"
  },
  {
    "t": "FQ048Z65F9",
    "n": "Nishida nilpotence theorem",
    "k": "statement",
    "m": [
      "55Q45"
    ],
    "u": "/math2/wiki/nishida-nilpotence-theorem/"
  },
  {
    "t": "FQ505YSHNA",
    "n": "Semiprime ring",
    "k": "definition",
    "m": [
      "16N60"
    ],
    "u": "/math2/wiki/semiprime-ring-definition/"
  },
  {
    "t": "FQEHRZ7N7X",
    "n": "Gorenstein ring",
    "k": "definition",
    "m": [
      "13H10",
      "13D05"
    ],
    "u": "/math2/wiki/gorenstein-ring-definition/"
  },
  {
    "t": "FQESQA42JE",
    "n": "Conley index",
    "k": "definition",
    "m": [
      "37B30",
      "37B35"
    ],
    "u": "/math2/wiki/conley-index-definition/"
  },
  {
    "t": "FQMAKKE8R9",
    "n": "Malliavin calculus",
    "k": "definition",
    "m": [
      "60H07"
    ],
    "u": "/math2/wiki/malliavin-calculus-definition/"
  },
  {
    "t": "FQPYGXJJN0",
    "n": "q-difference equation",
    "k": "concept",
    "m": [
      "39A13",
      "05A30"
    ],
    "u": "/math2/wiki/q-difference-equation/"
  },
  {
    "t": "FQTXV6BQZG",
    "n": "Support of a measure",
    "k": "concept",
    "m": [
      "28C15",
      "28A12"
    ],
    "u": "/math2/wiki/support-of-a-measure/"
  },
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    "t": "FQVVNYV6N8",
    "n": "Courant–Friedrichs–Lewy condition",
    "k": "statement",
    "m": [
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      "65M06",
      "35L03"
    ],
    "u": "/math2/wiki/courant-friedrichs-lewy-condition/"
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    "t": "FQX56M03XD",
    "n": "Complex dynamics",
    "k": "definition",
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      "30D05"
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    "u": "/math2/wiki/complex-dynamics-definition/"
  },
  {
    "t": "FQXWHS5QT2",
    "n": "Orthocomplemented lattice",
    "k": "definition",
    "m": [
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      "81P10"
    ],
    "u": "/math2/wiki/orthocomplemented-lattice-definition/"
  },
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    "t": "FQYSKP388T",
    "n": "Elliptic hypergeometric series",
    "k": "concept",
    "m": [
      "33D15",
      "33E05"
    ],
    "u": "/math2/wiki/elliptic-hypergeometric-series/"
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    "t": "FQZJKY2G5Q",
    "n": "Restricted Burnside problem",
    "k": "statement",
    "m": [
      "20F50",
      "20D15",
      "20F40"
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    "u": "/math2/wiki/restricted-burnside-problem/"
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    "t": "FR210Q35CB",
    "n": "Uniform integrability",
    "k": "definition",
    "m": [
      "28A25",
      "60A10"
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    "u": "/math2/wiki/uniform-integrability-definition/"
  },
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    "t": "FR49Y9GQHR",
    "n": "Topological transitivity",
    "k": "concept",
    "m": [
      "37B02",
      "37B05"
    ],
    "u": "/math2/wiki/topological-transitivity/"
  },
  {
    "t": "FR6RA0XF9P",
    "n": "Meshfree methods",
    "k": "concept",
    "m": [
      "65N99",
      "65M99",
      "65D15"
    ],
    "u": "/math2/wiki/meshfree-methods/"
  },
  {
    "t": "FRCY5BQF6N",
    "n": "Kunz's theorem",
    "k": "statement",
    "m": [
      "13A35",
      "13H05"
    ],
    "u": "/math2/wiki/kunzs-theorem/"
  },
  {
    "t": "FRFYHJGAN3",
    "n": "Simplex category",
    "k": "object",
    "m": [
      "18N50",
      "55U10"
    ],
    "u": "/math2/wiki/simplex-category/"
  },
  {
    "t": "FRKAPMVZ7M",
    "n": "Riesz measure of a subharmonic function",
    "k": "definition",
    "m": [
      "31B05",
      "31A05"
    ],
    "u": "/math2/wiki/riesz-measure-of-a-subharmonic-function-definition/"
  },
  {
    "t": "FRNDCF91FT",
    "n": "Wishart distribution",
    "k": "definition",
    "m": [
      "62H10",
      "60E05"
    ],
    "u": "/math2/wiki/wishart-distribution-definition/"
  },
  {
    "t": "FRNDFJ9WQ5",
    "n": "Riesz transform",
    "k": "concept",
    "m": [
      "42B20",
      "44A15"
    ],
    "u": "/math2/wiki/riesz-transform/"
  },
  {
    "t": "FRTE50B74R",
    "n": "Splitting principle",
    "k": "statement",
    "m": [
      "55R40",
      "57R20"
    ],
    "u": "/math2/wiki/splitting-principle/"
  },
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    "t": "FRZG0E15SK",
    "n": "Essential spectrum",
    "k": "concept",
    "m": [
      "47A53",
      "47A10"
    ],
    "u": "/math2/wiki/essential-spectrum/"
  },
  {
    "t": "FS1FKAE89H",
    "n": "Subobject",
    "k": "concept",
    "m": [
      "18A20",
      "18A32"
    ],
    "u": "/math2/wiki/subobject/"
  },
  {
    "t": "FS2A7G2M6S",
    "n": "Thom spectrum",
    "k": "definition",
    "m": [
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      "55N22",
      "55R25"
    ],
    "u": "/math2/wiki/thom-spectrum-definition/"
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    "t": "FS339MCFEQ",
    "n": "Logarithm of a matrix",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/logarithm-of-a-matrix/"
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    "t": "FS7FE0DTYZ",
    "n": "Primary obstruction",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/primary-obstruction-definition/"
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    "t": "FS8H2KHZ9X",
    "n": "Regular scheme",
    "k": "definition",
    "m": [
      "14A15",
      "13H05"
    ],
    "u": "/math2/wiki/regular-scheme-definition/"
  },
  {
    "t": "FS9FRJ17D2",
    "n": "Homogeneous coordinates",
    "k": "concept",
    "m": [
      "51N15",
      "14N05"
    ],
    "u": "/math2/wiki/homogeneous-coordinates/"
  },
  {
    "t": "FSASFB5BMN",
    "n": "Buekenhout geometry",
    "k": "definition",
    "m": [
      "51E24",
      "51A05"
    ],
    "u": "/math2/wiki/buekenhout-geometry-definition/"
  },
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    "t": "FSCCNPWXBR",
    "n": "Jack function",
    "k": "definition",
    "m": [
      "05E05",
      "33C52"
    ],
    "u": "/math2/wiki/jack-function-definition/"
  },
  {
    "t": "FSD6S7DR8D",
    "n": "Jacobi equation",
    "k": "concept",
    "m": [
      "49K05"
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    "u": "/math2/wiki/jacobi-equation/"
  },
  {
    "t": "FSGES670AZ",
    "n": "Hartogs's extension theorem",
    "k": "statement",
    "m": [
      "32D15",
      "32D20"
    ],
    "u": "/math2/wiki/hartogss-extension-theorem/"
  },
  {
    "t": "FSJ9NGRRPA",
    "n": "Quantifier elimination for real closed fields",
    "k": "statement",
    "m": [
      "03C10",
      "12L12",
      "12D15"
    ],
    "u": "/math2/wiki/quantifier-elimination-for-real-closed-fields/"
  },
  {
    "t": "FSRST924GR",
    "n": "Fuzzy algebraic structure",
    "k": "concept",
    "m": [
      "08A72",
      "20N25",
      "03E72"
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    "u": "/math2/wiki/fuzzy-algebraic-structure/"
  },
  {
    "t": "FSXA3CF365",
    "n": "Krull–Akizuki theorem",
    "k": "statement",
    "m": [
      "13E05",
      "13B22",
      "13F05"
    ],
    "u": "/math2/wiki/krull-akizuki-theorem/"
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  {
    "t": "FSZ6PCKN0F",
    "n": "Functional completeness",
    "k": "definition",
    "m": [
      "08A40",
      "06E30",
      "03B50"
    ],
    "u": "/math2/wiki/functional-completeness-definition/"
  },
  {
    "t": "FT1YKVBFC9",
    "n": "Birkhoff interpolation",
    "k": "concept",
    "m": [
      "41A05",
      "65D05"
    ],
    "u": "/math2/wiki/birkhoff-interpolation/"
  },
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    "t": "FT2GJEHWY5",
    "n": "Tropical variety",
    "k": "concept",
    "m": [
      "14T10",
      "14T20"
    ],
    "u": "/math2/wiki/tropical-variety/"
  },
  {
    "t": "FT3ERF0YP9",
    "n": "Hopf algebra structure on cohomology",
    "k": "definition",
    "m": [
      "55P45",
      "16T05",
      "57T05"
    ],
    "u": "/math2/wiki/hopf-algebra-structure-on-cohomology-definition/"
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    "t": "FT9JQA58KJ",
    "n": "Calculus of finite differences",
    "k": "concept",
    "m": [
      "39A12",
      "39A70"
    ],
    "u": "/math2/wiki/calculus-of-finite-differences/"
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  {
    "t": "FTAK2F0TR3",
    "n": "Polynomial long division",
    "k": "definition",
    "m": [
      "13F20",
      "68W30"
    ],
    "u": "/math2/wiki/polynomial-long-division-definition/"
  },
  {
    "t": "FTE966EMW8",
    "n": "Inner measure",
    "k": "concept",
    "m": [
      "28A12"
    ],
    "u": "/math2/wiki/inner-measure/"
  },
  {
    "t": "FTGTM3JB1F",
    "n": "Laguerre equation",
    "k": "example",
    "m": [
      "34B30",
      "33C45",
      "34M03"
    ],
    "u": "/math2/wiki/laguerre-equation/"
  },
  {
    "t": "FTHFSJ30WJ",
    "n": "Abscissa of convergence",
    "k": "concept",
    "m": [
      "44A10"
    ],
    "u": "/math2/wiki/abscissa-of-convergence/"
  },
  {
    "t": "FTKFCCZ8YA",
    "n": "Koszul algebra",
    "k": "concept",
    "m": [
      "16S37"
    ],
    "u": "/math2/wiki/koszul-algebra/"
  },
  {
    "t": "FTM4W0VBC8",
    "n": "Hermitian manifold",
    "k": "definition",
    "m": [
      "53C55",
      "53B35"
    ],
    "u": "/math2/wiki/hermitian-manifold-definition/"
  },
  {
    "t": "FTNXZ74D8N",
    "n": "Infinitary logic",
    "k": "definition",
    "m": [
      "03C75"
    ],
    "u": "/math2/wiki/infinitary-logic-definition/"
  },
  {
    "t": "FTQDGFRRS0",
    "n": "Quantum group",
    "k": "definition",
    "m": [
      "16T20",
      "17B37",
      "81R50"
    ],
    "u": "/math2/wiki/quantum-group-definition/"
  },
  {
    "t": "FTQMQR3YS7",
    "n": "Spectral triple",
    "k": "concept",
    "m": [
      "58B34",
      "46L87"
    ],
    "u": "/math2/wiki/spectral-triple/"
  },
  {
    "t": "FTRW0679E2",
    "n": "Étale morphism of rings",
    "k": "concept",
    "m": [
      "13B40",
      "14B25"
    ],
    "u": "/math2/wiki/etale-morphism-of-rings/"
  },
  {
    "t": "FV0E9GEPCD",
    "n": "Birth–death process",
    "k": "definition",
    "m": [
      "60J27",
      "60J80",
      "60K25"
    ],
    "u": "/math2/wiki/birth-death-process-definition/"
  },
  {
    "t": "FV1E09CJQN",
    "n": "Riccati differential equation of optimal control",
    "k": "definition",
    "m": [
      "49N10",
      "34A34",
      "93C05"
    ],
    "u": "/math2/wiki/riccati-differential-equation-of-optimal-control-definition/"
  },
  {
    "t": "FVCDGMNSAN",
    "n": "Griffiths positivity",
    "k": "concept",
    "m": [
      "32L05",
      "53C55"
    ],
    "u": "/math2/wiki/griffiths-positivity/"
  },
  {
    "t": "FVFFKNKEDF",
    "n": "Entourage",
    "k": "concept",
    "m": [
      "54E15"
    ],
    "u": "/math2/wiki/entourage/"
  },
  {
    "t": "FVGB8ZP67B",
    "n": "Topology of pointwise convergence",
    "k": "concept",
    "m": [
      "54C35",
      "54B10"
    ],
    "u": "/math2/wiki/topology-of-pointwise-convergence/"
  },
  {
    "t": "FVGW1381TZ",
    "n": "Gage–Hamilton–Grayson theorem",
    "k": "statement",
    "m": [
      "53E10",
      "53A04"
    ],
    "u": "/math2/wiki/gage-hamilton-grayson-theorem/"
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  {
    "t": "FVMNKJ3DT8",
    "n": "Boolean-valued model",
    "k": "concept",
    "m": [
      "03E40",
      "03C90"
    ],
    "u": "/math2/wiki/boolean-valued-model/"
  },
  {
    "t": "FVPXXFNVQY",
    "n": "Hahn embedding theorem",
    "k": "statement",
    "m": [
      "06F20"
    ],
    "u": "/math2/wiki/hahn-embedding-theorem/"
  },
  {
    "t": "FVQWR7NS00",
    "n": "Fokker–Planck equation",
    "k": "concept",
    "m": [
      "35Q84",
      "60J60"
    ],
    "u": "/math2/wiki/fokker-planck-equation/"
  },
  {
    "t": "FW29W5E80Q",
    "n": "de Rham curve",
    "k": "example",
    "m": [
      "39B72",
      "28A80",
      "39B12"
    ],
    "u": "/math2/wiki/de-rham-curve/"
  },
  {
    "t": "FW2JKAN14B",
    "n": "Lambert W function",
    "k": "concept",
    "m": [
      "33E20",
      "33B10"
    ],
    "u": "/math2/wiki/lambert-w-function/"
  },
  {
    "t": "FW57YYXK7Y",
    "n": "Positive element",
    "k": "definition",
    "m": [
      "46L05",
      "47B65"
    ],
    "u": "/math2/wiki/positive-element-definition/"
  },
  {
    "t": "FW68FVNKMJ",
    "n": "Galois connection between subgroups and subfields",
    "k": "definition",
    "m": [
      "12F10",
      "06A15"
    ],
    "u": "/math2/wiki/galois-connection-between-subgroups-and-subfields-definition/"
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  {
    "t": "FW83WPH44N",
    "n": "Kuratowski closure axioms",
    "k": "definition",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/kuratowski-closure-axioms-definition/"
  },
  {
    "t": "FWF9D69R3F",
    "n": "Casson invariant",
    "k": "definition",
    "m": [
      "57K31"
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    "u": "/math2/wiki/casson-invariant-definition/"
  },
  {
    "t": "FWGHMADJR4",
    "n": "Schubert calculus",
    "k": "concept",
    "m": [
      "14N15",
      "14M15",
      "05E14"
    ],
    "u": "/math2/wiki/schubert-calculus/"
  },
  {
    "t": "FWGPKXCPB7",
    "n": "Complete category",
    "k": "concept",
    "m": [
      "18A35"
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    "u": "/math2/wiki/complete-category/"
  },
  {
    "t": "FWJ7CH6WG8",
    "n": "Almost split sequence",
    "k": "definition",
    "m": [
      "16G70"
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    "u": "/math2/wiki/almost-split-sequence-definition/"
  },
  {
    "t": "FWKSHEJ9RP",
    "n": "Karamata's inequality",
    "k": "statement",
    "m": [
      "26D15",
      "26A51"
    ],
    "u": "/math2/wiki/karamatas-inequality/"
  },
  {
    "t": "FWPYXMK52W",
    "n": "Integral equation of the first kind",
    "k": "definition",
    "m": [
      "45A05",
      "45B05"
    ],
    "u": "/math2/wiki/integral-equation-of-the-first-kind-definition/"
  },
  {
    "t": "FWQCZGXHWQ",
    "n": "Net",
    "k": "definition",
    "m": [
      "54A20"
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    "u": "/math2/wiki/net-definition/"
  },
  {
    "t": "FWRJV1ZABC",
    "n": "Kleene's T predicate",
    "k": "definition",
    "m": [
      "03D20"
    ],
    "u": "/math2/wiki/kleenes-t-predicate-definition/"
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  {
    "t": "FWRW7BYX6T",
    "n": "Variational integrator",
    "k": "definition",
    "m": [
      "65P10",
      "37M15"
    ],
    "u": "/math2/wiki/variational-integrator-definition/"
  },
  {
    "t": "FWT0003QS1",
    "n": "Little cubes operad",
    "k": "example",
    "m": [
      "18M75",
      "55P48",
      "55P35"
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    "u": "/math2/wiki/little-cubes-operad/"
  },
  {
    "t": "FX11K6XRKV",
    "n": "Quasifield",
    "k": "definition",
    "m": [
      "12K99",
      "51A40",
      "51A35"
    ],
    "u": "/math2/wiki/quasifield-definition/"
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    "t": "FX1A4SN6CF",
    "n": "Bayes risk",
    "k": "definition",
    "m": [
      "62C10"
    ],
    "u": "/math2/wiki/bayes-risk-definition/"
  },
  {
    "t": "FX3NEFYFFN",
    "n": "Irreducible representation",
    "k": "concept",
    "m": [
      "20C15"
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    "u": "/math2/wiki/irreducible-representation/"
  },
  {
    "t": "FX40F4A63V",
    "n": "Rauch comparison theorem",
    "k": "statement",
    "m": [
      "53C20",
      "53C22"
    ],
    "u": "/math2/wiki/rauch-comparison-theorem/"
  },
  {
    "t": "FX5PWKCMBQ",
    "n": "Bipolar theorem",
    "k": "statement",
    "m": [
      "46A20",
      "46A55"
    ],
    "u": "/math2/wiki/bipolar-theorem/"
  },
  {
    "t": "FX88V4XW6F",
    "n": "Freyd's adjoint functor theorem",
    "k": "statement",
    "m": [
      "18A40",
      "18A35"
    ],
    "u": "/math2/wiki/freyds-adjoint-functor-theorem/"
  },
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    "t": "FX8CRCAYXZ",
    "n": "Variety of groups",
    "k": "example",
    "m": [
      "20E10",
      "08B99"
    ],
    "u": "/math2/wiki/variety-of-groups/"
  },
  {
    "t": "FX92PP3HZR",
    "n": "Biholomorphism",
    "k": "concept",
    "m": [
      "32H02"
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    "u": "/math2/wiki/biholomorphism/"
  },
  {
    "t": "FXCQWFY5RV",
    "n": "Statistical inference",
    "k": "definition",
    "m": [
      "62A01"
    ],
    "u": "/math2/wiki/statistical-inference-definition/"
  },
  {
    "t": "FXJ66Z6PQY",
    "n": "Net of a polyhedron",
    "k": "concept",
    "m": [
      "52B10",
      "52B05"
    ],
    "u": "/math2/wiki/net-of-a-polyhedron/"
  },
  {
    "t": "FXN98YEQRZ",
    "n": "Radon measure",
    "k": "definition",
    "m": [
      "28C15",
      "28C05"
    ],
    "u": "/math2/wiki/radon-measure-definition/"
  },
  {
    "t": "FXSY9SXHFZ",
    "n": "Discrete wavelet transform",
    "k": "definition",
    "m": [
      "42C40",
      "65T60",
      "94A12"
    ],
    "u": "/math2/wiki/discrete-wavelet-transform-definition/"
  },
  {
    "t": "FXT3N6QMEX",
    "n": "Normal coordinates",
    "k": "definition",
    "m": [
      "53B20",
      "53C22"
    ],
    "u": "/math2/wiki/normal-coordinates-definition/"
  },
  {
    "t": "FY0YG17JBE",
    "n": "Autoregressive model",
    "k": "definition",
    "m": [
      "62M10",
      "91B84"
    ],
    "u": "/math2/wiki/autoregressive-model-definition/"
  },
  {
    "t": "FYBQ3Z52Z7",
    "n": "Horner's method",
    "k": "concept",
    "m": [
      "68W30",
      "13F20"
    ],
    "u": "/math2/wiki/horners-method/"
  },
  {
    "t": "FYBRP16KAN",
    "n": "Concrete category",
    "k": "concept",
    "m": [
      "18A05",
      "18A22"
    ],
    "u": "/math2/wiki/concrete-category/"
  },
  {
    "t": "FYNFT90NT2",
    "n": "Frostman lemma",
    "k": "statement",
    "m": [
      "28A78",
      "28A80"
    ],
    "u": "/math2/wiki/frostman-lemma/"
  },
  {
    "t": "FYQX9CJAXG",
    "n": "Ext functor",
    "k": "definition",
    "m": [
      "13D07",
      "18G15"
    ],
    "u": "/math2/wiki/ext-functor-definition/"
  },
  {
    "t": "FYR6V2NH6C",
    "n": "Phragmén–Lindelöf principle",
    "k": "statement",
    "m": [
      "30C80",
      "30D20"
    ],
    "u": "/math2/wiki/phragmen-lindelof-principle/"
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    "n": "Polarity",
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    "t": "GE8MRV41R7",
    "n": "Submultiplicative function",
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    "n": "Steffensen's method",
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      "65B99"
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    "n": "Nonlinear Schrödinger equation",
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      "35Q51"
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    "t": "GEJYZEY7Y0",
    "n": "Filtration of a module",
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    "n": "n-term approximation",
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    "u": "/math2/wiki/n-term-approximation/"
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    "t": "GEM0ERJ5ZB",
    "n": "Tanaka's formula",
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      "60J55",
      "60J65",
      "60H05"
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    "n": "Nielsen fixed-point theory",
    "k": "definition",
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    "t": "GETN4MCAAN",
    "n": "Fractional Laplacian",
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      "47G30"
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    "u": "/math2/wiki/fractional-laplacian-definition/"
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    "n": "Caustic",
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      "58K05",
      "78A05"
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    "t": "GF1RK91VED",
    "n": "Rosenberg's classification of maximal clones",
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    "m": [
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      "03B50"
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    "u": "/math2/wiki/rosenbergs-classification-of-maximal-clones/"
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    "t": "GFADRKMQ51",
    "n": "Sequential space",
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    "t": "GFC5YKSN5H",
    "n": "Open immersion",
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    "u": "/math2/wiki/open-immersion/"
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    "t": "GFJ20FBYF8",
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    "u": "/math2/wiki/appell-series-definition/"
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    "t": "GFJE824E93",
    "n": "Martin representation theorem",
    "k": "statement",
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      "31B25",
      "31B05"
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    "u": "/math2/wiki/martin-representation-theorem/"
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    "n": "Amenable group action",
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    "u": "/math2/wiki/amenable-group-action-definition/"
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    "n": "Kramers–Kronig relations",
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    "m": [
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      "44A15",
      "78A25"
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      "58K25"
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    "t": "GFVWEATKGE",
    "n": "Dimension theory",
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    "u": "/math2/wiki/dimension-theory/"
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    "t": "GFXQ6HEM65",
    "n": "Fredholm map",
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    "m": [
      "58B15",
      "47A53",
      "58C25"
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    "n": "Chern–Gauss–Bonnet theorem",
    "k": "statement",
    "m": [
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      "57R20",
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    "u": "/math2/wiki/chern-gauss-bonnet-theorem/"
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    "n": "Spectral sequence",
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    "n": "Congruence-distributive variety",
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    "t": "GGCHBSY4HK",
    "n": "Separable closure",
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    "m": [
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    "t": "GGDJN5KXN4",
    "n": "Iterative functional equation",
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      "26A18"
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    "n": "Partial isometry",
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    "u": "/math2/wiki/partial-isometry/"
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    "n": "Grothendieck topos",
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      "18B25"
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    "t": "GGEAGW4RRV",
    "n": "Talagrand's concentration inequality",
    "k": "statement",
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      "28A35"
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    "t": "GGEMJF449D",
    "n": "Nagata's criterion for factoriality",
    "k": "statement",
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      "13F15",
      "13B30"
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    "u": "/math2/wiki/nagatas-criterion-for-factoriality/"
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    "n": "Atiyah–Patodi–Singer index theorem",
    "k": "statement",
    "m": [
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      "58J28",
      "58J32"
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    "u": "/math2/wiki/atiyah-patodi-singer-index-theorem/"
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    "t": "GGM63KXCF2",
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    "k": "concept",
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      "37J55"
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    "t": "GGZV75ZZMV",
    "n": "Algebraic Riccati equation",
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      "49N10",
      "93C05"
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    "u": "/math2/wiki/algebraic-riccati-equation/"
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    "t": "GH2SFDQNAE",
    "n": "Digital topology",
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    "m": [
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    "u": "/math2/wiki/digital-topology-definition/"
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    "t": "GH6CXWFNDJ",
    "n": "Pseudo-Riemannian manifold",
    "k": "concept",
    "m": [
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      "53C50"
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    "t": "GH81SYAPPN",
    "n": "Algebraic group",
    "k": "concept",
    "m": [
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      "14L15",
      "20G15"
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    "u": "/math2/wiki/algebraic-group/"
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    "t": "GHEWGCECQJ",
    "n": "Incompressible surface",
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      "57K30"
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    "u": "/math2/wiki/incompressible-surface-definition/"
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    "n": "Hartogs figure",
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    "m": [
      "32D15",
      "32D10",
      "32Q02"
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    "t": "GHK66XE1S8",
    "n": "Higman's lemma",
    "k": "statement",
    "m": [
      "06A07",
      "68R15"
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    "u": "/math2/wiki/higmans-lemma/"
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    "t": "GHKYR5PBQC",
    "n": "Going-up theorem",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/going-up-theorem/"
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  {
    "t": "GHRPE8CXJ9",
    "n": "Linear system of divisors",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/linear-system-of-divisors/"
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    "t": "GHVW1Z35BS",
    "n": "Hyperbolic 3-manifold",
    "k": "concept",
    "m": [
      "57K32"
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    "u": "/math2/wiki/hyperbolic-3-manifold/"
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    "t": "GHXMVWN3W5",
    "n": "Nielsen fixed-point theory",
    "k": "concept",
    "m": [
      "55M20",
      "54H25"
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    "u": "/math2/wiki/nielsen-fixed-point-theory/"
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    "t": "GJ4J77VV60",
    "n": "Erdős–Rényi model",
    "k": "definition",
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      "60C05"
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    "u": "/math2/wiki/erdos-renyi-model-definition/"
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    "t": "GJ6FJ4G5VC",
    "n": "Prime knot",
    "k": "concept",
    "m": [
      "57K10"
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    "u": "/math2/wiki/prime-knot/"
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  {
    "t": "GJ8VTBFNP2",
    "n": "von Neumann's minimax theorem",
    "k": "statement",
    "m": [
      "91A05",
      "49J35",
      "90C47"
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    "u": "/math2/wiki/von-neumanns-minimax-theorem/"
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    "t": "GJAYCVYZYF",
    "n": "Lattice of subvarieties",
    "k": "concept",
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    "u": "/math2/wiki/lattice-of-subvarieties/"
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    "t": "GJBAX2R2PG",
    "n": "Z-group",
    "k": "definition",
    "m": [
      "20D20",
      "20D10"
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    "u": "/math2/wiki/z-group-definition/"
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    "t": "GJD05AZWQN",
    "n": "Behnke–Stein theorem",
    "k": "statement",
    "m": [
      "32Q28",
      "32E10",
      "30F99"
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    "u": "/math2/wiki/behnke-stein-theorem/"
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    "t": "GJGEVMZ828",
    "n": "Generic matrix algebra",
    "k": "concept",
    "m": [
      "16R30",
      "16R10"
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    "u": "/math2/wiki/generic-matrix-algebra/"
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    "t": "GJHAF85F4S",
    "n": "Strict Henselization",
    "k": "concept",
    "m": [
      "13J15",
      "13B40"
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    "u": "/math2/wiki/strict-henselization/"
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    "t": "GJM3PAVV96",
    "n": "Curve complex",
    "k": "definition",
    "m": [
      "57K20",
      "20F65",
      "30F60"
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    "u": "/math2/wiki/curve-complex-definition/"
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    "t": "GJPPS5N213",
    "n": "Gerstenhaber algebra",
    "k": "concept",
    "m": [
      "17B70",
      "16E40"
    ],
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    "t": "GJQVTDHKM2",
    "n": "Numerical methods for ordinary differential equations",
    "k": "definition",
    "m": [
      "65L05",
      "65L06",
      "65L20"
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    "u": "/math2/wiki/numerical-methods-for-ordinary-differential-equations-definition/"
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    "t": "GJVBTYF9YM",
    "n": "Cointegration",
    "k": "definition",
    "m": [
      "62M10",
      "91B84",
      "62P20"
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    "u": "/math2/wiki/cointegration-definition/"
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    "t": "GJWKX22VVE",
    "n": "Riemann problem",
    "k": "problem",
    "m": [
      "35L65",
      "35L67",
      "35L45"
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    "u": "/math2/wiki/riemann-problem/"
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    "t": "GK1Z3Q1WRZ",
    "n": "Bang–bang control",
    "k": "concept",
    "m": [
      "49J15",
      "93C15"
    ],
    "u": "/math2/wiki/bang-bang-control/"
  },
  {
    "t": "GK4P8G0PB2",
    "n": "Rank-one convexity",
    "k": "concept",
    "m": [
      "49J45",
      "26B25"
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    "u": "/math2/wiki/rank-one-convexity/"
  },
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    "t": "GKFDKRHEP4",
    "n": "Mixed-type equation",
    "k": "definition",
    "m": [
      "35M10"
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    "u": "/math2/wiki/mixed-type-equation-definition/"
  },
  {
    "t": "GKJK293DXS",
    "n": "Tessellation",
    "k": "concept",
    "m": [
      "52C20",
      "52C22",
      "05B45"
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    "u": "/math2/wiki/tessellation/"
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    "t": "GKV4RVXBRE",
    "n": "Fundamental theorem of projective geometry",
    "k": "statement",
    "m": [
      "51A10",
      "51N15"
    ],
    "u": "/math2/wiki/fundamental-theorem-of-projective-geometry/"
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    "t": "GKWC4EASX9",
    "n": "Stiefel–Whitney class",
    "k": "definition",
    "m": [
      "57R20",
      "55R40"
    ],
    "u": "/math2/wiki/stiefel-whitney-class-definition/"
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  {
    "t": "GKY2WSHE26",
    "n": "Toeplitz matrix",
    "k": "concept",
    "m": [
      "15B05"
    ],
    "u": "/math2/wiki/toeplitz-matrix/"
  },
  {
    "t": "GMPJ88PAQE",
    "n": "Automatic group",
    "k": "definition",
    "m": [
      "20F65",
      "20F10",
      "68Q45"
    ],
    "u": "/math2/wiki/automatic-group-definition/"
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  {
    "t": "GMRYG4S3G0",
    "n": "Caustic",
    "k": "concept",
    "m": [
      "53D12",
      "58K05",
      "78A05"
    ],
    "u": "/math2/wiki/caustic/"
  },
  {
    "t": "GMSKDPXWPH",
    "n": "Szegő kernel",
    "k": "definition",
    "m": [
      "32A25",
      "32A35"
    ],
    "u": "/math2/wiki/szego-kernel-definition/"
  },
  {
    "t": "GMY8XWETFV",
    "n": "Risch algorithm",
    "k": "definition",
    "m": [
      "68W30",
      "12H05",
      "33F10"
    ],
    "u": "/math2/wiki/risch-algorithm-definition/"
  },
  {
    "t": "GMYDMZMN1S",
    "n": "Levi's extension theorem for meromorphic functions",
    "k": "statement",
    "m": [
      "32D15",
      "32A20"
    ],
    "u": "/math2/wiki/levis-extension-theorem-for-meromorphic-functions/"
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  {
    "t": "GMYSQTH3Z7",
    "n": "Cellular algebra",
    "k": "definition",
    "m": [
      "16G10",
      "20C08"
    ],
    "u": "/math2/wiki/cellular-algebra-definition/"
  },
  {
    "t": "GN02JVADH4",
    "n": "Stratified sampling",
    "k": "definition",
    "m": [
      "62D05"
    ],
    "u": "/math2/wiki/stratified-sampling-definition/"
  },
  {
    "t": "GN4N94GQ0Z",
    "n": "Hyperbolic geometry",
    "k": "concept",
    "m": [
      "51M10",
      "53A35"
    ],
    "u": "/math2/wiki/hyperbolic-geometry/"
  },
  {
    "t": "GN6WHHGBAE",
    "n": "Proof of Extension of Lagrange's theorem",
    "k": "proof",
    "m": [
      "20D60"
    ],
    "u": "/math2/wiki/proof-of-extension-of-lagranges-theorem/"
  },
  {
    "t": "GNDWPYYFW4",
    "n": "IEEE 754 standard",
    "k": "concept",
    "m": [
      "65Y04",
      "65G50"
    ],
    "u": "/math2/wiki/ieee-754-standard/"
  },
  {
    "t": "GNEGMN4E26",
    "n": "Group law on an elliptic curve",
    "k": "definition",
    "m": [
      "14H52",
      "11G05"
    ],
    "u": "/math2/wiki/group-law-on-an-elliptic-curve-definition/"
  },
  {
    "t": "GNH0Y5VDE5",
    "n": "Reduction of a first-kind Volterra equation to the second kind",
    "k": "statement",
    "m": [
      "45D05"
    ],
    "u": "/math2/wiki/reduction-of-a-first-kind-volterra-equation-to-the-second-kind/"
  },
  {
    "t": "GNWE3XR0ZG",
    "n": "Prime end",
    "k": "concept",
    "m": [
      "30D40",
      "30C35"
    ],
    "u": "/math2/wiki/prime-end/"
  },
  {
    "t": "GP56NBN9RY",
    "n": "Involution",
    "k": "concept",
    "m": [
      "08A02",
      "16W10"
    ],
    "u": "/math2/wiki/involution/"
  },
  {
    "t": "GP98BJP4JH",
    "n": "Chebyshev series",
    "k": "concept",
    "m": [
      "41A10",
      "42A10",
      "33C45"
    ],
    "u": "/math2/wiki/chebyshev-series/"
  },
  {
    "t": "GP9E4AWJ8W",
    "n": "Superlinear convergence of the secant method",
    "k": "statement",
    "m": [
      "65H05"
    ],
    "u": "/math2/wiki/superlinear-convergence-of-the-secant-method/"
  },
  {
    "t": "GPBSS1V3SS",
    "n": "Shrinkage estimator",
    "k": "concept",
    "m": [
      "62J07",
      "62F10"
    ],
    "u": "/math2/wiki/shrinkage-estimator/"
  },
  {
    "t": "GPDPYHM3RE",
    "n": "Representability of cohomology by Eilenberg–MacLane spaces",
    "k": "statement",
    "m": [
      "55P20",
      "55N10"
    ],
    "u": "/math2/wiki/representability-of-cohomology-by-eilenberg-maclane-spaces/"
  },
  {
    "t": "GPJC1NY5RE",
    "n": "Continuity principle",
    "k": "statement",
    "m": [
      "31B15",
      "31A15"
    ],
    "u": "/math2/wiki/continuity-principle/"
  },
  {
    "t": "GPK4F1K971",
    "n": "Conditioned Brownian motion",
    "k": "definition",
    "m": [
      "60J65",
      "60J45"
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    "n": "Bessel function of the second kind",
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    "n": "Morita invariant",
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    "n": "Weyl–Titchmarsh theory",
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    "n": "Weyl's criterion",
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    "n": "Universally measurable set",
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    "n": "Lusternik–Schnirelmann theory of critical points",
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    "t": "GSVBM4F91E",
    "n": "Hyers–Ulam stability",
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    "n": "Moments and orthogonal polynomials",
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    "t": "GT224XDA4E",
    "n": "Dilworth's theorem",
    "k": "statement",
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    "t": "GT687SNZMQ",
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    "t": "GTBMW9QXST",
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    "t": "GTBXZXK146",
    "n": "Friedrichs extension",
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      "47A07"
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    "t": "GTFRPF5J2K",
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      "90B22"
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    "t": "GTFZ277047",
    "n": "Property (T)",
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    "m": [
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    "t": "GTG8MJGDKC",
    "n": "Triangular matrix",
    "k": "concept",
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    "t": "GTGFXW37YM",
    "n": "Normal closure",
    "k": "definition",
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    "t": "GTHWVEB1NZ",
    "n": "Crystallographic group",
    "k": "definition",
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    "t": "GTJ6KBD4PX",
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    "t": "GTMT5ZFV00",
    "n": "Submersion",
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    "t": "GTN3QQYTT5",
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    "t": "GTS4DRRMZR",
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    "t": "GTVCECGH40",
    "n": "Dunkl operator",
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      "33C80"
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    "t": "GTVQFG2SH9",
    "n": "Conformal geometry",
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      "16U60"
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    "u": "/math2/wiki/dedekind-finite-ring/"
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    "n": "Analytic signal",
    "k": "concept",
    "m": [
      "94A12",
      "44A15",
      "42A50"
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    "u": "/math2/wiki/analytic-signal/"
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    "t": "GVMM9GC7CE",
    "n": "Diffusion process",
    "k": "definition",
    "m": [
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      "60H10"
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    "u": "/math2/wiki/diffusion-process-definition/"
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    "t": "GVN1MS9PEJ",
    "n": "Prime ideal in a noncommutative ring",
    "k": "definition",
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      "16D25"
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    "t": "GVR54SZFX4",
    "n": "Smale's degree for proper Fredholm maps",
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      "58B15",
      "47H11"
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    "t": "GVSY2FZ8YW",
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      "34A30"
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    "u": "/math2/wiki/floquet-multiplier-definition/"
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    "t": "GVVG201079",
    "n": "Several complex variables",
    "k": "definition",
    "m": [
      "32A10"
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    "u": "/math2/wiki/several-complex-variables-definition/"
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    "t": "GW3B4K1WA5",
    "n": "Index of a singular integral operator",
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    "t": "GW78A05TNA",
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    "k": "concept",
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    "t": "GW8SBF37K1",
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    "m": [
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    "t": "GWA0T1WKCN",
    "n": "Global dimension",
    "k": "concept",
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      "16E10"
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    "t": "GWCBGYG5RA",
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    "u": "/math2/wiki/space-of-convergent-sequences/"
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    "t": "GWCY1C1KQV",
    "n": "Bohr's approximation theorem",
    "k": "statement",
    "m": [
      "42A75",
      "42A10",
      "43A60"
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    "u": "/math2/wiki/bohrs-approximation-theorem/"
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    "t": "GWGFT35TCZ",
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    "t": "GWGGZBPF60",
    "n": "Enough projectives",
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    "m": [
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    "t": "GWJWP187QE",
    "n": "Hironaka's resolution for complex spaces",
    "k": "statement",
    "m": [
      "32S45",
      "14E15"
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    "u": "/math2/wiki/hironakas-resolution-for-complex-spaces/"
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    "t": "GWKN5VG78A",
    "n": "Modular form",
    "k": "concept",
    "m": [
      "11F11",
      "11F03"
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    "u": "/math2/wiki/modular-form/"
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    "t": "GWS5QXH7WW",
    "n": "Club set",
    "k": "definition",
    "m": [
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      "03E10"
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    "u": "/math2/wiki/club-set-definition/"
  },
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    "t": "GWYE6745JK",
    "n": "Second main theorem of Nevanlinna theory",
    "k": "statement",
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    "t": "GWZN3EKEWD",
    "n": "Stallings theorem about ends of groups",
    "k": "statement",
    "m": [
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      "20E06",
      "20E08"
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    "u": "/math2/wiki/stallings-theorem-about-ends-of-groups/"
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    "t": "GX68S0ZH35",
    "n": "Singularity theory",
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    "m": [
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      "58K05"
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    "u": "/math2/wiki/singularity-theory-definition/"
  },
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    "t": "GX74C07T0G",
    "n": "de Rham cohomology",
    "k": "concept",
    "m": [
      "58A12",
      "57R19"
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    "t": "GX8K2SCWVQ",
    "n": "Image of J",
    "k": "concept",
    "m": [
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      "55Q45"
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    "t": "GX9Q2PYNZE",
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    "m": [
      "37C83",
      "37A25"
    ],
    "u": "/math2/wiki/sinai-billiard/"
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    "t": "GXM8BX8YM7",
    "n": "Closed graph theorem",
    "k": "statement",
    "m": [
      "46A30",
      "47A05"
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    "u": "/math2/wiki/closed-graph-theorem/"
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    "t": "GXN2NEHC8X",
    "n": "Obstacle problem",
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    "m": [
      "35R35",
      "35J86",
      "49J40"
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    "u": "/math2/wiki/obstacle-problem/"
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    "t": "GXNE1EPK0S",
    "n": "Nullary operation",
    "k": "definition",
    "m": [
      "08A62",
      "08A02"
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    "u": "/math2/wiki/nullary-operation-definition/"
  },
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    "t": "GXP6H9VGRB",
    "n": "Bayesian information criterion",
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    "n": "Klein quartic",
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    "u": "/math2/wiki/klein-quartic/"
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    "t": "GY3QA6NH0E",
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    "t": "GY5EEKHA45",
    "n": "Quantum dilogarithm",
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    "u": "/math2/wiki/de-bruijn-sequence/"
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    "n": "Virtually Haken conjecture",
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    "n": "Conformal radius",
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    "u": "/math2/wiki/conformal-radius/"
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    "n": "Broyden's method",
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    "n": "Krohn–Rhodes theory",
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    "t": "GYW7GYABD9",
    "n": "Pseudo-Anosov map",
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      "57K20"
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    "t": "GYXTW7PF56",
    "n": "Quasi-Frobenius ring",
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    "t": "GZ3XA1V7CJ",
    "n": "Rational surface",
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    "u": "/math2/wiki/rational-surface-definition/"
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    "t": "GZBSV8DYGS",
    "n": "Almost periodic function",
    "k": "concept",
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    "u": "/math2/wiki/almost-periodic-function/"
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    "n": "Inverse problem",
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    "u": "/math2/wiki/inverse-problem-definition/"
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    "t": "GZKMX0WRA5",
    "n": "Cheeger constant",
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    "m": [
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      "05C40",
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    "u": "/math2/wiki/cheeger-constant-definition/"
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    "t": "GZMAH9W2SK",
    "n": "Lusin's theorem",
    "k": "statement",
    "m": [
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      "26A15"
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    "u": "/math2/wiki/lusins-theorem/"
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    "t": "GZNW0SV2PT",
    "n": "Knot invariant",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/knot-invariant-definition/"
  },
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    "t": "GZQ5ZE3X6G",
    "n": "Knot invariant",
    "k": "concept",
    "m": [
      "57K10",
      "57K14"
    ],
    "u": "/math2/wiki/knot-invariant/"
  },
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    "t": "GZTT6FT18G",
    "n": "Sobolev embedding theorem",
    "k": "statement",
    "m": [
      "46E35"
    ],
    "u": "/math2/wiki/sobolev-embedding-theorem/"
  },
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    "t": "GZV7QFA0RZ",
    "n": "Bergman space",
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    "m": [
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      "32A36"
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    "u": "/math2/wiki/bergman-space-definition/"
  },
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    "t": "H03BGDDF0N",
    "n": "Sinc function",
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      "94A12"
    ],
    "u": "/math2/wiki/sinc-function-definition/"
  },
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    "t": "H03GKRVBJ1",
    "n": "Arithmetic genus",
    "k": "concept",
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    "u": "/math2/wiki/arithmetic-genus/"
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    "t": "H0DB07WM20",
    "n": "Faltings's theorem",
    "k": "statement",
    "m": [
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      "14G05",
      "14H25"
    ],
    "u": "/math2/wiki/faltingss-theorem/"
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    "t": "H0GY2J14CA",
    "n": "Determinate moment problem",
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    "u": "/math2/wiki/determinate-moment-problem/"
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    "t": "H0MZB0DPP2",
    "n": "Exponential integrator",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/exponential-integrator/"
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    "t": "H0NDB85RCD",
    "n": "Conditioned Brownian motion",
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    "u": "/math2/wiki/conditioned-brownian-motion/"
  },
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    "t": "H0Q4BWB23T",
    "n": "Partially well-ordered set",
    "k": "concept",
    "m": [
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    ],
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    "t": "H0T4RFG2AD",
    "n": "Steenrod square",
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    "m": [
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      "55S05"
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    "u": "/math2/wiki/steenrod-square-definition/"
  },
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    "t": "H0V3TNH7DN",
    "n": "Paratopological group",
    "k": "concept",
    "m": [
      "22A05",
      "54H11"
    ],
    "u": "/math2/wiki/paratopological-group/"
  },
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    "t": "H11X2TCMAZ",
    "n": "Painlevé transcendents",
    "k": "definition",
    "m": [
      "33E17",
      "34M55"
    ],
    "u": "/math2/wiki/painleve-transcendents-definition/"
  },
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    "t": "H129B6DA0F",
    "n": "Remez algorithm",
    "k": "concept",
    "m": [
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      "41A50",
      "41A10"
    ],
    "u": "/math2/wiki/remez-algorithm/"
  },
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    "t": "H13W0YERH5",
    "n": "Width of a poset",
    "k": "definition",
    "m": [
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    ],
    "u": "/math2/wiki/width-of-a-poset-definition/"
  },
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    "t": "H1AT0G82ZD",
    "n": "Spread",
    "k": "concept",
    "m": [
      "51E23",
      "51A40"
    ],
    "u": "/math2/wiki/spread/"
  },
  {
    "t": "H1BSG0J5G1",
    "n": "Focal subgroup theorem",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/focal-subgroup-theorem/"
  },
  {
    "t": "H1CZXMZ6HE",
    "n": "Jacobian criterion",
    "k": "statement",
    "m": [
      "13H05",
      "14B05",
      "13N05"
    ],
    "u": "/math2/wiki/jacobian-criterion/"
  },
  {
    "t": "H1ERJ3T75T",
    "n": "Viscosity solution",
    "k": "concept",
    "m": [
      "35D40",
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    ],
    "u": "/math2/wiki/viscosity-solution/"
  },
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    "t": "H1HWSWME6B",
    "n": "Liouville–Neumann series",
    "k": "statement",
    "m": [
      "45B05",
      "45L05"
    ],
    "u": "/math2/wiki/liouville-neumann-series/"
  },
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    "t": "H1K36H9ZWB",
    "n": "Quermassintegral",
    "k": "concept",
    "m": [
      "52A39",
      "52A38"
    ],
    "u": "/math2/wiki/quermassintegral/"
  },
  {
    "t": "H1KHRWNH8B",
    "n": "Analytic function between Banach spaces",
    "k": "concept",
    "m": [
      "46G20",
      "26E05"
    ],
    "u": "/math2/wiki/analytic-function-between-banach-spaces/"
  },
  {
    "t": "H1WNVN5V7F",
    "n": "Character of an abelian group",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/character-of-an-abelian-group/"
  },
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    "t": "H1Z2TKY3EQ",
    "n": "Convergence of an infinite product",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/convergence-of-an-infinite-product-definition/"
  },
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    "t": "H20P600HQS",
    "n": "Integrally closed domain",
    "k": "concept",
    "m": [
      "13B22",
      "13G05"
    ],
    "u": "/math2/wiki/integrally-closed-domain/"
  },
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    "t": "H27ZC95KN5",
    "n": "Functional square root",
    "k": "definition",
    "m": [
      "39B12",
      "26A18"
    ],
    "u": "/math2/wiki/functional-square-root-definition/"
  },
  {
    "t": "H28PSZR7XG",
    "n": "Generalized cohomology theory",
    "k": "concept",
    "m": [
      "55N20"
    ],
    "u": "/math2/wiki/generalized-cohomology-theory/"
  },
  {
    "t": "H2E8KW6DB5",
    "n": "Painlevé property",
    "k": "definition",
    "m": [
      "34M55",
      "34M04"
    ],
    "u": "/math2/wiki/painleve-property-definition/"
  },
  {
    "t": "H2ET6RG7PC",
    "n": "Geometric Brownian motion",
    "k": "definition",
    "m": [
      "60J65",
      "91G30"
    ],
    "u": "/math2/wiki/geometric-brownian-motion-definition/"
  },
  {
    "t": "H2YS8SX31W",
    "n": "Kan complex",
    "k": "definition",
    "m": [
      "18N50",
      "55U10"
    ],
    "u": "/math2/wiki/kan-complex-definition/"
  },
  {
    "t": "H30E38799N",
    "n": "Projective space",
    "k": "definition",
    "m": [
      "14N05",
      "51N15"
    ],
    "u": "/math2/wiki/projective-space-definition/"
  },
  {
    "t": "H313BRXEJS",
    "n": "Trigonometric functions",
    "k": "concept",
    "m": [
      "33B10",
      "26A09"
    ],
    "u": "/math2/wiki/trigonometric-functions/"
  },
  {
    "t": "H38D5RAYG8",
    "n": "Geometric optics",
    "k": "definition",
    "m": [
      "78A05",
      "35L05",
      "35B40"
    ],
    "u": "/math2/wiki/geometric-optics-definition/"
  },
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    "t": "H3GWX277EF",
    "n": "Bogdanov–Takens bifurcation",
    "k": "definition",
    "m": [
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      "37G10"
    ],
    "u": "/math2/wiki/bogdanov-takens-bifurcation-definition/"
  },
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    "t": "H3QX1ZFC8K",
    "n": "Exponential map of a Lie group",
    "k": "concept",
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      "22E60",
      "22E15"
    ],
    "u": "/math2/wiki/exponential-map-of-a-lie-group/"
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    "t": "H3SZ6VAJ6F",
    "n": "Ergodic transformation",
    "k": "definition",
    "m": [
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    ],
    "u": "/math2/wiki/ergodic-transformation-definition/"
  },
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    "t": "H3W6ZPAJJV",
    "n": "Congruence relation",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/congruence-relation-definition/"
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    "n": "Linear logic",
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    "u": "/math2/wiki/linear-logic-definition/"
  },
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    "t": "H47ZGRR13V",
    "n": "Perfect set property",
    "k": "concept",
    "m": [
      "03E15",
      "54H05"
    ],
    "u": "/math2/wiki/perfect-set-property/"
  },
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    "t": "H4C888M5AZ",
    "n": "Weak Lp space",
    "k": "concept",
    "m": [
      "46E30",
      "42B35"
    ],
    "u": "/math2/wiki/weak-lp-space/"
  },
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    "t": "H4DD38RKBA",
    "n": "Empirical likelihood",
    "k": "definition",
    "m": [
      "62G10",
      "62G15",
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    ],
    "u": "/math2/wiki/empirical-likelihood-definition/"
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    "t": "H4DHJ7TS76",
    "n": "Continuous wavelet transform",
    "k": "definition",
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    ],
    "u": "/math2/wiki/continuous-wavelet-transform-definition/"
  },
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    "t": "H4E1PW67Z1",
    "n": "Littlewood–Paley square function",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/littlewood-paley-square-function/"
  },
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    "t": "H4FS63VY0Y",
    "n": "Topological field",
    "k": "definition",
    "m": [
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      "54H13"
    ],
    "u": "/math2/wiki/topological-field-definition/"
  },
  {
    "t": "H4JSMZK622",
    "n": "Monoid object",
    "k": "definition",
    "m": [
      "18M05",
      "18C40"
    ],
    "u": "/math2/wiki/monoid-object-definition/"
  },
  {
    "t": "H4K920SVYT",
    "n": "Unit-regular ring",
    "k": "concept",
    "m": [
      "16E50",
      "16U90"
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    "u": "/math2/wiki/unit-regular-ring/"
  },
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    "t": "H4MQD841BR",
    "n": "Power iteration",
    "k": "concept",
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    "u": "/math2/wiki/power-iteration/"
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    "t": "H4MY8JN8W4",
    "n": "Preservation of limits",
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    "u": "/math2/wiki/preservation-of-limits/"
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    "t": "H4NTJ12J88",
    "n": "Fibred category",
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    "m": [
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    "u": "/math2/wiki/fibred-category-definition/"
  },
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    "n": "Wiener–Hopf method",
    "k": "concept",
    "m": [
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    ],
    "u": "/math2/wiki/wiener-hopf-method/"
  },
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    "t": "H4QSPK0XTZ",
    "n": "Proof of the first isomorphism theorem",
    "k": "proof",
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    "n": "Clone",
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    "m": [
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    "u": "/math2/wiki/clone-definition/"
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    "t": "H4XSF8ZPRS",
    "n": "Asymptotic scale",
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    "u": "/math2/wiki/asymptotic-scale-definition/"
  },
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    "n": "Frobenius element",
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    "m": [
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    "t": "H51S5V6XYJ",
    "n": "One-parameter subgroup",
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    "u": "/math2/wiki/one-parameter-subgroup-definition/"
  },
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    "t": "H56XFFM23H",
    "n": "Convex combination",
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    "u": "/math2/wiki/convex-combination-definition/"
  },
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    "u": "/math2/wiki/algebra-over-an-operad-definition/"
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    "t": "H58AGW8ZHF",
    "n": "Elementary equivalence",
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    "u": "/math2/wiki/elementary-equivalence-definition/"
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    "n": "K3 surface",
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    "u": "/math2/wiki/k3-surface-definition/"
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    "n": "Weighted least squares",
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    "u": "/math2/wiki/weighted-least-squares/"
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    "t": "H5CW67CCST",
    "n": "Many-one reduction",
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    "u": "/math2/wiki/many-one-reduction-definition/"
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    "n": "Zonotope",
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    ],
    "u": "/math2/wiki/zonotope-definition/"
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    "t": "H5EWB180S6",
    "n": "Incidence geometry",
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    "u": "/math2/wiki/incidence-geometry-definition/"
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    "t": "H5FQQWDJRV",
    "n": "Calabi–Eckmann manifold",
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    "u": "/math2/wiki/calabi-eckmann-manifold/"
  },
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    "t": "H5G6TGRQH1",
    "n": "Lattice of subspaces",
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    "m": [
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    ],
    "u": "/math2/wiki/lattice-of-subspaces/"
  },
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    "t": "H5G7CNYZEB",
    "n": "Dvoretzky–Kiefer–Wolfowitz inequality",
    "k": "statement",
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    ],
    "u": "/math2/wiki/dvoretzky-kiefer-wolfowitz-inequality/"
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    "t": "H5GB19W2H3",
    "n": "Elliptic geometry",
    "k": "concept",
    "m": [
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    ],
    "u": "/math2/wiki/elliptic-geometry/"
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    "t": "H5P06V330V",
    "n": "Picard–Vessiot extension",
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    "u": "/math2/wiki/picard-vessiot-extension-definition/"
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    "n": "Solution set condition",
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  },
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    "t": "H5RC67SD24",
    "n": "Ramification",
    "k": "concept",
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    ],
    "u": "/math2/wiki/ramification/"
  },
  {
    "t": "H5V4099GN7",
    "n": "Stokes phenomenon",
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    "t": "HF8AJZP6PG",
    "n": "Mahalanobis distance",
    "k": "definition",
    "m": [
      "62H30",
      "62H20"
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    "u": "/math2/wiki/mahalanobis-distance-definition/"
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    "t": "HFBST11CT6",
    "n": "Unit in the last place",
    "k": "concept",
    "m": [
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      "65Y04"
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    "u": "/math2/wiki/unit-in-the-last-place/"
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    "t": "HFBW3SXQVM",
    "n": "Inversive geometry",
    "k": "concept",
    "m": [
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      "51M05"
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    "u": "/math2/wiki/inversive-geometry/"
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    "t": "HFEA4FKGW1",
    "n": "Poincaré–Birkhoff–Witt theorem",
    "k": "statement",
    "m": [
      "17B35",
      "16S30"
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    "u": "/math2/wiki/poincare-birkhoff-witt-theorem/"
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  {
    "t": "HFJCAPWWD4",
    "n": "Geometric graph",
    "k": "concept",
    "m": [
      "05C62",
      "52C10",
      "05C10"
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    "u": "/math2/wiki/geometric-graph/"
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    "t": "HFQSSB1Z23",
    "n": "Diamond principle",
    "k": "concept",
    "m": [
      "03E65",
      "03E05"
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    "u": "/math2/wiki/diamond-principle/"
  },
  {
    "t": "HFSM647VBR",
    "n": "Jones polynomial",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/jones-polynomial-definition/"
  },
  {
    "t": "HFTBG5PMXC",
    "n": "Model theory",
    "k": "concept",
    "m": [
      "03C07",
      "03C98"
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    "u": "/math2/wiki/model-theory/"
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    "t": "HG4S5HNWXF",
    "n": "Continuum",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/continuum-definition/"
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    "t": "HG65C9R1SP",
    "n": "Hardy–Littlewood–Sobolev inequality",
    "k": "statement",
    "m": [
      "42B20",
      "26D15",
      "46E35"
    ],
    "u": "/math2/wiki/hardy-littlewood-sobolev-inequality/"
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    "t": "HG7HC57NDM",
    "n": "Nakayama algebra",
    "k": "definition",
    "m": [
      "16G20",
      "16G60"
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    "u": "/math2/wiki/nakayama-algebra-definition/"
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    "t": "HGEX40P0Z0",
    "n": "Bézout domain",
    "k": "concept",
    "m": [
      "13F05",
      "13G05"
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    "u": "/math2/wiki/bezout-domain/"
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    "t": "HGF11AHX5R",
    "n": "Biconjugate gradient method",
    "k": "statement",
    "m": [
      "65F10"
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    "u": "/math2/wiki/biconjugate-gradient-method/"
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    "t": "HGJVM49PA4",
    "n": "Double-negation translation",
    "k": "concept",
    "m": [
      "03F25",
      "03F55",
      "03B20"
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    "u": "/math2/wiki/double-negation-translation/"
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    "t": "HGK7R92QH7",
    "n": "Hilbert class field",
    "k": "definition",
    "m": [
      "11R37",
      "11R29"
    ],
    "u": "/math2/wiki/hilbert-class-field-definition/"
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    "t": "HGKN8E09RS",
    "n": "Finite volume method",
    "k": "concept",
    "m": [
      "65M08",
      "65N08",
      "35L65"
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    "u": "/math2/wiki/finite-volume-method/"
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    "t": "HGMX1QGTAZ",
    "n": "Eikonal equation",
    "k": "concept",
    "m": [
      "35F21",
      "78A05",
      "35F30"
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    "u": "/math2/wiki/eikonal-equation/"
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    "t": "HGPH5QWVC2",
    "n": "Periodic solutions of integral equations",
    "k": "concept",
    "m": [
      "45M15",
      "45G10",
      "45D05"
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    "u": "/math2/wiki/periodic-solutions-of-integral-equations/"
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    "t": "HGZAYPQBXW",
    "n": "Stable homotopy groups of spheres",
    "k": "concept",
    "m": [
      "55Q45",
      "55Q10"
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    "u": "/math2/wiki/stable-homotopy-groups-of-spheres/"
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    "t": "HGZMZRSS5D",
    "n": "Docquier–Grauert theorem",
    "k": "statement",
    "m": [
      "32E10",
      "32E40",
      "32T05"
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    "u": "/math2/wiki/docquier-grauert-theorem/"
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    "t": "HH2EM3DPNK",
    "n": "Gabrielov's theorem of the complement",
    "k": "statement",
    "m": [
      "32B20",
      "14P15",
      "03C64"
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    "u": "/math2/wiki/gabrielovs-theorem-of-the-complement/"
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    "t": "HH35EXPKEC",
    "n": "Partial linear space",
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    "m": [
      "51A45",
      "51E14",
      "05B25"
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    "u": "/math2/wiki/partial-linear-space-definition/"
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    "t": "HH6VEVM6Z0",
    "n": "Ideal of an algebraic set",
    "k": "concept",
    "m": [
      "14A05",
      "13A15"
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    "u": "/math2/wiki/ideal-of-an-algebraic-set/"
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  {
    "t": "HHBGB5R5S2",
    "n": "Absolutely convergent Fourier series",
    "k": "concept",
    "m": [
      "42A20",
      "42A16"
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    "u": "/math2/wiki/absolutely-convergent-fourier-series/"
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  {
    "t": "HHKKPD81J2",
    "n": "Fermi–Dirac integral",
    "k": "concept",
    "m": [
      "33E20",
      "33B30"
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    "u": "/math2/wiki/fermi-dirac-integral/"
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  {
    "t": "HHKSWC8Y6D",
    "n": "Principal symbol of an operator on a manifold",
    "k": "definition",
    "m": [
      "58J40",
      "35S05",
      "47F05"
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    "u": "/math2/wiki/principal-symbol-of-an-operator-on-a-manifold-definition/"
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    "t": "HHMS3WH9T7",
    "n": "Ordered vector space",
    "k": "concept",
    "m": [
      "46A40",
      "06F20"
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    "u": "/math2/wiki/ordered-vector-space/"
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    "t": "HHNJT9CBEJ",
    "n": "Term rewriting for equational theories",
    "k": "definition",
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      "68Q42",
      "08B05",
      "03B35"
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    "u": "/math2/wiki/term-rewriting-for-equational-theories-definition/"
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  {
    "t": "HHNR31W3WD",
    "n": "Differentiation and multiplication under the Fourier transform",
    "k": "statement",
    "m": [
      "42B10",
      "42A38"
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    "u": "/math2/wiki/differentiation-and-multiplication-under-the-fourier-transform/"
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  {
    "t": "HHNWHS1XTN",
    "n": "Free product of algebras",
    "k": "concept",
    "m": [
      "08B25",
      "20E06"
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    "u": "/math2/wiki/free-product-of-algebras/"
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  {
    "t": "HHR8HP3R6G",
    "n": "Variational principle for topological entropy",
    "k": "statement",
    "m": [
      "37B40",
      "37A35"
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    "u": "/math2/wiki/variational-principle-for-topological-entropy/"
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    "t": "HJ1159KYP3",
    "n": "Taylor term",
    "k": "definition",
    "m": [
      "08B05",
      "08A70"
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    "u": "/math2/wiki/taylor-term-definition/"
  },
  {
    "t": "HJ2QSEMHMC",
    "n": "LF-space",
    "k": "definition",
    "m": [
      "46A13"
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    "u": "/math2/wiki/lf-space-definition/"
  },
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    "t": "HJ2WFGXNBQ",
    "n": "Sumudu transform",
    "k": "definition",
    "m": [
      "44A10",
      "44A15"
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    "u": "/math2/wiki/sumudu-transform-definition/"
  },
  {
    "t": "HJ2XQMFDS9",
    "n": "Jordan–Dedekind chain condition",
    "k": "definition",
    "m": [
      "06A07",
      "06B05"
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    "u": "/math2/wiki/jordan-dedekind-chain-condition-definition/"
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    "t": "HJBYFPJEQ1",
    "n": "Fraïssé limit",
    "k": "definition",
    "m": [
      "03C15",
      "03C52"
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    "u": "/math2/wiki/fraisse-limit-definition/"
  },
  {
    "t": "HJEFC4CC6M",
    "n": "Relative homotopy",
    "k": "definition",
    "m": [
      "55Q05",
      "55P10"
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    "u": "/math2/wiki/relative-homotopy-definition/"
  },
  {
    "t": "HJFPH6NVVH",
    "n": "Minkowski plane",
    "k": "definition",
    "m": [
      "51B20"
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    "u": "/math2/wiki/minkowski-plane-definition/"
  },
  {
    "t": "HJK75HDWFE",
    "n": "Diagram",
    "k": "concept",
    "m": [
      "18A10",
      "18A30"
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    "u": "/math2/wiki/diagram/"
  },
  {
    "t": "HJPPRZ29YE",
    "n": "Stochastic ordering",
    "k": "concept",
    "m": [
      "60E15"
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    "u": "/math2/wiki/stochastic-ordering/"
  },
  {
    "t": "HJVM390354",
    "n": "Hidden Markov model",
    "k": "concept",
    "m": [
      "62M05",
      "60J10"
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    "u": "/math2/wiki/hidden-markov-model/"
  },
  {
    "t": "HJVRBDQSGG",
    "n": "Fraïssé limit",
    "k": "concept",
    "m": [
      "03C15",
      "03C52"
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    "u": "/math2/wiki/fraisse-limit/"
  },
  {
    "t": "HJW1KSQZWA",
    "n": "Berlekamp's algorithm",
    "k": "definition",
    "m": [
      "11T06",
      "11Y16",
      "68W30"
    ],
    "u": "/math2/wiki/berlekamps-algorithm-definition/"
  },
  {
    "t": "HJXA140M0C",
    "n": "Convex cone",
    "k": "definition",
    "m": [
      "52A20",
      "46A55"
    ],
    "u": "/math2/wiki/convex-cone-definition/"
  },
  {
    "t": "HJYJMKA7VE",
    "n": "Cauchy filter",
    "k": "definition",
    "m": [
      "54E15",
      "54A20"
    ],
    "u": "/math2/wiki/cauchy-filter-definition/"
  },
  {
    "t": "HK1TJFXNG9",
    "n": "Tomographic reconstruction",
    "k": "problem",
    "m": [
      "44A12",
      "92C55",
      "65R32"
    ],
    "u": "/math2/wiki/tomographic-reconstruction/"
  },
  {
    "t": "HK2AA1YSQ2",
    "n": "Projective resolution",
    "k": "concept",
    "m": [
      "13D02",
      "18G10"
    ],
    "u": "/math2/wiki/projective-resolution/"
  },
  {
    "t": "HK3BRMK912",
    "n": "Lie product formula",
    "k": "statement",
    "m": [
      "15A16",
      "22E15"
    ],
    "u": "/math2/wiki/lie-product-formula/"
  },
  {
    "t": "HK8339ECNN",
    "n": "Shannon–McMillan–Breiman theorem",
    "k": "statement",
    "m": [
      "37A35",
      "28D20",
      "94A17"
    ],
    "u": "/math2/wiki/shannon-mcmillan-breiman-theorem/"
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  {
    "t": "HK8NS02NNE",
    "n": "Homology sphere",
    "k": "concept",
    "m": [
      "57N65",
      "57K30"
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    "u": "/math2/wiki/homology-sphere/"
  },
  {
    "t": "HKB6KES6PK",
    "n": "Kernel of an integral transform",
    "k": "definition",
    "m": [
      "44A05"
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    "u": "/math2/wiki/kernel-of-an-integral-transform-definition/"
  },
  {
    "t": "HKPHRSN3ER",
    "n": "Legendre transformation",
    "k": "definition",
    "m": [
      "26A51",
      "44A15",
      "52A41"
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    "u": "/math2/wiki/legendre-transformation-definition/"
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  {
    "t": "HKRN90DCWK",
    "n": "Kolmogorov criterion for best approximation",
    "k": "statement",
    "m": [
      "41A50",
      "41A65"
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    "u": "/math2/wiki/kolmogorov-criterion-for-best-approximation/"
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  {
    "t": "HKZABKRPN6",
    "n": "Cohomology of Lie groups",
    "k": "concept",
    "m": [
      "57T10",
      "17B56"
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    "u": "/math2/wiki/cohomology-of-lie-groups/"
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  {
    "t": "HM23BV561Z",
    "n": "Thom's cobordism theorem",
    "k": "statement",
    "m": [
      "57R75",
      "55N22"
    ],
    "u": "/math2/wiki/thoms-cobordism-theorem/"
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  {
    "t": "HM2HHE3J51",
    "n": "Hilbert space",
    "k": "concept",
    "m": [
      "46C05"
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    "u": "/math2/wiki/hilbert-space/"
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  {
    "t": "HM74NCW5JX",
    "n": "Prony's method",
    "k": "definition",
    "m": [
      "65D10",
      "41A30",
      "65F20"
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    "u": "/math2/wiki/pronys-method-definition/"
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  {
    "t": "HM9HBVSM54",
    "n": "Cluster algebra",
    "k": "definition",
    "m": [
      "13F60",
      "16G20"
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    "u": "/math2/wiki/cluster-algebra-definition/"
  },
  {
    "t": "HMC733EFMD",
    "n": "Abel–Plana formula",
    "k": "statement",
    "m": [
      "65B15",
      "30E20",
      "40A25"
    ],
    "u": "/math2/wiki/abel-plana-formula/"
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  {
    "t": "HMCD0JBFST",
    "n": "Stein manifold",
    "k": "concept",
    "m": [
      "32Q28",
      "32E10"
    ],
    "u": "/math2/wiki/stein-manifold/"
  },
  {
    "t": "HMDGNS1V2T",
    "n": "Fixed-point property of posets",
    "k": "concept",
    "m": [
      "06A06",
      "47H10"
    ],
    "u": "/math2/wiki/fixed-point-property-of-posets/"
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  {
    "t": "HMF8G4EBDX",
    "n": "Transcendental extension",
    "k": "definition",
    "m": [
      "12F20"
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    "u": "/math2/wiki/transcendental-extension-definition/"
  },
  {
    "t": "HMRP135M6K",
    "n": "Holonomy groupoid of a foliation",
    "k": "concept",
    "m": [
      "57R30",
      "22A22",
      "58H05"
    ],
    "u": "/math2/wiki/holonomy-groupoid-of-a-foliation/"
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  {
    "t": "HMTCW4EAMW",
    "n": "Inversion of rational transforms by partial fractions",
    "k": "definition",
    "m": [
      "44A10",
      "26C15"
    ],
    "u": "/math2/wiki/inversion-of-rational-transforms-by-partial-fractions-definition/"
  },
  {
    "t": "HN0AXS6VSG",
    "n": "Dirichlet series",
    "k": "definition",
    "m": [
      "11M41",
      "30B50"
    ],
    "u": "/math2/wiki/dirichlet-series-definition/"
  },
  {
    "t": "HN5A4M2GE8",
    "n": "Minkowski sum of polytopes",
    "k": "definition",
    "m": [
      "52B11",
      "52A39"
    ],
    "u": "/math2/wiki/minkowski-sum-of-polytopes-definition/"
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    "t": "HN5XRJTHND",
    "n": "Nevanlinna theory",
    "k": "definition",
    "m": [
      "30D35"
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    "u": "/math2/wiki/nevanlinna-theory-definition/"
  },
  {
    "t": "HN93ST5CBT",
    "n": "Radon inversion formula",
    "k": "statement",
    "m": [
      "44A12",
      "92C55"
    ],
    "u": "/math2/wiki/radon-inversion-formula/"
  },
  {
    "t": "HNCY0067F1",
    "n": "Kronecker's lemma",
    "k": "statement",
    "m": [
      "40A05"
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    "u": "/math2/wiki/kroneckers-lemma/"
  },
  {
    "t": "HNGT8S7JAG",
    "n": "Carlson symmetric forms",
    "k": "definition",
    "m": [
      "33E05",
      "33F05"
    ],
    "u": "/math2/wiki/carlson-symmetric-forms-definition/"
  },
  {
    "t": "HNK1Y62G7V",
    "n": "Filtration",
    "k": "concept",
    "m": [
      "60G05",
      "60G07"
    ],
    "u": "/math2/wiki/filtration/"
  },
  {
    "t": "HNRM1CW4JK",
    "n": "Absolutely monotonic function",
    "k": "definition",
    "m": [
      "26A48"
    ],
    "u": "/math2/wiki/absolutely-monotonic-function-definition/"
  },
  {
    "t": "HNTE5FPS14",
    "n": "Ovoid",
    "k": "concept",
    "m": [
      "51E20",
      "51E21"
    ],
    "u": "/math2/wiki/ovoid/"
  },
  {
    "t": "HNVW0E732J",
    "n": "Lie groupoid",
    "k": "concept",
    "m": [
      "22A22",
      "58H05"
    ],
    "u": "/math2/wiki/lie-groupoid/"
  },
  {
    "t": "HNW4WRSEEX",
    "n": "Riesz projector",
    "k": "concept",
    "m": [
      "47A10",
      "47A60"
    ],
    "u": "/math2/wiki/riesz-projector/"
  },
  {
    "t": "HNXXAPQKG3",
    "n": "Topological conjugacy",
    "k": "concept",
    "m": [
      "37C15",
      "37B02"
    ],
    "u": "/math2/wiki/topological-conjugacy/"
  },
  {
    "t": "HP56DJECMT",
    "n": "Hilbert–Serre theorem",
    "k": "statement",
    "m": [
      "13D40",
      "13A02"
    ],
    "u": "/math2/wiki/hilbert-serre-theorem/"
  },
  {
    "t": "HP5VJ9EBST",
    "n": "Fredholm minors",
    "k": "concept",
    "m": [
      "45B05"
    ],
    "u": "/math2/wiki/fredholm-minors/"
  },
  {
    "t": "HP97SGN9A3",
    "n": "Askey–Wilson polynomials",
    "k": "definition",
    "m": [
      "33D45",
      "33D15"
    ],
    "u": "/math2/wiki/askey-wilson-polynomials-definition/"
  },
  {
    "t": "HP9Z9HJ2SS",
    "n": "Generalized hypergeometric function",
    "k": "definition",
    "m": [
      "33C20"
    ],
    "u": "/math2/wiki/generalized-hypergeometric-function-definition/"
  },
  {
    "t": "HPBWEBJ3G5",
    "n": "Minimal set",
    "k": "definition",
    "m": [
      "37B05"
    ],
    "u": "/math2/wiki/minimal-set-definition/"
  },
  {
    "t": "HPMAJV2RDY",
    "n": "No small subgroups",
    "k": "concept",
    "m": [
      "22A05",
      "22E05",
      "22D05"
    ],
    "u": "/math2/wiki/no-small-subgroups/"
  },
  {
    "t": "HPW5F0GQ4B",
    "n": "Distance geometry",
    "k": "concept",
    "m": [
      "51K05",
      "51K99"
    ],
    "u": "/math2/wiki/distance-geometry/"
  },
  {
    "t": "HPX85PA8NX",
    "n": "Desarguesian plane",
    "k": "concept",
    "m": [
      "51A30",
      "51A05"
    ],
    "u": "/math2/wiki/desarguesian-plane/"
  },
  {
    "t": "HPZHRZ0502",
    "n": "Plancherel theorem",
    "k": "statement",
    "m": [
      "42B10",
      "42A38"
    ],
    "u": "/math2/wiki/plancherel-theorem/"
  },
  {
    "t": "HQ0JN9W2PR",
    "n": "Projective conic",
    "k": "definition",
    "m": [
      "51N15",
      "51E21"
    ],
    "u": "/math2/wiki/projective-conic-definition/"
  },
  {
    "t": "HQ7KMZYPSQ",
    "n": "Primitive polynomial over a finite field",
    "k": "concept",
    "m": [
      "11T06",
      "12E20"
    ],
    "u": "/math2/wiki/primitive-polynomial-over-a-finite-field/"
  },
  {
    "t": "HQFZQ0F991",
    "n": "Regular measure",
    "k": "concept",
    "m": [
      "28C15"
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    "u": "/math2/wiki/regular-measure/"
  },
  {
    "t": "HQG3V5Z6MR",
    "n": "Sperner's lemma",
    "k": "statement",
    "m": [
      "05E45",
      "55M20"
    ],
    "u": "/math2/wiki/sperners-lemma/"
  },
  {
    "t": "HQHP2J7F3M",
    "n": "Algebraic space",
    "k": "definition",
    "m": [
      "14A20"
    ],
    "u": "/math2/wiki/algebraic-space-definition/"
  },
  {
    "t": "HQMNCB9FZ5",
    "n": "Fréchet–Urysohn space",
    "k": "definition",
    "m": [
      "54D55"
    ],
    "u": "/math2/wiki/frechet-urysohn-space-definition/"
  },
  {
    "t": "HQNXQBZ6C7",
    "n": "ADE singularity",
    "k": "concept",
    "m": [
      "14J17",
      "32S25",
      "14B05"
    ],
    "u": "/math2/wiki/ade-singularity/"
  },
  {
    "t": "HQTPVQS7TY",
    "n": "Comodule",
    "k": "definition",
    "m": [
      "16T15"
    ],
    "u": "/math2/wiki/comodule-definition/"
  },
  {
    "t": "HQVXKEMN5N",
    "n": "Distribution function of a measurable function",
    "k": "concept",
    "m": [
      "28A20",
      "46E30"
    ],
    "u": "/math2/wiki/distribution-function-of-a-measurable-function/"
  },
  {
    "t": "HR2GM9DSDJ",
    "n": "Hunt process",
    "k": "definition",
    "m": [
      "60J45",
      "60J25",
      "60J40"
    ],
    "u": "/math2/wiki/hunt-process-definition/"
  },
  {
    "t": "HR5MB30MV3",
    "n": "Structure theory of totally disconnected locally compact groups",
    "k": "concept",
    "m": [
      "22D05",
      "20E08"
    ],
    "u": "/math2/wiki/structure-theory-of-totally-disconnected-locally-compact-groups/"
  },
  {
    "t": "HR720TJZZR",
    "n": "Linear-quadratic regulator",
    "k": "problem",
    "m": [
      "49N10",
      "93C05",
      "49N35"
    ],
    "u": "/math2/wiki/linear-quadratic-regulator/"
  },
  {
    "t": "HRCQ3JHYY0",
    "n": "Rayleigh quotient for symmetric kernels",
    "k": "concept",
    "m": [
      "45C05",
      "47A75"
    ],
    "u": "/math2/wiki/rayleigh-quotient-for-symmetric-kernels/"
  },
  {
    "t": "HRE0QD3B0W",
    "n": "Determinate moment problem",
    "k": "definition",
    "m": [
      "44A60"
    ],
    "u": "/math2/wiki/determinate-moment-problem-definition/"
  },
  {
    "t": "HRPAX8V7HA",
    "n": "Kobayashi hyperbolic manifold",
    "k": "concept",
    "m": [
      "32Q45",
      "32F45"
    ],
    "u": "/math2/wiki/kobayashi-hyperbolic-manifold/"
  },
  {
    "t": "HS0R4H5SAW",
    "n": "Generalized Boolean algebra",
    "k": "definition",
    "m": [
      "06E75",
      "06E20"
    ],
    "u": "/math2/wiki/generalized-boolean-algebra-definition/"
  },
  {
    "t": "HS2NTCMZ4T",
    "n": "Minkowski content",
    "k": "concept",
    "m": [
      "28A75",
      "28A80"
    ],
    "u": "/math2/wiki/minkowski-content/"
  },
  {
    "t": "HS5ZEM7TWA",
    "n": "Bifurcation diagram",
    "k": "definition",
    "m": [
      "37G35",
      "37G10"
    ],
    "u": "/math2/wiki/bifurcation-diagram-definition/"
  },
  {
    "t": "HS65DW0HXH",
    "n": "Bump function",
    "k": "concept",
    "m": [
      "26E10",
      "46F05"
    ],
    "u": "/math2/wiki/bump-function/"
  },
  {
    "t": "HS7GJ1C86M",
    "n": "Jónsson terms",
    "k": "definition",
    "m": [
      "08B05",
      "08B10"
    ],
    "u": "/math2/wiki/jonsson-terms-definition/"
  },
  {
    "t": "HS9VYE19Z2",
    "n": "Castelnuovo–Mumford regularity",
    "k": "definition",
    "m": [
      "13D02",
      "13D45"
    ],
    "u": "/math2/wiki/castelnuovo-mumford-regularity-definition/"
  },
  {
    "t": "HSBWJSBH0D",
    "n": "Cochran's theorem",
    "k": "statement",
    "m": [
      "62E15",
      "62J10"
    ],
    "u": "/math2/wiki/cochrans-theorem/"
  },
  {
    "t": "HSD6FKCYRC",
    "n": "Freedman's classification of simply connected 4-manifolds",
    "k": "statement",
    "m": [
      "57K40",
      "57N65"
    ],
    "u": "/math2/wiki/freedmans-classification-of-simply-connected-4-manifolds/"
  },
  {
    "t": "HSEKZMAH1V",
    "n": "Schauder estimates",
    "k": "statement",
    "m": [
      "35J15",
      "35B45",
      "35B65"
    ],
    "u": "/math2/wiki/schauder-estimates/"
  },
  {
    "t": "HSQJSK4E23",
    "n": "Additive functor",
    "k": "definition",
    "m": [
      "18E05"
    ],
    "u": "/math2/wiki/additive-functor-definition/"
  },
  {
    "t": "HSRNND3TG5",
    "n": "Universal approximation theorem",
    "k": "statement",
    "m": [
      "41A30",
      "68T07",
      "41A63"
    ],
    "u": "/math2/wiki/universal-approximation-theorem/"
  },
  {
    "t": "HSSC2ZZWMY",
    "n": "Stochastic approximation",
    "k": "definition",
    "m": [
      "62L20"
    ],
    "u": "/math2/wiki/stochastic-approximation-definition/"
  },
  {
    "t": "HSTFKC0Y39",
    "n": "Fisher information",
    "k": "definition",
    "m": [
      "62B10",
      "62F10"
    ],
    "u": "/math2/wiki/fisher-information-definition/"
  },
  {
    "t": "HSV1J7BJXX",
    "n": "Fibration and cofibration",
    "k": "concept",
    "m": [
      "18N40",
      "55U35"
    ],
    "u": "/math2/wiki/fibration-and-cofibration/"
  },
  {
    "t": "HSWWF35BEX",
    "n": "Path lifting property",
    "k": "statement",
    "m": [
      "57M10",
      "55R05"
    ],
    "u": "/math2/wiki/path-lifting-property/"
  },
  {
    "t": "HSYGHAY6WE",
    "n": "Scott domain",
    "k": "definition",
    "m": [
      "06B35",
      "68Q55"
    ],
    "u": "/math2/wiki/scott-domain-definition/"
  },
  {
    "t": "HT4Q9K3P2Z",
    "n": "de Casteljau's algorithm",
    "k": "concept",
    "m": [
      "65D17",
      "68U07",
      "41A10"
    ],
    "u": "/math2/wiki/de-casteljaus-algorithm/"
  },
  {
    "t": "HTDYK465JA",
    "n": "Lusternik–Schnirelmann category",
    "k": "definition",
    "m": [
      "55M30",
      "58E05"
    ],
    "u": "/math2/wiki/lusternik-schnirelmann-category-definition/"
  },
  {
    "t": "HTF9E5W7EZ",
    "n": "Curry–Howard correspondence",
    "k": "definition",
    "m": [
      "03B40",
      "03F03",
      "68N18"
    ],
    "u": "/math2/wiki/curry-howard-correspondence-definition/"
  },
  {
    "t": "HTJ03RFKFH",
    "n": "Honeycomb",
    "k": "concept",
    "m": [
      "52C22",
      "51M20",
      "05B45"
    ],
    "u": "/math2/wiki/honeycomb/"
  },
  {
    "t": "HTK7A4JRW7",
    "n": "Crandall–Lions uniqueness theorem",
    "k": "statement",
    "m": [
      "49L25",
      "35D40",
      "35F21"
    ],
    "u": "/math2/wiki/crandall-lions-uniqueness-theorem/"
  },
  {
    "t": "HTK9WQZJ1G",
    "n": "Chain map",
    "k": "concept",
    "m": [
      "18G35"
    ],
    "u": "/math2/wiki/chain-map/"
  },
  {
    "t": "HTMCEARGDD",
    "n": "Singular integral operator",
    "k": "concept",
    "m": [
      "42B20",
      "47G10"
    ],
    "u": "/math2/wiki/singular-integral-operator/"
  },
  {
    "t": "HTR7J0W66V",
    "n": "Coupling",
    "k": "concept",
    "m": [
      "60E05",
      "60E15"
    ],
    "u": "/math2/wiki/coupling/"
  },
  {
    "t": "HTWCTA2MTJ",
    "n": "Jenkins–Traub algorithm",
    "k": "statement",
    "m": [
      "65H04"
    ],
    "u": "/math2/wiki/jenkins-traub-algorithm/"
  },
  {
    "t": "HTWWJNSZNQ",
    "n": "Dyadic transformation",
    "k": "example",
    "m": [
      "37E05",
      "37A05",
      "37A25"
    ],
    "u": "/math2/wiki/dyadic-transformation/"
  },
  {
    "t": "HV003CB8EP",
    "n": "Umbilic catastrophes",
    "k": "example",
    "m": [
      "58K35",
      "58K05"
    ],
    "u": "/math2/wiki/umbilic-catastrophes/"
  },
  {
    "t": "HV2QBDHTDD",
    "n": "Schreier coset graph",
    "k": "concept",
    "m": [
      "20F65",
      "05C25"
    ],
    "u": "/math2/wiki/schreier-coset-graph/"
  },
  {
    "t": "HV6YBS0YDH",
    "n": "Algebraic variety",
    "k": "concept",
    "m": [
      "14A10"
    ],
    "u": "/math2/wiki/algebraic-variety/"
  },
  {
    "t": "HVA7TFK9XR",
    "n": "Topological quantum field theory",
    "k": "definition",
    "m": [
      "57R56",
      "81T45",
      "57K16"
    ],
    "u": "/math2/wiki/topological-quantum-field-theory-definition/"
  },
  {
    "t": "HVF403PQ4H",
    "n": "Initial algebra semantics",
    "k": "concept",
    "m": [
      "08A70",
      "68Q55",
      "08B20"
    ],
    "u": "/math2/wiki/initial-algebra-semantics/"
  },
  {
    "t": "HVMYKZ2PB5",
    "n": "Algebraic group",
    "k": "definition",
    "m": [
      "14L10",
      "14L15",
      "20G15"
    ],
    "u": "/math2/wiki/algebraic-group-definition/"
  },
  {
    "t": "HVT4QVHRTF",
    "n": "Kronecker's approximation theorem",
    "k": "statement",
    "m": [
      "11J13",
      "11J71"
    ],
    "u": "/math2/wiki/kroneckers-approximation-theorem/"
  },
  {
    "t": "HWC3SQGCQ0",
    "n": "Kissing number",
    "k": "definition",
    "m": [
      "52C17",
      "05B40",
      "11H31"
    ],
    "u": "/math2/wiki/kissing-number-definition/"
  },
  {
    "t": "HWEED6YTNN",
    "n": "Griffiths positivity",
    "k": "definition",
    "m": [
      "32L05",
      "53C55"
    ],
    "u": "/math2/wiki/griffiths-positivity-definition/"
  },
  {
    "t": "HWGM5P7KCK",
    "n": "Gluing of schemes",
    "k": "definition",
    "m": [
      "14A15"
    ],
    "u": "/math2/wiki/gluing-of-schemes-definition/"
  },
  {
    "t": "HWHNY5854A",
    "n": "Mellin transform method",
    "k": "concept",
    "m": [
      "45H05",
      "44A15"
    ],
    "u": "/math2/wiki/mellin-transform-method/"
  },
  {
    "t": "HWP11G3HTN",
    "n": "Monte Carlo method",
    "k": "concept",
    "m": [
      "65C05",
      "11K45"
    ],
    "u": "/math2/wiki/monte-carlo-method/"
  },
  {
    "t": "HWRRXB0YXS",
    "n": "Digamma function",
    "k": "concept",
    "m": [
      "33B15"
    ],
    "u": "/math2/wiki/digamma-function/"
  },
  {
    "t": "HWY72ZK273",
    "n": "Special functions",
    "k": "concept",
    "m": [
      "33-00",
      "33E99"
    ],
    "u": "/math2/wiki/special-functions/"
  },
  {
    "t": "HX2DMKTT3Y",
    "n": "Stability condition",
    "k": "definition",
    "m": [
      "18G80",
      "14F08"
    ],
    "u": "/math2/wiki/stability-condition-definition/"
  },
  {
    "t": "HX6SS7WYQV",
    "n": "Invariant measure",
    "k": "definition",
    "m": [
      "37A05",
      "28D05",
      "37C40"
    ],
    "u": "/math2/wiki/invariant-measure-definition/"
  },
  {
    "t": "HX72KT9D0G",
    "n": "Extremal length",
    "k": "concept",
    "m": [
      "30C75",
      "31A15"
    ],
    "u": "/math2/wiki/extremal-length/"
  },
  {
    "t": "HXNJH6W23S",
    "n": "Hausdorff–Young inequality",
    "k": "statement",
    "m": [
      "42B10",
      "42A38",
      "42A16"
    ],
    "u": "/math2/wiki/hausdorff-young-inequality/"
  },
  {
    "t": "HXSK0BNBNE",
    "n": "Stewart's theorem",
    "k": "statement",
    "m": [
      "51M04"
    ],
    "u": "/math2/wiki/stewarts-theorem/"
  },
  {
    "t": "HXSZA44J5J",
    "n": "Complex analytic space",
    "k": "concept",
    "m": [
      "32C15"
    ],
    "u": "/math2/wiki/complex-analytic-space/"
  },
  {
    "t": "HY7VRFBAP9",
    "n": "Arnold conjecture",
    "k": "conjecture",
    "m": [
      "53D40",
      "37J11",
      "37J12"
    ],
    "u": "/math2/wiki/arnold-conjecture/"
  },
  {
    "t": "HYA7QQ1E38",
    "n": "Strip of convergence of the bilateral transform",
    "k": "concept",
    "m": [
      "44A10"
    ],
    "u": "/math2/wiki/strip-of-convergence-of-the-bilateral-transform/"
  },
  {
    "t": "HYE5FT4M34",
    "n": "Non-Desarguesian plane",
    "k": "example",
    "m": [
      "51A35",
      "51E15"
    ],
    "u": "/math2/wiki/non-desarguesian-plane/"
  },
  {
    "t": "HYJ10AF6RT",
    "n": "Well-formed formula",
    "k": "concept",
    "m": [
      "03B10",
      "03B05"
    ],
    "u": "/math2/wiki/well-formed-formula/"
  },
  {
    "t": "HYK8J56PSH",
    "n": "Chebyshev nodes",
    "k": "concept",
    "m": [
      "65D05",
      "41A05",
      "33C45"
    ],
    "u": "/math2/wiki/chebyshev-nodes/"
  },
  {
    "t": "HYP9AZHD06",
    "n": "Iterated Laplace transform equals Stieltjes transform",
    "k": "statement",
    "m": [
      "44A10",
      "44A15"
    ],
    "u": "/math2/wiki/iterated-laplace-transform-equals-stieltjes-transform/"
  },
  {
    "t": "HYRFMXAJVW",
    "n": "Laguerre series expansion of the Laplace transform",
    "k": "concept",
    "m": [
      "44A10",
      "33C45",
      "65R10"
    ],
    "u": "/math2/wiki/laguerre-series-expansion-of-the-laplace-transform/"
  },
  {
    "t": "HYSCKJN3MG",
    "n": "Poisson bracket",
    "k": "definition",
    "m": [
      "53D05",
      "37J39"
    ],
    "u": "/math2/wiki/poisson-bracket-definition/"
  },
  {
    "t": "HYVFPWS9ER",
    "n": "Cospherical points",
    "k": "concept",
    "m": [
      "51M04",
      "51M05"
    ],
    "u": "/math2/wiki/cospherical-points/"
  },
  {
    "t": "HZ17ES9PDY",
    "n": "Dialectica interpretation",
    "k": "concept",
    "m": [
      "03F10",
      "03F25",
      "03F50"
    ],
    "u": "/math2/wiki/dialectica-interpretation/"
  },
  {
    "t": "HZ5J8GGS16",
    "n": "Associativity of convolution",
    "k": "statement",
    "m": [
      "44A35",
      "42A85"
    ],
    "u": "/math2/wiki/associativity-of-convolution/"
  },
  {
    "t": "HZ5V3M1F54",
    "n": "n-connected space",
    "k": "definition",
    "m": [
      "55Q05"
    ],
    "u": "/math2/wiki/n-connected-space-definition/"
  },
  {
    "t": "HZCH4KNGY2",
    "n": "Milnor number",
    "k": "definition",
    "m": [
      "32S05",
      "32S10",
      "32S25"
    ],
    "u": "/math2/wiki/milnor-number-definition/"
  },
  {
    "t": "HZKFNZTHZS",
    "n": "Smooth dynamical system",
    "k": "definition",
    "m": [
      "37C05",
      "37C10"
    ],
    "u": "/math2/wiki/smooth-dynamical-system-definition/"
  },
  {
    "t": "HZM2ASCDY4",
    "n": "Ornstein–Uhlenbeck process",
    "k": "concept",
    "m": [
      "60J70",
      "60G15"
    ],
    "u": "/math2/wiki/ornstein-uhlenbeck-process/"
  },
  {
    "t": "HZNEQQBCW4",
    "n": "Radon measure",
    "k": "concept",
    "m": [
      "28C15",
      "28C05"
    ],
    "u": "/math2/wiki/radon-measure/"
  },
  {
    "t": "HZRC5N7M9E",
    "n": "Chebyshev system",
    "k": "definition",
    "m": [
      "41A50",
      "41A52",
      "41A05"
    ],
    "u": "/math2/wiki/chebyshev-system-definition/"
  },
  {
    "t": "HZTRH10Z8Y",
    "n": "Smith–Volterra–Cantor set",
    "k": "example",
    "m": [
      "28A05",
      "26A30"
    ],
    "u": "/math2/wiki/smith-volterra-cantor-set/"
  },
  {
    "t": "HZX6Q514X8",
    "n": "Herman ring",
    "k": "concept",
    "m": [
      "37F50",
      "37F10"
    ],
    "u": "/math2/wiki/herman-ring/"
  },
  {
    "t": "HZXSESHC8P",
    "n": "Dual abelian variety",
    "k": "concept",
    "m": [
      "14K30",
      "14K05"
    ],
    "u": "/math2/wiki/dual-abelian-variety/"
  },
  {
    "t": "HZY2EWWKB5",
    "n": "Translation plane",
    "k": "definition",
    "m": [
      "51A40",
      "51E15"
    ],
    "u": "/math2/wiki/translation-plane-definition/"
  },
  {
    "t": "J00G7MTBFB",
    "n": "Order of a difference equation",
    "k": "definition",
    "m": [
      "39A05"
    ],
    "u": "/math2/wiki/order-of-a-difference-equation-definition/"
  },
  {
    "t": "J00Z252GRE",
    "n": "Erdős–Ginzburg–Ziv theorem",
    "k": "statement",
    "m": [
      "11B30",
      "11P70",
      "05D99"
    ],
    "u": "/math2/wiki/erdos-ginzburg-ziv-theorem/"
  },
  {
    "t": "J037NW1Q38",
    "n": "Class operators H S P",
    "k": "definition",
    "m": [
      "08B99",
      "03C05"
    ],
    "u": "/math2/wiki/class-operators-h-s-p-definition/"
  },
  {
    "t": "J03P12X1X4",
    "n": "Laguerre geometry",
    "k": "definition",
    "m": [
      "51B15",
      "51B25"
    ],
    "u": "/math2/wiki/laguerre-geometry-definition/"
  },
  {
    "t": "J05VKG4XQB",
    "n": "Schiffer's conjecture",
    "k": "conjecture",
    "m": [
      "35N25",
      "35P05",
      "35R30"
    ],
    "u": "/math2/wiki/schiffers-conjecture/"
  },
  {
    "t": "J0DHYQ0MDE",
    "n": "Lattice-ordered group",
    "k": "concept",
    "m": [
      "06F15",
      "06F20"
    ],
    "u": "/math2/wiki/lattice-ordered-group/"
  },
  {
    "t": "J0EVKMWT94",
    "n": "Tait conjectures",
    "k": "statement",
    "m": [
      "57K10",
      "57K14"
    ],
    "u": "/math2/wiki/tait-conjectures/"
  },
  {
    "t": "J0JY4AG3E6",
    "n": "Method of steps",
    "k": "concept",
    "m": [
      "34K05",
      "34K06"
    ],
    "u": "/math2/wiki/method-of-steps/"
  },
  {
    "t": "J0K6T02FQQ",
    "n": "Bachmann's reflection geometry",
    "k": "concept",
    "m": [
      "51F15",
      "51F05"
    ],
    "u": "/math2/wiki/bachmanns-reflection-geometry/"
  },
  {
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    "t": "J9N0MKK9S8",
    "n": "Directly indecomposable algebra",
    "k": "definition",
    "m": [
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      "08A05"
    ],
    "u": "/math2/wiki/directly-indecomposable-algebra-definition/"
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    "t": "J9QYGM8AKF",
    "n": "Henselization",
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      "13B40"
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    "u": "/math2/wiki/henselization-definition/"
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    "t": "J9SQCM1DWM",
    "n": "Starred transform",
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      "93C57",
      "44A10"
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    "u": "/math2/wiki/starred-transform-definition/"
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    "t": "J9T2M084W5",
    "n": "Langlands program",
    "k": "conjecture",
    "m": [
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      "11F70",
      "22E55"
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    "u": "/math2/wiki/langlands-program/"
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    "t": "J9TBJSV9ER",
    "n": "Schauder's theorem on adjoints of compact operators",
    "k": "statement",
    "m": [
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      "47A05"
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    "u": "/math2/wiki/schauders-theorem-on-adjoints-of-compact-operators/"
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    "t": "J9VHDBVMA6",
    "n": "Weak-type estimate",
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    "m": [
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      "47B38",
      "46E30"
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    "u": "/math2/wiki/weak-type-estimate-definition/"
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    "t": "J9Y7DBZVJA",
    "n": "Dilogarithm",
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      "11G55"
    ],
    "u": "/math2/wiki/dilogarithm-definition/"
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    "n": "Abel equation of the first kind",
    "k": "example",
    "m": [
      "34A34",
      "34A05"
    ],
    "u": "/math2/wiki/abel-equation-of-the-first-kind/"
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    "t": "JA29ETCM02",
    "n": "Riemann curvature tensor",
    "k": "concept",
    "m": [
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      "53B05"
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    "u": "/math2/wiki/riemann-curvature-tensor/"
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    "n": "Machine epsilon",
    "k": "concept",
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      "65Y04"
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    "u": "/math2/wiki/machine-epsilon/"
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    "n": "Nilmanifold",
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    "m": [
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      "22F30",
      "53C30"
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    "u": "/math2/wiki/nilmanifold-definition/"
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    "t": "JA95NH206E",
    "n": "Itô calculus",
    "k": "concept",
    "m": [
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      "60H10"
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    "u": "/math2/wiki/ito-calculus/"
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    "t": "JAFPWZDM95",
    "n": "Isotonic regression",
    "k": "concept",
    "m": [
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      "62G05"
    ],
    "u": "/math2/wiki/isotonic-regression/"
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    "t": "JB02WZSDDW",
    "n": "Hilbert dimension",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/hilbert-dimension-definition/"
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    "t": "JB7S6WPZ77",
    "n": "Continuous functional calculus",
    "k": "concept",
    "m": [
      "46L05",
      "47A60",
      "46H30"
    ],
    "u": "/math2/wiki/continuous-functional-calculus/"
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    "t": "JB7ZBFBA9C",
    "n": "Exact sequence",
    "k": "concept",
    "m": [
      "18G35",
      "13D02",
      "18E10"
    ],
    "u": "/math2/wiki/exact-sequence/"
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    "t": "JB8GQBVW6Q",
    "n": "Kojima–Schur theorem",
    "k": "statement",
    "m": [
      "40C05",
      "40D05"
    ],
    "u": "/math2/wiki/kojima-schur-theorem/"
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    "t": "JB8QMT8DCH",
    "n": "Inverse Fourier transform",
    "k": "concept",
    "m": [
      "42B10",
      "42A38"
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    "u": "/math2/wiki/inverse-fourier-transform/"
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  {
    "t": "JB9HJ9CPEN",
    "n": "Dense order",
    "k": "definition",
    "m": [
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      "06A06"
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    "u": "/math2/wiki/dense-order-definition/"
  },
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    "t": "JBJJHSW72S",
    "n": "Hybrid system",
    "k": "definition",
    "m": [
      "34A38",
      "93C30"
    ],
    "u": "/math2/wiki/hybrid-system-definition/"
  },
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    "t": "JBSSXP4FFY",
    "n": "Category of modules",
    "k": "example",
    "m": [
      "16D90",
      "13C60",
      "18E10"
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    "u": "/math2/wiki/category-of-modules/"
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    "t": "JBVKKDXETM",
    "n": "Equivalence of categories",
    "k": "definition",
    "m": [
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      "18A05"
    ],
    "u": "/math2/wiki/equivalence-of-categories-definition/"
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    "t": "JBWB5H8JZG",
    "n": "Riesz's subsequence theorem",
    "k": "statement",
    "m": [
      "28A20"
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    "u": "/math2/wiki/rieszs-subsequence-theorem/"
  },
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    "t": "JBZMRZY4YF",
    "n": "Field homomorphism",
    "k": "definition",
    "m": [
      "12F05",
      "12E99"
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    "u": "/math2/wiki/field-homomorphism-definition/"
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    "t": "JC0SZT6453",
    "n": "Young measure",
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    "m": [
      "49J45",
      "28A33"
    ],
    "u": "/math2/wiki/young-measure-definition/"
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    "t": "JC4J24MF93",
    "n": "Order dimension",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/order-dimension/"
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  {
    "t": "JC9R1073M9",
    "n": "Flag manifold",
    "k": "definition",
    "m": [
      "14M15",
      "22E46",
      "53C30"
    ],
    "u": "/math2/wiki/flag-manifold-definition/"
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  {
    "t": "JCCTFJV9CN",
    "n": "Homotopy type theory",
    "k": "definition",
    "m": [
      "03B38",
      "55U35",
      "03F55"
    ],
    "u": "/math2/wiki/homotopy-type-theory-definition/"
  },
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    "t": "JCG0MRFGC7",
    "n": "Clean ring",
    "k": "definition",
    "m": [
      "16U60",
      "16U40"
    ],
    "u": "/math2/wiki/clean-ring-definition/"
  },
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    "t": "JCMTFY6HMA",
    "n": "Resolutivity of boundary functions",
    "k": "concept",
    "m": [
      "31B20",
      "31A25",
      "31B05"
    ],
    "u": "/math2/wiki/resolutivity-of-boundary-functions/"
  },
  {
    "t": "JCMXX84BWT",
    "n": "Relaxation oscillation",
    "k": "definition",
    "m": [
      "34C26",
      "34E15"
    ],
    "u": "/math2/wiki/relaxation-oscillation-definition/"
  },
  {
    "t": "JCNCD8PSGF",
    "n": "Laplace transforms of sine and cosine",
    "k": "example",
    "m": [
      "44A10"
    ],
    "u": "/math2/wiki/laplace-transforms-of-sine-and-cosine/"
  },
  {
    "t": "JCSAC9Y1CV",
    "n": "Idempotent semiring",
    "k": "concept",
    "m": [
      "16Y60",
      "06F05"
    ],
    "u": "/math2/wiki/idempotent-semiring/"
  },
  {
    "t": "JCSR7HJ7PC",
    "n": "Haar measure on a Lie group",
    "k": "concept",
    "m": [
      "22E30",
      "28C10"
    ],
    "u": "/math2/wiki/haar-measure-on-a-lie-group/"
  },
  {
    "t": "JDDH4DAT2W",
    "n": "Symmetry of the Green function",
    "k": "statement",
    "m": [
      "31B10",
      "35J08",
      "31A15"
    ],
    "u": "/math2/wiki/symmetry-of-the-green-function/"
  },
  {
    "t": "JDDXZ89N33",
    "n": "Abelian scheme",
    "k": "concept",
    "m": [
      "14K05",
      "14K10",
      "14L15"
    ],
    "u": "/math2/wiki/abelian-scheme/"
  },
  {
    "t": "JDGQ135YK2",
    "n": "Carathéodory's criterion",
    "k": "statement",
    "m": [
      "28A12"
    ],
    "u": "/math2/wiki/caratheodorys-criterion/"
  },
  {
    "t": "JDH0THTVGM",
    "n": "Householder transformation",
    "k": "concept",
    "m": [
      "65F25",
      "15A23"
    ],
    "u": "/math2/wiki/householder-transformation/"
  },
  {
    "t": "JDM2M1FRY6",
    "n": "Strongly measurable function",
    "k": "concept",
    "m": [
      "28B05",
      "46G10",
      "28A20"
    ],
    "u": "/math2/wiki/strongly-measurable-function/"
  },
  {
    "t": "JE1Z920QKT",
    "n": "Three-body problem",
    "k": "problem",
    "m": [
      "70F07",
      "37N05",
      "70F15"
    ],
    "u": "/math2/wiki/three-body-problem/"
  },
  {
    "t": "JEAYPXPD87",
    "n": "Akaike information criterion",
    "k": "definition",
    "m": [
      "62B10"
    ],
    "u": "/math2/wiki/akaike-information-criterion-definition/"
  },
  {
    "t": "JEBP2FYZFM",
    "n": "Lomonosov's invariant subspace theorem",
    "k": "statement",
    "m": [
      "47A15",
      "47B07"
    ],
    "u": "/math2/wiki/lomonosovs-invariant-subspace-theorem/"
  },
  {
    "t": "JEBXXWHW8M",
    "n": "Morita equivalence of a ring with its matrix rings",
    "k": "statement",
    "m": [
      "16D90",
      "16S50"
    ],
    "u": "/math2/wiki/morita-equivalence-of-a-ring-with-its-matrix-rings/"
  },
  {
    "t": "JEFBKDG84Z",
    "n": "Schauder fixed-point theorem for integral equations",
    "k": "statement",
    "m": [
      "45G10",
      "47H10"
    ],
    "u": "/math2/wiki/schauder-fixed-point-theorem-for-integral-equations/"
  },
  {
    "t": "JEMH9P1NVX",
    "n": "Normal ring",
    "k": "definition",
    "m": [
      "13B22"
    ],
    "u": "/math2/wiki/normal-ring-definition/"
  },
  {
    "t": "JEPDM5B5FC",
    "n": "Spectral theory of compact operators",
    "k": "statement",
    "m": [
      "47B07",
      "47A10"
    ],
    "u": "/math2/wiki/spectral-theory-of-compact-operators/"
  },
  {
    "t": "JEQVZXHE6A",
    "n": "Newman's theorem on rational approximation of the absolute value",
    "k": "statement",
    "m": [
      "41A20",
      "41A25"
    ],
    "u": "/math2/wiki/newmans-theorem-on-rational-approximation-of-the-absolute-value/"
  },
  {
    "t": "JERVQT4C12",
    "n": "Affine variety",
    "k": "concept",
    "m": [
      "14A10"
    ],
    "u": "/math2/wiki/affine-variety/"
  },
  {
    "t": "JEWP2J397B",
    "n": "Grothendieck group",
    "k": "definition",
    "m": [
      "19A49",
      "18F30"
    ],
    "u": "/math2/wiki/grothendieck-group-definition/"
  },
  {
    "t": "JEXQ0MFJ0Q",
    "n": "Airy function",
    "k": "definition",
    "m": [
      "33C10",
      "34B30"
    ],
    "u": "/math2/wiki/airy-function-definition/"
  },
  {
    "t": "JFJYSSWSSR",
    "n": "Minimal clone",
    "k": "definition",
    "m": [
      "08A40"
    ],
    "u": "/math2/wiki/minimal-clone-definition/"
  },
  {
    "t": "JFKYYK2CEB",
    "n": "CR function",
    "k": "concept",
    "m": [
      "32V10",
      "32V05"
    ],
    "u": "/math2/wiki/cr-function/"
  },
  {
    "t": "JFP2DGMNXT",
    "n": "Jacobi triple product",
    "k": "statement",
    "m": [
      "11F27",
      "33D15",
      "05A30"
    ],
    "u": "/math2/wiki/jacobi-triple-product/"
  },
  {
    "t": "JFX8ASQS3E",
    "n": "Tetrahedron",
    "k": "concept",
    "m": [
      "51M20",
      "52B10"
    ],
    "u": "/math2/wiki/tetrahedron/"
  },
  {
    "t": "JG7WB75BHC",
    "n": "Correspondence theorem for congruences",
    "k": "statement",
    "m": [
      "08A30"
    ],
    "u": "/math2/wiki/correspondence-theorem-for-congruences/"
  },
  {
    "t": "JGACZYEEY7",
    "n": "Sparse matrix",
    "k": "concept",
    "m": [
      "65F50",
      "15B99"
    ],
    "u": "/math2/wiki/sparse-matrix/"
  },
  {
    "t": "JGBW4KVMN8",
    "n": "Homology manifold",
    "k": "definition",
    "m": [
      "57P05",
      "55N10"
    ],
    "u": "/math2/wiki/homology-manifold-definition/"
  },
  {
    "t": "JGF3WBT4GC",
    "n": "Content",
    "k": "definition",
    "m": [
      "28A12"
    ],
    "u": "/math2/wiki/content-definition/"
  },
  {
    "t": "JGQM4K9H8T",
    "n": "Free algebra",
    "k": "definition",
    "m": [
      "16S10",
      "16S15"
    ],
    "u": "/math2/wiki/free-algebra-definition/"
  },
  {
    "t": "JGR1E7Q9KQ",
    "n": "Convolution power",
    "k": "concept",
    "m": [
      "44A35",
      "42A85"
    ],
    "u": "/math2/wiki/convolution-power/"
  },
  {
    "t": "JGT7T3A9PD",
    "n": "Fáry's theorem",
    "k": "statement",
    "m": [
      "05C10",
      "05C62"
    ],
    "u": "/math2/wiki/farys-theorem/"
  },
  {
    "t": "JGTGXJB7V5",
    "n": "Quantum enveloping algebra",
    "k": "definition",
    "m": [
      "17B37",
      "16T20"
    ],
    "u": "/math2/wiki/quantum-enveloping-algebra-definition/"
  },
  {
    "t": "JGVDA1N106",
    "n": "Stably finite ring",
    "k": "definition",
    "m": [
      "16U99",
      "16D40"
    ],
    "u": "/math2/wiki/stably-finite-ring-definition/"
  },
  {
    "t": "JH4BN4W27Z",
    "n": "Strong maximal function",
    "k": "definition",
    "m": [
      "42B25"
    ],
    "u": "/math2/wiki/strong-maximal-function-definition/"
  },
  {
    "t": "JH6Y2E1ZCN",
    "n": "Catalan's conjecture",
    "k": "statement",
    "m": [
      "11D61",
      "11D41"
    ],
    "u": "/math2/wiki/catalans-conjecture/"
  },
  {
    "t": "JHKSF3XFY2",
    "n": "Potential of a measure",
    "k": "concept",
    "m": [
      "31C15",
      "31B15"
    ],
    "u": "/math2/wiki/potential-of-a-measure/"
  },
  {
    "t": "JHQNT58FEH",
    "n": "Shilov boundary",
    "k": "concept",
    "m": [
      "46J20",
      "46J10"
    ],
    "u": "/math2/wiki/shilov-boundary/"
  },
  {
    "t": "JJ0PQZ7VZX",
    "n": "Circle packing",
    "k": "definition",
    "m": [
      "52C15",
      "52C26",
      "05B40"
    ],
    "u": "/math2/wiki/circle-packing-definition/"
  },
  {
    "t": "JJ2G94HHJ6",
    "n": "Calderón–Zygmund operator",
    "k": "definition",
    "m": [
      "42B20",
      "47G10"
    ],
    "u": "/math2/wiki/calderon-zygmund-operator-definition/"
  },
  {
    "t": "JJ5XQEVBZ4",
    "n": "Microlocal analysis",
    "k": "definition",
    "m": [
      "35A27",
      "35S05",
      "58J40"
    ],
    "u": "/math2/wiki/microlocal-analysis-definition/"
  },
  {
    "t": "JJ7D0CYECZ",
    "n": "Zero-dimensional space",
    "k": "concept",
    "m": [
      "54F45",
      "54G05"
    ],
    "u": "/math2/wiki/zero-dimensional-space/"
  },
  {
    "t": "JJ91A1V8NQ",
    "n": "Separable closure",
    "k": "concept",
    "m": [
      "12F10"
    ],
    "u": "/math2/wiki/separable-closure/"
  },
  {
    "t": "JJA90EB2PS",
    "n": "Doubly stochastic matrix",
    "k": "concept",
    "m": [
      "15B51"
    ],
    "u": "/math2/wiki/doubly-stochastic-matrix/"
  },
  {
    "t": "JJCQ0DG4Z9",
    "n": "Runge–Kutta methods",
    "k": "definition",
    "m": [
      "65L06",
      "65L05"
    ],
    "u": "/math2/wiki/runge-kutta-methods-definition/"
  },
  {
    "t": "JJN72VZCZE",
    "n": "k-vertex-connected graph",
    "k": "definition",
    "m": [
      "05C40"
    ],
    "u": "/math2/wiki/k-vertex-connected-graph-definition/"
  },
  {
    "t": "JJP4JFH3C6",
    "n": "Induced representation",
    "k": "concept",
    "m": [
      "20C15"
    ],
    "u": "/math2/wiki/induced-representation/"
  },
  {
    "t": "JJQEGRK2DG",
    "n": "Scorer's function",
    "k": "concept",
    "m": [
      "33C10",
      "34B30"
    ],
    "u": "/math2/wiki/scorers-function/"
  },
  {
    "t": "JJSXXJQGEH",
    "n": "Spin group",
    "k": "example",
    "m": [
      "22E15",
      "15A66",
      "22C05"
    ],
    "u": "/math2/wiki/spin-group/"
  },
  {
    "t": "JJT6GC055J",
    "n": "Eckart–Young theorem",
    "k": "statement",
    "m": [
      "15A18",
      "15A60",
      "65F55"
    ],
    "u": "/math2/wiki/eckart-young-theorem/"
  },
  {
    "t": "JJWETW5AT8",
    "n": "Yang–Mills equations",
    "k": "concept",
    "m": [
      "70S15",
      "81T13",
      "53C07"
    ],
    "u": "/math2/wiki/yang-mills-equations/"
  },
  {
    "t": "JJZ5X28NNR",
    "n": "Weyl algebra",
    "k": "definition",
    "m": [
      "16S32",
      "16S36"
    ],
    "u": "/math2/wiki/weyl-algebra-definition/"
  },
  {
    "t": "JK0S0WYN01",
    "n": "Proper morphism",
    "k": "definition",
    "m": [
      "14A15"
    ],
    "u": "/math2/wiki/proper-morphism-definition/"
  },
  {
    "t": "JKA25KDPQP",
    "n": "Alexander polynomial",
    "k": "concept",
    "m": [
      "57K14",
      "57K10"
    ],
    "u": "/math2/wiki/alexander-polynomial/"
  },
  {
    "t": "JKANN4VBYH",
    "n": "Group C*-algebra",
    "k": "concept",
    "m": [
      "22D25",
      "46L05",
      "22D15"
    ],
    "u": "/math2/wiki/group-c-algebra/"
  },
  {
    "t": "JKAPWAARTT",
    "n": "Stable map",
    "k": "definition",
    "m": [
      "58K25",
      "57R45"
    ],
    "u": "/math2/wiki/stable-map-definition/"
  },
  {
    "t": "JKCFHKT13F",
    "n": "Fourier–Stieltjes transform",
    "k": "definition",
    "m": [
      "42A38",
      "42B10",
      "43A25"
    ],
    "u": "/math2/wiki/fourier-stieltjes-transform-definition/"
  },
  {
    "t": "JKCKXDT5B5",
    "n": "Chudnovsky algorithm",
    "k": "concept",
    "m": [
      "11Y60",
      "65D20"
    ],
    "u": "/math2/wiki/chudnovsky-algorithm/"
  },
  {
    "t": "JKMMJ8RFC6",
    "n": "Hilbert cube",
    "k": "object",
    "m": [
      "54E45",
      "57N20"
    ],
    "u": "/math2/wiki/hilbert-cube/"
  },
  {
    "t": "JKPSBMX80N",
    "n": "Tate–Shafarevich group",
    "k": "definition",
    "m": [
      "11G05",
      "11R34",
      "14H52"
    ],
    "u": "/math2/wiki/tate-shafarevich-group-definition/"
  },
  {
    "t": "JKQP7AFZ0E",
    "n": "Separable Banach space",
    "k": "definition",
    "m": [
      "46B99",
      "54D65"
    ],
    "u": "/math2/wiki/separable-banach-space-definition/"
  },
  {
    "t": "JKXTT55WCV",
    "n": "End and coend",
    "k": "definition",
    "m": [
      "18A30",
      "18A23"
    ],
    "u": "/math2/wiki/end-and-coend-definition/"
  },
  {
    "t": "JM98RN8HVF",
    "n": "Lambert quadrilateral",
    "k": "definition",
    "m": [
      "51F05",
      "51M09"
    ],
    "u": "/math2/wiki/lambert-quadrilateral-definition/"
  },
  {
    "t": "JMBXBG860R",
    "n": "Ordered ring",
    "k": "definition",
    "m": [
      "06F25",
      "12J15"
    ],
    "u": "/math2/wiki/ordered-ring-definition/"
  },
  {
    "t": "JMCKACGCQ0",
    "n": "Four lemma",
    "k": "statement",
    "m": [
      "18G35",
      "18E10"
    ],
    "u": "/math2/wiki/four-lemma/"
  },
  {
    "t": "JMFHAMX0JG",
    "n": "Tarski's axioms",
    "k": "definition",
    "m": [
      "51M05",
      "03B30",
      "03B25"
    ],
    "u": "/math2/wiki/tarskis-axioms-definition/"
  },
  {
    "t": "JMJEVS7S1V",
    "n": "Characteristic variety",
    "k": "definition",
    "m": [
      "35A30",
      "35A27"
    ],
    "u": "/math2/wiki/characteristic-variety-definition/"
  },
  {
    "t": "JMST03Q37Q",
    "n": "Jacobi equation",
    "k": "definition",
    "m": [
      "49K05"
    ],
    "u": "/math2/wiki/jacobi-equation-definition/"
  },
  {
    "t": "JMTJG4B94M",
    "n": "Kloosterman sum",
    "k": "definition",
    "m": [
      "11L05"
    ],
    "u": "/math2/wiki/kloosterman-sum-definition/"
  },
  {
    "t": "JMVHZ6HDNZ",
    "n": "Legendre–Hadamard condition",
    "k": "statement",
    "m": [
      "49K10",
      "35J50"
    ],
    "u": "/math2/wiki/legendre-hadamard-condition/"
  },
  {
    "t": "JMWHKWD7EX",
    "n": "Hopf link",
    "k": "example",
    "m": [
      "57K10"
    ],
    "u": "/math2/wiki/hopf-link/"
  },
  {
    "t": "JN1PJ5AJJS",
    "n": "Logistic regression",
    "k": "concept",
    "m": [
      "62J12"
    ],
    "u": "/math2/wiki/logistic-regression/"
  },
  {
    "t": "JN2YME6F4A",
    "n": "Little's law",
    "k": "statement",
    "m": [
      "60K25",
      "90B22"
    ],
    "u": "/math2/wiki/littles-law/"
  },
  {
    "t": "JN7362WCD8",
    "n": "Differential equations in Banach spaces",
    "k": "concept",
    "m": [
      "34G10",
      "34G20",
      "47D06"
    ],
    "u": "/math2/wiki/differential-equations-in-banach-spaces/"
  },
  {
    "t": "JN73KE96YB",
    "n": "Topological modular forms",
    "k": "concept",
    "m": [
      "55N34",
      "55P43",
      "11F11"
    ],
    "u": "/math2/wiki/topological-modular-forms/"
  },
  {
    "t": "JNB1VM75XP",
    "n": "Polycyclic group",
    "k": "definition",
    "m": [
      "20F16",
      "20F05"
    ],
    "u": "/math2/wiki/polycyclic-group-definition/"
  },
  {
    "t": "JNDZ86CV3Y",
    "n": "Fundamental lemma of the calculus of variations",
    "k": "statement",
    "m": [
      "49K05",
      "49K10",
      "46F05"
    ],
    "u": "/math2/wiki/fundamental-lemma-of-the-calculus-of-variations/"
  },
  {
    "t": "JNR9YJTT54",
    "n": "Milnor's isospectral flat tori",
    "k": "example",
    "m": [
      "58J53",
      "11H06",
      "11F11"
    ],
    "u": "/math2/wiki/milnors-isospectral-flat-tori/"
  },
  {
    "t": "JNTTAHTPDD",
    "n": "Mixed model",
    "k": "concept",
    "m": [
      "62J05"
    ],
    "u": "/math2/wiki/mixed-model/"
  },
  {
    "t": "JNW9GKADDN",
    "n": "Triangulation conjecture",
    "k": "problem",
    "m": [
      "57Q15",
      "57K40",
      "57R58"
    ],
    "u": "/math2/wiki/triangulation-conjecture/"
  },
  {
    "t": "JP11D90EJC",
    "n": "Symbolic method",
    "k": "concept",
    "m": [
      "05A15"
    ],
    "u": "/math2/wiki/symbolic-method/"
  },
  {
    "t": "JP1QV1KQ0P",
    "n": "Accelerated failure time model",
    "k": "concept",
    "m": [
      "62N01",
      "62N05",
      "62N02"
    ],
    "u": "/math2/wiki/accelerated-failure-time-model/"
  },
  {
    "t": "JP9VD777AE",
    "n": "Inverse transform",
    "k": "definition",
    "m": [
      "44A05"
    ],
    "u": "/math2/wiki/inverse-transform-definition/"
  },
  {
    "t": "JPD7Q0P4F6",
    "n": "Skorokhod's representation theorem",
    "k": "statement",
    "m": [
      "60B10",
      "60F05"
    ],
    "u": "/math2/wiki/skorokhods-representation-theorem/"
  },
  {
    "t": "JPE3A1SN7V",
    "n": "Einstein–Hilbert action",
    "k": "concept",
    "m": [
      "83C05",
      "49S05"
    ],
    "u": "/math2/wiki/einstein-hilbert-action/"
  },
  {
    "t": "JPNZMT2ARS",
    "n": "Poincaré map",
    "k": "definition",
    "m": [
      "37C27",
      "34C25"
    ],
    "u": "/math2/wiki/poincare-map-definition/"
  },
  {
    "t": "JPP8N6MZGP",
    "n": "Regular and singular points of an analytic set",
    "k": "definition",
    "m": [
      "32B10",
      "32C25",
      "32S05"
    ],
    "u": "/math2/wiki/regular-and-singular-points-of-an-analytic-set-definition/"
  },
  {
    "t": "JPQCCFCY8X",
    "n": "Nonnegative matrix",
    "k": "concept",
    "m": [
      "15B48"
    ],
    "u": "/math2/wiki/nonnegative-matrix/"
  },
  {
    "t": "JPQM16D84G",
    "n": "Derived set",
    "k": "definition",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/derived-set-definition/"
  },
  {
    "t": "JQ22QH86DE",
    "n": "Quasifield",
    "k": "concept",
    "m": [
      "12K99",
      "51A40",
      "51A35"
    ],
    "u": "/math2/wiki/quasifield/"
  },
  {
    "t": "JQ6FJH2TP8",
    "n": "Diamond lattice M3",
    "k": "example",
    "m": [
      "06C05",
      "06D05"
    ],
    "u": "/math2/wiki/diamond-lattice-m3/"
  },
  {
    "t": "JQ9WXC729D",
    "n": "Hölder's inequality",
    "k": "statement",
    "m": [
      "26D15",
      "46E30",
      "28A25"
    ],
    "u": "/math2/wiki/holders-inequality/"
  },
  {
    "t": "JQAB8D3FFN",
    "n": "Reflective subcategory",
    "k": "definition",
    "m": [
      "18A40"
    ],
    "u": "/math2/wiki/reflective-subcategory-definition/"
  },
  {
    "t": "JQBG1GT0XW",
    "n": "Machine epsilon",
    "k": "definition",
    "m": [
      "65G50",
      "65Y04"
    ],
    "u": "/math2/wiki/machine-epsilon-definition/"
  },
  {
    "t": "JQCK7A210W",
    "n": "Stiefel–Whitney class",
    "k": "concept",
    "m": [
      "57R20",
      "55R40"
    ],
    "u": "/math2/wiki/stiefel-whitney-class/"
  },
  {
    "t": "JQDHHFXBF3",
    "n": "Fixed-point property",
    "k": "concept",
    "m": [
      "54H25",
      "55M20"
    ],
    "u": "/math2/wiki/fixed-point-property/"
  },
  {
    "t": "JQEYEQJY2G",
    "n": "Galois representation",
    "k": "concept",
    "m": [
      "11F80",
      "11R34",
      "11S37"
    ],
    "u": "/math2/wiki/galois-representation/"
  },
  {
    "t": "JQFAE9S2F4",
    "n": "Veblen function",
    "k": "concept",
    "m": [
      "03E10",
      "03F15"
    ],
    "u": "/math2/wiki/veblen-function/"
  },
  {
    "t": "JQWXE54TVM",
    "n": "Dual abelian variety",
    "k": "definition",
    "m": [
      "14K30",
      "14K05"
    ],
    "u": "/math2/wiki/dual-abelian-variety-definition/"
  },
  {
    "t": "JQYCTY3Q8V",
    "n": "Homoclinic bifurcation",
    "k": "concept",
    "m": [
      "37G20",
      "34C37",
      "37C29"
    ],
    "u": "/math2/wiki/homoclinic-bifurcation/"
  },
  {
    "t": "JR0G4HN9EA",
    "n": "Simplicial complex",
    "k": "definition",
    "m": [
      "05E45",
      "55U10"
    ],
    "u": "/math2/wiki/simplicial-complex-definition/"
  },
  {
    "t": "JR0N0BDR3B",
    "n": "NIP theory",
    "k": "definition",
    "m": [
      "03C45"
    ],
    "u": "/math2/wiki/nip-theory-definition/"
  },
  {
    "t": "JR2BWZEWH1",
    "n": "Ultraparallel theorem",
    "k": "statement",
    "m": [
      "51M10",
      "51M09"
    ],
    "u": "/math2/wiki/ultraparallel-theorem/"
  },
  {
    "t": "JR2M58RCW3",
    "n": "Â-genus as the index of the Dirac operator",
    "k": "statement",
    "m": [
      "58J20",
      "57R20",
      "53C27"
    ],
    "u": "/math2/wiki/a-genus-as-the-index-of-the-dirac-operator/"
  },
  {
    "t": "JR4QSEFXWF",
    "n": "Dirichlet character",
    "k": "definition",
    "m": [
      "11A25",
      "11M06"
    ],
    "u": "/math2/wiki/dirichlet-character-definition/"
  },
  {
    "t": "JR7PBS4WAR",
    "n": "Besicovitch almost periodic function",
    "k": "definition",
    "m": [
      "42A75",
      "43A60"
    ],
    "u": "/math2/wiki/besicovitch-almost-periodic-function-definition/"
  },
  {
    "t": "JR83AKA184",
    "n": "Serre's twisting sheaf",
    "k": "definition",
    "m": [
      "14F06",
      "14C20"
    ],
    "u": "/math2/wiki/serres-twisting-sheaf-definition/"
  },
  {
    "t": "JRAEY07Y4G",
    "n": "Lê–Ramanujam theorem",
    "k": "statement",
    "m": [
      "32S15",
      "32S05",
      "32S50"
    ],
    "u": "/math2/wiki/le-ramanujam-theorem/"
  },
  {
    "t": "JRBRNZT680",
    "n": "Set theory",
    "k": "definition",
    "m": [
      "03E30",
      "03E99"
    ],
    "u": "/math2/wiki/set-theory-definition/"
  },
  {
    "t": "JRGADFNBV2",
    "n": "Cheeger's inequality for the first eigenvalue",
    "k": "statement",
    "m": [
      "58J50",
      "35P15",
      "53C21"
    ],
    "u": "/math2/wiki/cheegers-inequality-for-the-first-eigenvalue/"
  },
  {
    "t": "JRMWDJCMCE",
    "n": "Conway polynomial",
    "k": "definition",
    "m": [
      "11T06",
      "12E20"
    ],
    "u": "/math2/wiki/conway-polynomial-definition/"
  },
  {
    "t": "JRQZ803Q5Y",
    "n": "Integral functional with a Lagrangian density",
    "k": "concept",
    "m": [
      "49J10",
      "49K10",
      "49K05"
    ],
    "u": "/math2/wiki/integral-functional-with-a-lagrangian-density/"
  },
  {
    "t": "JRTB9SHAFD",
    "n": "Reduced complex space",
    "k": "definition",
    "m": [
      "32C15"
    ],
    "u": "/math2/wiki/reduced-complex-space-definition/"
  },
  {
    "t": "JS0YH5E9ZR",
    "n": "Kernel pair",
    "k": "definition",
    "m": [
      "18A30",
      "18A20"
    ],
    "u": "/math2/wiki/kernel-pair-definition/"
  },
  {
    "t": "JS2CCR3RNS",
    "n": "Poincaré inequality",
    "k": "statement",
    "m": [
      "46E35",
      "26D10"
    ],
    "u": "/math2/wiki/poincare-inequality/"
  },
  {
    "t": "JS3695KMCC",
    "n": "Unimodular matrix",
    "k": "definition",
    "m": [
      "15B36",
      "11C20"
    ],
    "u": "/math2/wiki/unimodular-matrix-definition/"
  },
  {
    "t": "JS7BWX3HW3",
    "n": "Substructure",
    "k": "definition",
    "m": [
      "03C07"
    ],
    "u": "/math2/wiki/substructure-definition/"
  },
  {
    "t": "JSDMGGTG7G",
    "n": "Shock wave",
    "k": "concept",
    "m": [
      "35L67",
      "35L65",
      "76L05"
    ],
    "u": "/math2/wiki/shock-wave/"
  },
  {
    "t": "JSGWAN2RJV",
    "n": "Complex manifold",
    "k": "concept",
    "m": [
      "32Q99",
      "53C15"
    ],
    "u": "/math2/wiki/complex-manifold/"
  },
  {
    "t": "JSNNSNB9MJ",
    "n": "Analytic semigroup",
    "k": "concept",
    "m": [
      "47D06",
      "47D03"
    ],
    "u": "/math2/wiki/analytic-semigroup/"
  },
  {
    "t": "JSQ840425F",
    "n": "Sphere",
    "k": "definition",
    "m": [
      "51M05",
      "51M04"
    ],
    "u": "/math2/wiki/sphere-definition/"
  },
  {
    "t": "JT3G2NF0VX",
    "n": "Modulation space",
    "k": "concept",
    "m": [
      "42B35",
      "46E30",
      "42C15"
    ],
    "u": "/math2/wiki/modulation-space/"
  },
  {
    "t": "JT4F3SKPCP",
    "n": "Growth rate of a group",
    "k": "definition",
    "m": [
      "20F69",
      "20F65"
    ],
    "u": "/math2/wiki/growth-rate-of-a-group-definition/"
  },
  {
    "t": "JT8Q204E4R",
    "n": "Frobenius norm",
    "k": "concept",
    "m": [
      "15A60"
    ],
    "u": "/math2/wiki/frobenius-norm/"
  },
  {
    "t": "JT95B44G4G",
    "n": "Log-gamma function",
    "k": "concept",
    "m": [
      "33B15"
    ],
    "u": "/math2/wiki/log-gamma-function/"
  },
  {
    "t": "JT9AFHG0NA",
    "n": "Riemann–Stieltjes integral",
    "k": "concept",
    "m": [
      "26A42"
    ],
    "u": "/math2/wiki/riemann-stieltjes-integral/"
  },
  {
    "t": "JTA7F0KBMD",
    "n": "Bergman metric",
    "k": "definition",
    "m": [
      "32F45",
      "32A36"
    ],
    "u": "/math2/wiki/bergman-metric-definition/"
  },
  {
    "t": "JTAH37JTHD",
    "n": "Many-one reduction",
    "k": "concept",
    "m": [
      "03D30"
    ],
    "u": "/math2/wiki/many-one-reduction/"
  },
  {
    "t": "JTAKAPTT8H",
    "n": "Stalk",
    "k": "concept",
    "m": [
      "54B40",
      "14F06"
    ],
    "u": "/math2/wiki/stalk/"
  },
  {
    "t": "JTCKJWTFEN",
    "n": "Strong dual space",
    "k": "definition",
    "m": [
      "46A20"
    ],
    "u": "/math2/wiki/strong-dual-space-definition/"
  },
  {
    "t": "JTCQT4NQ79",
    "n": "Local trivialization",
    "k": "concept",
    "m": [
      "55R10",
      "57R22"
    ],
    "u": "/math2/wiki/local-trivialization/"
  },
  {
    "t": "JTERX19M7X",
    "n": "Linearized stability theorem for maps",
    "k": "statement",
    "m": [
      "39A30",
      "37C75"
    ],
    "u": "/math2/wiki/linearized-stability-theorem-for-maps/"
  },
  {
    "t": "JTJ8VQA1JC",
    "n": "Fréchet algebra",
    "k": "definition",
    "m": [
      "46H05",
      "46A04"
    ],
    "u": "/math2/wiki/frechet-algebra-definition/"
  },
  {
    "t": "JTKCZ44NN3",
    "n": "Riemann–Liouville integral",
    "k": "concept",
    "m": [
      "26A33"
    ],
    "u": "/math2/wiki/riemann-liouville-integral/"
  },
  {
    "t": "JTPZ1HZ9KK",
    "n": "Von Neumann–Bernays–Gödel set theory",
    "k": "concept",
    "m": [
      "03E30",
      "03E70"
    ],
    "u": "/math2/wiki/von-neumann-bernays-godel-set-theory/"
  },
  {
    "t": "JTVWRXXAKM",
    "n": "Normal family",
    "k": "concept",
    "m": [
      "30D45"
    ],
    "u": "/math2/wiki/normal-family/"
  },
  {
    "t": "JTXBDYXJET",
    "n": "Elliptic gamma function",
    "k": "concept",
    "m": [
      "33E20",
      "33D05"
    ],
    "u": "/math2/wiki/elliptic-gamma-function/"
  },
  {
    "t": "JTXNFQNQ4J",
    "n": "Hewitt–Savage zero–one law",
    "k": "statement",
    "m": [
      "60F20",
      "60G09"
    ],
    "u": "/math2/wiki/hewitt-savage-zero-one-law/"
  },
  {
    "t": "JTXSC68JZE",
    "n": "Lie subgroup",
    "k": "definition",
    "m": [
      "22E15",
      "22E60"
    ],
    "u": "/math2/wiki/lie-subgroup-definition/"
  },
  {
    "t": "JTZK8DZ257",
    "n": "Perturbation theory of linear operators",
    "k": "concept",
    "m": [
      "47A55",
      "47A10"
    ],
    "u": "/math2/wiki/perturbation-theory-of-linear-operators/"
  },
  {
    "t": "JV24HVZPJ0",
    "n": "Lindström–Gessel–Viennot lemma",
    "k": "statement",
    "m": [
      "05A15",
      "05C38",
      "15A15"
    ],
    "u": "/math2/wiki/lindstrom-gessel-viennot-lemma/"
  },
  {
    "t": "JV45S0KQE6",
    "n": "Bifurcation set",
    "k": "concept",
    "m": [
      "58K35",
      "58K05"
    ],
    "u": "/math2/wiki/bifurcation-set/"
  },
  {
    "t": "JV4H0R6GZM",
    "n": "Local trivialization",
    "k": "definition",
    "m": [
      "55R10",
      "57R22"
    ],
    "u": "/math2/wiki/local-trivialization-definition/"
  },
  {
    "t": "JV5NYG913V",
    "n": "Mapping class group",
    "k": "concept",
    "m": [
      "57K20",
      "20F38"
    ],
    "u": "/math2/wiki/mapping-class-group/"
  },
  {
    "t": "JVDEWP6MWG",
    "n": "Hyperplane arrangement",
    "k": "definition",
    "m": [
      "52C35",
      "05B35",
      "32S22"
    ],
    "u": "/math2/wiki/hyperplane-arrangement-definition/"
  },
  {
    "t": "JW431VDN08",
    "n": "Geometric measure theory",
    "k": "concept",
    "m": [
      "49Q15",
      "28A75",
      "49Q20"
    ],
    "u": "/math2/wiki/geometric-measure-theory/"
  },
  {
    "t": "JW5PA9XA7F",
    "n": "Haar wavelet",
    "k": "example",
    "m": [
      "42C40",
      "42C10"
    ],
    "u": "/math2/wiki/haar-wavelet/"
  },
  {
    "t": "JW71J3AKY4",
    "n": "Zimmer's conjecture",
    "k": "conjecture",
    "m": [
      "37C85",
      "57S20",
      "22E40"
    ],
    "u": "/math2/wiki/zimmers-conjecture/"
  },
  {
    "t": "JWB6B13Q8Z",
    "n": "Factorization of polynomials",
    "k": "concept",
    "m": [
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      "12E05",
      "12D05"
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    "u": "/math2/wiki/factorization-of-polynomials/"
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    "t": "JWCDDMJE3K",
    "n": "Open embedding theorem for Hilbert manifolds",
    "k": "statement",
    "m": [
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      "57N20",
      "46T05"
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    "u": "/math2/wiki/open-embedding-theorem-for-hilbert-manifolds/"
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  {
    "t": "JWH2KYCGBQ",
    "n": "Shift property of the Z-transform",
    "k": "statement",
    "m": [
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      "39A06"
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    "u": "/math2/wiki/shift-property-of-the-z-transform/"
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  {
    "t": "JWJ8YPR7EB",
    "n": "Hyperbolic group",
    "k": "concept",
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    "u": "/math2/wiki/hyperbolic-group/"
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    "t": "JWK49HMHYT",
    "n": "Affine independence",
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    "u": "/math2/wiki/affine-independence/"
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    "t": "JWNRB34ZGV",
    "n": "Fischer decomposition",
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    "u": "/math2/wiki/fischer-decomposition/"
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    "t": "JWSNY03J2Y",
    "n": "Bergman kernel",
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    "u": "/math2/wiki/bergman-kernel-definition/"
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    "t": "JWTTXSGD0E",
    "n": "Steenrod algebra",
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    "u": "/math2/wiki/steenrod-algebra/"
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  {
    "t": "JX20MNDDXT",
    "n": "Multiplicity of a local ring",
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    "t": "JX3ZH5WY0T",
    "n": "Cartier divisor",
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    "u": "/math2/wiki/cartier-divisor-definition/"
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  {
    "t": "JX47MS1R1H",
    "n": "Cup product",
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    "u": "/math2/wiki/cup-product/"
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  {
    "t": "JX65KSVHSJ",
    "n": "Affine connection",
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    "m": [
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    "u": "/math2/wiki/affine-connection/"
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  {
    "t": "JX6CHG7HWV",
    "n": "Field of rational functions",
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    "t": "JX775JPB0N",
    "n": "Box–Jenkins method",
    "k": "concept",
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    "u": "/math2/wiki/box-jenkins-method/"
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    "t": "JXBSN6E2X5",
    "n": "Opposite structure",
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    "m": [
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    "u": "/math2/wiki/opposite-structure-definition/"
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  {
    "t": "JXDKJCBXJ8",
    "n": "Young's convolution inequality",
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    "m": [
      "44A35",
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    "u": "/math2/wiki/youngs-convolution-inequality/"
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    "n": "Littlewood's three principles",
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  {
    "t": "JXH66D0XD5",
    "n": "Minimal variety",
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    "m": [
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    "u": "/math2/wiki/minimal-variety/"
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  {
    "t": "JXK6NRDH4V",
    "n": "Banach measure problem",
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    "m": [
      "28C10",
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    "u": "/math2/wiki/banach-measure-problem/"
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  {
    "t": "JXRKH6P1Z4",
    "n": "Morphism of schemes",
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    "m": [
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    "u": "/math2/wiki/morphism-of-schemes/"
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    "n": "Oval",
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    "u": "/math2/wiki/oval-definition/"
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  {
    "t": "JXS91FGFHY",
    "n": "Frobenius group",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/frobenius-group/"
  },
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    "n": "Pell numbers",
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    "u": "/math2/wiki/pell-numbers/"
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  {
    "t": "JY5TC2XCKH",
    "n": "Multiply transitive group action",
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    "u": "/math2/wiki/multiply-transitive-group-action-definition/"
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    "t": "JY9K3YXW0X",
    "n": "Unit and counit",
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    "u": "/math2/wiki/fourier-series-method/"
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    "t": "JYKVYS4N32",
    "n": "Kauffman bracket",
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    "m": [
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    "u": "/math2/wiki/jensens-inequality-for-integrals/"
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  {
    "t": "JYV1Y8XX16",
    "n": "Infinite product",
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    "m": [
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    "u": "/math2/wiki/infinite-product/"
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  {
    "t": "JYW1H3J8SX",
    "n": "Siggers term",
    "k": "concept",
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    "u": "/math2/wiki/siggers-term/"
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  {
    "t": "JYW9312EE6",
    "n": "Perverse sheaf",
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    "m": [
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    "u": "/math2/wiki/perverse-sheaf-definition/"
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    "t": "JYX6N8A2P6",
    "n": "Favard's theorem on trigonometric approximation",
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    "u": "/math2/wiki/favards-theorem-on-trigonometric-approximation/"
  },
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    "t": "JZ2S01BHJJ",
    "n": "Statistical inference",
    "k": "concept",
    "m": [
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    "t": "JZ4JN92A2W",
    "n": "Symmetric monoidal category",
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    "m": [
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  {
    "t": "JZ5J6REAMD",
    "n": "Translation plane",
    "k": "concept",
    "m": [
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      "51E15"
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    "u": "/math2/wiki/translation-plane/"
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  {
    "t": "JZ6R7J36K5",
    "n": "Statistical model",
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    "m": [
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    "u": "/math2/wiki/statistical-model-definition/"
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    "t": "JZ7CSKTZ16",
    "n": "Group extension",
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    "u": "/math2/wiki/group-extension-definition/"
  },
  {
    "t": "JZAGFFAXKK",
    "n": "Fourier–Mukai transform",
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  {
    "t": "JZAKGD68TY",
    "n": "Picard group",
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    "u": "/math2/wiki/picard-group-definition/"
  },
  {
    "t": "JZEK70CH3G",
    "n": "Kontsevich quantization formula",
    "k": "statement",
    "m": [
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      "53D17"
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    "u": "/math2/wiki/kontsevich-quantization-formula/"
  },
  {
    "t": "JZNQAN00ZJ",
    "n": "Torsion tensor",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/torsion-tensor/"
  },
  {
    "t": "JZNQTTMG58",
    "n": "Torsion group",
    "k": "concept",
    "m": [
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  },
  {
    "t": "JZTCEHFVS2",
    "n": "Existence of limits from products and equalizers",
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  {
    "t": "K00NJY6C33",
    "n": "Dimension of the solution space of a linear recurrence",
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    "t": "K02CEYQBCX",
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  {
    "t": "K04XRMH820",
    "n": "Keller–Segel model",
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    "u": "/math2/wiki/keller-segel-model/"
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    "t": "K07QH8EKD0",
    "n": "Hammersley–Clifford theorem",
    "k": "statement",
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  },
  {
    "t": "K0AWJK6NZH",
    "n": "Product order",
    "k": "concept",
    "m": [
      "06A06"
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    "u": "/math2/wiki/product-order/"
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  {
    "t": "K0EQTBRPE3",
    "n": "Néron model",
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    "m": [
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    "u": "/math2/wiki/neron-model/"
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  {
    "t": "K0GVMM3YPF",
    "n": "Dirac bundle",
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    "m": [
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      "15A66"
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    "t": "K0KF9KMF5W",
    "n": "Autocorrelation function",
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  {
    "t": "K0NRSZCCW7",
    "n": "Complex geodesic",
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    "m": [
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    "u": "/math2/wiki/complex-geodesic-definition/"
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  {
    "t": "K0V6T18367",
    "n": "Advanced Z-transform",
    "k": "concept",
    "m": [
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    "t": "K10YADF5XV",
    "n": "Borel–Weil–Bott theorem",
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    "t": "K14ZBKYT81",
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  {
    "t": "K18PKZY5RS",
    "n": "Local parametrization theorem",
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    "t": "K1AZ4YF2RE",
    "n": "Motive",
    "k": "concept",
    "m": [
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  {
    "t": "K1DX0S4797",
    "n": "Category of topological spaces",
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  {
    "t": "K1HTQF26MA",
    "n": "Subanalytic set",
    "k": "concept",
    "m": [
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    "t": "K1SQAAN8D3",
    "n": "Product category",
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    "n": "Calderón–Zygmund lemma",
    "k": "statement",
    "m": [
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    "t": "K22P72HMT1",
    "n": "Discrete-time algebraic Riccati equation",
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    "u": "/math2/wiki/discrete-time-algebraic-riccati-equation/"
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  {
    "t": "K24YAC8P7X",
    "n": "Spherical Bessel functions",
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    "u": "/math2/wiki/spherical-bessel-functions-definition/"
  },
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    "t": "K26WG8C6PV",
    "n": "Baire function",
    "k": "concept",
    "m": [
      "26A21"
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    "u": "/math2/wiki/baire-function/"
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  {
    "t": "K290RBT8GB",
    "n": "Struve function",
    "k": "concept",
    "m": [
      "33C10"
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    "u": "/math2/wiki/struve-function/"
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  {
    "t": "K29QYWB6A5",
    "n": "Stirling's series",
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    "m": [
      "33B15",
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    "u": "/math2/wiki/stirlings-series/"
  },
  {
    "t": "K2KQFX4GVF",
    "n": "Directed-complete partial order",
    "k": "definition",
    "m": [
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      "68Q55"
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    "u": "/math2/wiki/directed-complete-partial-order-definition/"
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  {
    "t": "K2N123JM35",
    "n": "Strong amalgamation property",
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  {
    "t": "K2NK9A8M5F",
    "n": "Fundamental solution",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/fundamental-solution/"
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    "t": "K2S5TAW2BF",
    "n": "Order of a zero or pole",
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  {
    "t": "K2YVMTGTBB",
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      "51E15",
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    "u": "/math2/wiki/order-of-a-projective-plane/"
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  {
    "t": "K3356N0SAX",
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    "k": "concept",
    "m": [
      "46A22",
      "52A41"
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  {
    "t": "K33BQX70N0",
    "n": "Frobenius norm",
    "k": "definition",
    "m": [
      "15A60"
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    "u": "/math2/wiki/frobenius-norm-definition/"
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  {
    "t": "K3AMMSY8DD",
    "n": "Statistical model",
    "k": "concept",
    "m": [
      "62A01"
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    "u": "/math2/wiki/statistical-model/"
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  {
    "t": "K3DP7D4JJC",
    "n": "Jacobi eigenvalue algorithm",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/jacobi-eigenvalue-algorithm/"
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  {
    "t": "K3E536PSRJ",
    "n": "Percus–Yevick approximation",
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    "m": [
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    "u": "/math2/wiki/percus-yevick-approximation/"
  },
  {
    "t": "K3KADGATHA",
    "n": "Van Wijngaarden transformation",
    "k": "concept",
    "m": [
      "65B10",
      "40A25"
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    "u": "/math2/wiki/van-wijngaarden-transformation/"
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  {
    "t": "K3WXSG7WBX",
    "n": "Satisfiability",
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    "m": [
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    "t": "K3ZNV0GY9T",
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    "u": "/math2/wiki/berkovich-space-dynamics-definition/"
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    "t": "K40YJX8K1G",
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    "m": [
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  {
    "t": "K47G2Q24DT",
    "n": "Hyperbolic knot",
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    "u": "/math2/wiki/hyperbolic-knot/"
  },
  {
    "t": "K49YFHYCHA",
    "n": "Ribbon Hopf algebra",
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    "m": [
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      "57K16"
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    "u": "/math2/wiki/ribbon-hopf-algebra/"
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  {
    "t": "K4C77FGSW6",
    "n": "Schröder's equation",
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    "m": [
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      "39B32"
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    "u": "/math2/wiki/schroders-equation-definition/"
  },
  {
    "t": "K4D3S1MBZH",
    "n": "Dense order",
    "k": "concept",
    "m": [
      "06A05",
      "06A06"
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    "u": "/math2/wiki/dense-order/"
  },
  {
    "t": "K4DFT3H9BJ",
    "n": "Field of extremals",
    "k": "concept",
    "m": [
      "49K05"
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    "u": "/math2/wiki/field-of-extremals/"
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  {
    "t": "K4P0R83G1Q",
    "n": "Bramble–Hilbert lemma",
    "k": "statement",
    "m": [
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      "65N30",
      "46E35"
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    "u": "/math2/wiki/bramble-hilbert-lemma/"
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  {
    "t": "K4QG4MX1HV",
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    "u": "/math2/wiki/multidimensional-transform-definition/"
  },
  {
    "t": "K4S9G3AQBM",
    "n": "Goldstine theorem",
    "k": "statement",
    "m": [
      "46B10"
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  },
  {
    "t": "K4XSSPWHCP",
    "n": "Calderón projector",
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    "m": [
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      "35J40",
      "58J40"
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    "u": "/math2/wiki/calderon-projector/"
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    "n": "Isomonodromic deformation",
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    "n": "Preconditioner",
    "k": "concept",
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      "65F08",
      "65F10"
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    "u": "/math2/wiki/preconditioner/"
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    "t": "KEARMKNZ1Q",
    "n": "Functional data analysis",
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      "62H25"
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    "u": "/math2/wiki/functional-data-analysis/"
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    "n": "Complete integral",
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    "u": "/math2/wiki/complete-integral-definition/"
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    "t": "KENSASDRWF",
    "n": "Euclidean geometry",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/euclidean-geometry-definition/"
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    "t": "KEPFYE6WYZ",
    "n": "Freiman's theorem",
    "k": "statement",
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      "11B30"
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    "u": "/math2/wiki/freimans-theorem/"
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    "n": "Localization",
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    "m": [
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    "u": "/math2/wiki/localization-definition/"
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    "t": "KEXJX0YDT4",
    "n": "Zermelo's navigation problem",
    "k": "problem",
    "m": [
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      "49N90",
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    "u": "/math2/wiki/zermelos-navigation-problem/"
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    "t": "KEXKKBDXR3",
    "n": "Equational basis",
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    "m": [
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    "u": "/math2/wiki/equational-basis-definition/"
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    "t": "KEY8MM7F28",
    "n": "Trace operator",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/trace-operator-definition/"
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    "t": "KF06HRCM4N",
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    "k": "statement",
    "m": [
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    "u": "/math2/wiki/differentiable-dependence-on-parameters/"
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    "n": "L-curve",
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    "u": "/math2/wiki/l-curve-definition/"
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    "t": "KF719SZD5T",
    "n": "Additive function",
    "k": "concept",
    "m": [
      "39B22",
      "39B52"
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    "u": "/math2/wiki/additive-function/"
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    "n": "Gale diagram",
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    "m": [
      "52B35",
      "52B11"
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    "u": "/math2/wiki/gale-diagram/"
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    "n": "Jacobi–Anger expansion",
    "k": "statement",
    "m": [
      "33C10",
      "42A16"
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    "u": "/math2/wiki/jacobi-anger-expansion/"
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    "t": "KFTECAATKG",
    "n": "Algebraic surface",
    "k": "concept",
    "m": [
      "14J10",
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    "u": "/math2/wiki/algebraic-surface/"
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    "t": "KFVY0RPGF2",
    "n": "Witt group",
    "k": "concept",
    "m": [
      "11E81",
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      "15A63"
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    "u": "/math2/wiki/witt-group/"
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    "t": "KFW9841GQK",
    "n": "Spherical function",
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    "u": "/math2/wiki/spherical-function-definition/"
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    "t": "KFWQ24D9M6",
    "n": "Finitely additive measure",
    "k": "concept",
    "m": [
      "28A12",
      "28A10"
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    "u": "/math2/wiki/finitely-additive-measure/"
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    "n": "Transcritical bifurcation",
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    "u": "/math2/wiki/transcritical-bifurcation/"
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    "t": "KFYW0WN9AD",
    "n": "Completion of a valued field",
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    "u": "/math2/wiki/completion-of-a-valued-field-definition/"
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    "t": "KGC5CYDF53",
    "n": "Cayley–Menger determinant",
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    "u": "/math2/wiki/cayley-menger-determinant/"
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    "t": "KGJD4A4ATY",
    "n": "Outer function",
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    "u": "/math2/wiki/outer-function/"
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    "t": "KGNCXDK4D5",
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    "u": "/math2/wiki/linear-integral-equation-definition/"
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      "49J53"
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    "t": "KH7EPKDCH3",
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    "k": "statement",
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      "81Q10"
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    "u": "/math2/wiki/lie-trotter-product-formula/"
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    "t": "KHD2QMNR7R",
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    "m": [
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    "u": "/math2/wiki/barycentric-coordinates-definition/"
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    "t": "KHJ2G2R5G7",
    "n": "Strong operator topology",
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    "m": [
      "47L05",
      "46L10",
      "46A03"
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    "u": "/math2/wiki/strong-operator-topology/"
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    "t": "KHMT0E4BRK",
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    "k": "concept",
    "m": [
      "16T05",
      "16T20",
      "17B37"
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    "u": "/math2/wiki/nichols-algebra/"
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    "t": "KHN8H3SNSM",
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    "k": "statement",
    "m": [
      "44A15",
      "44A12"
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    "u": "/math2/wiki/abel-transform-as-the-projection-of-a-radial-function/"
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    "t": "KHRTBP37VD",
    "n": "Laplace–Stieltjes transform",
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      "26A42",
      "60E10"
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    "u": "/math2/wiki/laplace-stieltjes-transform/"
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    "t": "KHTCR3VFST",
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    "m": [
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    "k": "statement",
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      "45Q05",
      "47A52",
      "45B05"
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    "u": "/math2/wiki/ill-posedness-of-first-kind-equations/"
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    "t": "KHY35P4AKF",
    "n": "Lusin area integral",
    "k": "concept",
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      "42B25",
      "31B10"
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    "t": "KHZ89X6Y8R",
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    "m": [
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    "n": "Étale fundamental group",
    "k": "concept",
    "m": [
      "14F35",
      "14E20"
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    "u": "/math2/wiki/etale-fundamental-group/"
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    "t": "KJ2984R97Y",
    "n": "Volterra equation of convolution type",
    "k": "definition",
    "m": [
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      "45E10"
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    "u": "/math2/wiki/volterra-equation-of-convolution-type-definition/"
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    "t": "KJ2NZCB7TH",
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    "k": "definition",
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      "08B20"
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    "u": "/math2/wiki/free-object-definition/"
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    "t": "KJ9MMP99G6",
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      "13A35"
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    "t": "KJ9ZQWYBY6",
    "n": "Observed information",
    "k": "concept",
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    "u": "/math2/wiki/observed-information/"
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    "k": "definition",
    "m": [
      "18A05",
      "18A22"
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    "u": "/math2/wiki/functor-definition/"
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    "t": "KJF8Y19BNV",
    "n": "Routh–Hurwitz stability criterion",
    "k": "statement",
    "m": [
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      "93D20",
      "34D20"
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    "u": "/math2/wiki/routh-hurwitz-stability-criterion/"
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    "t": "KJKNJMGKZZ",
    "n": "Short exact sequence",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/short-exact-sequence/"
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    "t": "KJNSKV75VQ",
    "n": "Completion of a measure",
    "k": "concept",
    "m": [
      "28A12"
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    "u": "/math2/wiki/completion-of-a-measure/"
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  {
    "t": "KJQM4EJHV1",
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    "m": [
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    "u": "/math2/wiki/projective-morphism-definition/"
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    "t": "KJT0AXWQXP",
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      "03E57",
      "03E50"
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    "u": "/math2/wiki/proper-forcing-axiom-definition/"
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    "k": "statement",
    "m": [
      "51G05",
      "51F05"
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    "u": "/math2/wiki/paschs-axiom/"
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    "t": "KK05CSTM15",
    "n": "Alexander duality",
    "k": "statement",
    "m": [
      "55M05"
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    "u": "/math2/wiki/alexander-duality/"
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    "t": "KK0B7V8DCX",
    "n": "Kuratowski embedding",
    "k": "statement",
    "m": [
      "54E35",
      "54C25",
      "46B25"
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    "u": "/math2/wiki/kuratowski-embedding/"
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  {
    "t": "KK25XTQG41",
    "n": "Sub-Riemannian manifold",
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    "m": [
      "53C17"
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    "u": "/math2/wiki/sub-riemannian-manifold-definition/"
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    "t": "KK8KZQNDVY",
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    "m": [
      "58A05",
      "54D20"
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    "u": "/math2/wiki/partition-of-unity-definition/"
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    "t": "KKJ9F6JJY0",
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    "m": [
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      "06D05"
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    "t": "KKK6EHQQ22",
    "n": "Laguerre series expansion of the Laplace transform",
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      "33C45",
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    "k": "definition",
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    "m": [
      "03E05"
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    "t": "KKT4Y0TBRZ",
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      "45E10",
      "85A25",
      "82D75"
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    "k": "concept",
    "m": [
      "51M05",
      "51F05",
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    "u": "/math2/wiki/hilberts-axioms/"
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    "t": "KM59PWHJHH",
    "n": "Hurwitz quaternion order",
    "k": "example",
    "m": [
      "11R52",
      "16H10",
      "30F10"
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    "u": "/math2/wiki/hurwitz-quaternion-order/"
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    "t": "KM8Q5HZ48G",
    "n": "Douglas–Radó solution of Plateau's problem",
    "k": "statement",
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      "49Q05",
      "53A10",
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    "k": "statement",
    "m": [
      "32C38",
      "32S60",
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    "u": "/math2/wiki/riemann-hilbert-correspondence/"
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    "t": "KMBHAYAGZ9",
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    "u": "/math2/wiki/frechet-mean-definition/"
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    "m": [
      "52A10",
      "52A38"
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    "n": "Hermite–Minkowski theorem",
    "k": "statement",
    "m": [
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      "11R21"
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    "n": "Sidorenko's conjecture",
    "k": "conjecture",
    "m": [
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    "u": "/math2/wiki/sidorenkos-conjecture/"
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    "t": "KNAGK0W65G",
    "n": "Tricolorability",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/tricolorability/"
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    "t": "KNBQ68XG2M",
    "n": "Whitney umbrella",
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    "m": [
      "57R45",
      "58K40",
      "14B05"
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    "u": "/math2/wiki/whitney-umbrella/"
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    "k": "concept",
    "m": [
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    "u": "/math2/wiki/unital-magma/"
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    "t": "KNDXDE7K8M",
    "n": "Ringed space",
    "k": "concept",
    "m": [
      "14A15",
      "54B40"
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    "u": "/math2/wiki/ringed-space/"
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  {
    "t": "KNDYA9T8ZK",
    "n": "Siegel disc",
    "k": "concept",
    "m": [
      "37F50",
      "37F10"
    ],
    "u": "/math2/wiki/siegel-disc/"
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    "t": "KNJA2NEZ9F",
    "n": "Fundamental domain",
    "k": "concept",
    "m": [
      "22F10",
      "28C10",
      "22E40"
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    "u": "/math2/wiki/fundamental-domain/"
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  {
    "t": "KNP5ZEQ458",
    "n": "H-representation and V-representation",
    "k": "definition",
    "m": [
      "52B11",
      "52B55",
      "90C05"
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    "u": "/math2/wiki/h-representation-and-v-representation-definition/"
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  {
    "t": "KNYSF300GC",
    "n": "Incomplete beta function",
    "k": "definition",
    "m": [
      "33B20"
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    "u": "/math2/wiki/incomplete-beta-function-definition/"
  },
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    "t": "KP1PP7A6JR",
    "n": "Quasi-Frobenius ring",
    "k": "concept",
    "m": [
      "16L60",
      "16D50"
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    "u": "/math2/wiki/quasi-frobenius-ring/"
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    "t": "KP23SF2Z0Q",
    "n": "Koebe's theorem on the mean value property",
    "k": "statement",
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      "31B05"
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    "u": "/math2/wiki/koebes-theorem-on-the-mean-value-property/"
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    "t": "KP27TDCZPJ",
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    "k": "statement",
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      "51E15",
      "05B25",
      "94B05"
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    "t": "KPCM3KY0MR",
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    "m": [
      "20C15"
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    "u": "/math2/wiki/character-table-definition/"
  },
  {
    "t": "KPCN3KHG50",
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    "k": "concept",
    "m": [
      "12H05",
      "03C60"
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    "u": "/math2/wiki/differentially-closed-field/"
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    "t": "KPJED63FT6",
    "n": "Growth of algebras",
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    "m": [
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    "u": "/math2/wiki/growth-of-algebras-definition/"
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  {
    "t": "KPKND0K7W6",
    "n": "Quasi-coherent sheaf",
    "k": "concept",
    "m": [
      "14F06"
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    "u": "/math2/wiki/quasi-coherent-sheaf/"
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    "t": "KPNY26EKNP",
    "n": "Associahedron",
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    "m": [
      "52B12",
      "52B05",
      "05A15"
    ],
    "u": "/math2/wiki/associahedron/"
  },
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    "t": "KPQ96640ZJ",
    "n": "Morse function",
    "k": "concept",
    "m": [
      "57R70",
      "58E05",
      "58K05"
    ],
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    "t": "KPWW9X14V2",
    "n": "Hall subgroup",
    "k": "concept",
    "m": [
      "20D20"
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    "u": "/math2/wiki/hall-subgroup/"
  },
  {
    "t": "KPYFGB342X",
    "n": "Hecke character",
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      "11R56"
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    "n": "Mellin transform",
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    "n": "Free functor",
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    "n": "Holomorphic dynamics in several variables",
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    "n": "Wiener–Ikehara theorem",
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    "m": [
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      "40E05",
      "44A10"
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    "u": "/math2/wiki/wiener-ikehara-theorem/"
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    "t": "KQ7V0J5CGG",
    "n": "Matrix pencil",
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    "m": [
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    "u": "/math2/wiki/matrix-pencil/"
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      "57R35",
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    "t": "KQG5GXJ5MB",
    "n": "Parareal",
    "k": "statement",
    "m": [
      "65L05",
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    "u": "/math2/wiki/parareal/"
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    "t": "KQKJENEMSN",
    "n": "Self-injective ring",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/self-injective-ring/"
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    "n": "Kolmogorov backward equation",
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      "60J60",
      "35K10",
      "60H10"
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    "u": "/math2/wiki/kolmogorov-backward-equation/"
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    "t": "KQSVGPG3W0",
    "n": "Monodromy of the hypergeometric equation",
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    "t": "KQWJ8SGJEZ",
    "n": "Tangential Cauchy–Riemann equations",
    "k": "definition",
    "m": [
      "32V05",
      "32V10",
      "35N10"
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    "u": "/math2/wiki/tangential-cauchy-riemann-equations-definition/"
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    "t": "KQX43WB57R",
    "n": "Structural stability",
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    "u": "/math2/wiki/structural-stability-definition/"
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    "t": "KR1F39C0SP",
    "n": "Omega-complete partial order",
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    "m": [
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    "t": "KR4KX354JN",
    "n": "Symmetric operator",
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      "47B02"
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    "u": "/math2/wiki/symmetric-operator-definition/"
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    "t": "KR5Q7WMAVC",
    "n": "Bateman transform",
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      "35L05"
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    "t": "KR7SWBYHRQ",
    "n": "Normal ring",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/normal-ring/"
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    "n": "Independence of sample mean and sample variance for normal samples",
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    "u": "/math2/wiki/independence-of-sample-mean-and-sample-variance-for-normal-samples/"
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    "n": "Ordered group",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/ordered-group/"
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    "t": "KREYT31SS1",
    "n": "Viscosity solution of the Hamilton–Jacobi–Bellman equation",
    "k": "statement",
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    "u": "/math2/wiki/viscosity-solution-of-the-hamilton-jacobi-bellman-equation/"
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    "t": "KRF03HSD44",
    "n": "Hazard function",
    "k": "definition",
    "m": [
      "62N05",
      "62N01",
      "60E05"
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    "u": "/math2/wiki/hazard-function-definition/"
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    "t": "KRJX5RA0PW",
    "n": "Unbounded operator",
    "k": "concept",
    "m": [
      "47A05",
      "47B25"
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    "u": "/math2/wiki/unbounded-operator/"
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    "t": "KRK48SX454",
    "n": "Area-minimizing current",
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      "49Q15",
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    "t": "KRM89R0T28",
    "n": "McKenzie's undecidability of the finite basis problem",
    "k": "statement",
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      "03D35",
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    "t": "KRNFEZWPY0",
    "n": "Field norm",
    "k": "concept",
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    "u": "/math2/wiki/field-norm/"
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    "n": "Associativity equation",
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    "u": "/math2/wiki/associativity-equation-definition/"
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    "n": "Euclidean geometry",
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    "u": "/math2/wiki/euclidean-geometry/"
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    "n": "Self-similar process",
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    "u": "/math2/wiki/henon-map/"
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    "t": "KS91STZCGM",
    "n": "Gibbs sampling",
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    "t": "KSA55H8Q8N",
    "n": "Turing pattern",
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    "n": "Versal unfolding",
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    "m": [
      "58K60",
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    "k": "statement",
    "m": [
      "51E20",
      "05B25",
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    "n": "Level-set method",
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    "m": [
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    "n": "Countably generated structure",
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    "n": "Epsilon nought",
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    "t": "KT9WJFRQ3F",
    "n": "Zarankiewicz problem",
    "k": "problem",
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    "n": "Embedded prime",
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    "t": "KTDVZP4DF2",
    "n": "Autoregressive integrated moving average",
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    "t": "KTFG1S2SMG",
    "n": "Milnor fibration theorem",
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    "m": [
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      "57R45"
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    "t": "KTGAS9DGRX",
    "n": "Class number problem",
    "k": "problem",
    "m": [
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    "u": "/math2/wiki/class-number-problem/"
  },
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    "t": "KTKK9B1X41",
    "n": "Class number",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/class-number/"
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  {
    "t": "KTN8HTSY3R",
    "n": "dg category",
    "k": "concept",
    "m": [
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    "t": "KTP37HF2RZ",
    "n": "Lamé function",
    "k": "concept",
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    "t": "KTQC33ZJTN",
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    "t": "KTT75QC72Z",
    "n": "Korteweg–De Vries equation",
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    "t": "KTVJR95GSF",
    "n": "Spline",
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    "n": "Denjoy–Carleman theorem",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/denjoy-carleman-theorem/"
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    "t": "KV4PT6KW10",
    "n": "Algebraic independence",
    "k": "concept",
    "m": [
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    "n": "Adjoint functors",
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    "m": [
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    "u": "/math2/wiki/adjoint-functors-definition/"
  },
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    "t": "KVZ0VZ6W01",
    "n": "Dedekind eta function",
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    "m": [
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    "n": "Neville's algorithm",
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    "u": "/math2/wiki/nevilles-algorithm-definition/"
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    "t": "KW31KDX7TB",
    "n": "Bloch's theorem",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/blochs-theorem/"
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  {
    "t": "KW3HY77V6D",
    "n": "Dimension theorem for local rings",
    "k": "statement",
    "m": [
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      "13H15",
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    "t": "KW3V44GPPC",
    "n": "Algorithmic randomness",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/algorithmic-randomness/"
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    "n": "Real closure",
    "k": "definition",
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    "n": "Ring of sets",
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    "n": "Stanley–Wilf conjecture",
    "k": "statement",
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    "n": "Dirichlet space",
    "k": "concept",
    "m": [
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      "46E22"
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    "n": "Thom transversality theorem",
    "k": "statement",
    "m": [
      "57R35",
      "58A20",
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    "t": "KWNVF194D8",
    "n": "Bézout's theorem",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/bezouts-theorem/"
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  {
    "t": "KWQYX7B6P5",
    "n": "Angle of parallelism",
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  },
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    "t": "KWRF0DEYA2",
    "n": "Kontinuitätssatz",
    "k": "statement",
    "m": [
      "32D05",
      "32T05"
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    "n": "Clifford module",
    "k": "definition",
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    "n": "Toponogov's theorem",
    "k": "statement",
    "m": [
      "53C20",
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    "t": "KX2XY7S3X6",
    "n": "Spectral radius formula",
    "k": "statement",
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    "u": "/math2/wiki/spectral-radius-formula/"
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    "n": "Exponential of a bounded operator",
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    "n": "Rayleigh monotonicity law",
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    "m": [
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    "n": "Frattini subgroup",
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    "t": "KXS5DQDFYD",
    "n": "Dedekind zeta function",
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    "n": "Reduced ring",
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    "n": "Face of a convex set",
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    "t": "KY9ZXCHCVX",
    "n": "Superadditive function",
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    "n": "Natural transformation",
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    "u": "/math2/wiki/natural-transformation/"
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    "n": "Renewal theory",
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    "u": "/math2/wiki/renewal-theory-definition/"
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    "t": "KYGE7SPYA6",
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    "m": [
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    "t": "KYSR7NHNFQ",
    "n": "Hadamard factorization theorem",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/hadamard-factorization-theorem/"
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    "t": "KYVS4PSDBQ",
    "n": "Heegaard Floer homology",
    "k": "definition",
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      "57R58",
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      "57K18"
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    "u": "/math2/wiki/heegaard-floer-homology-definition/"
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    "t": "KYW1PV0SX5",
    "n": "Supermartingale",
    "k": "definition",
    "m": [
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    "t": "KZ00AZ2HFM",
    "n": "CAT(k) space",
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    "m": [
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    "t": "KZ226116HW",
    "n": "Lasso",
    "k": "concept",
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    "u": "/math2/wiki/lasso/"
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    "t": "KZ3YVM10SP",
    "n": "Peetre K-functional",
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    "u": "/math2/wiki/torus-knot-definition/"
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    "u": "/math2/wiki/crystalline-cohomology-definition/"
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    "n": "Grötzsch's theorem",
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    "n": "Padé table",
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    "u": "/math2/wiki/flat-morphism-definition/"
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    "n": "Goldie's theorem",
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    "u": "/math2/wiki/goldies-theorem/"
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    "n": "Cauchy's power equation",
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    "u": "/math2/wiki/cauchys-power-equation/"
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    "n": "Raghunathan's conjecture",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/raghunathans-conjecture/"
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    "n": "Commutative magma",
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    "n": "Prime ideal theorem for distributive lattices",
    "k": "statement",
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    "u": "/math2/wiki/prime-ideal-theorem-for-distributive-lattices/"
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    "t": "MEBR2NYA1S",
    "n": "Congruence-modular variety",
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    "m": [
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    "u": "/math2/wiki/congruence-modular-variety-definition/"
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    "t": "MEC3ZMC4F1",
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    "n": "Markov chain Monte Carlo",
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    "n": "Suslin line",
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    "m": [
      "03E50",
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    "u": "/math2/wiki/suslin-line/"
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    "n": "Birkhoff–Kakutani theorem",
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    "t": "MJBXNNFQGW",
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    "t": "MJF9M19E3E",
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    "n": "Ekeland's variational principle",
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    "n": "Theorem of the cube",
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    "n": "Stone–Čech compactification",
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    "t": "MJQARBFG10",
    "n": "Fourier–Motzkin elimination",
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    "n": "Metropolis–Hastings algorithm",
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    "m": [
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    "t": "MM3TQ1WJWF",
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    "t": "MM6TXKN90V",
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    "t": "MME2BSPTZG",
    "n": "Schwarz triangle function",
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    "t": "MMEX2JZWGR",
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    "k": "problem",
    "m": [
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      "52C23"
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    "u": "/math2/wiki/danzer-set/"
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    "t": "MNAWWP9J1X",
    "n": "Density of the graph of a discontinuous additive function",
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    "n": "Blaschke–Santaló inequality",
    "k": "statement",
    "m": [
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    "t": "MNMJC8YVBS",
    "n": "Tightness of measures",
    "k": "concept",
    "m": [
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      "28A33"
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    "u": "/math2/wiki/tightness-of-measures/"
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    "n": "Group algebra",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/group-algebra/"
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  {
    "t": "MNPWBBNCAD",
    "n": "Large deviations theory",
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    "m": [
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    "u": "/math2/wiki/large-deviations-theory-definition/"
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    "m": [
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    "u": "/math2/wiki/rossler-attractor/"
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    "t": "MNSSV4QHD1",
    "n": "Fundamental theorem of the calculus of finite differences",
    "k": "statement",
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    "u": "/math2/wiki/fundamental-theorem-of-the-calculus-of-finite-differences/"
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    "t": "MNXC26G3BQ",
    "n": "Simpson's rule",
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    "m": [
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      "65D30"
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    "u": "/math2/wiki/simpsons-rule/"
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    "t": "MNXKTXJ35G",
    "n": "Helmholtz equation",
    "k": "concept",
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    "u": "/math2/wiki/helmholtz-equation/"
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    "t": "MNY9YSTZAY",
    "n": "Cluster analysis",
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    "u": "/math2/wiki/cluster-analysis-definition/"
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    "t": "MNZPMSSPD8",
    "n": "Trigonometric series",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/trigonometric-series-definition/"
  },
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    "t": "MP3F49QT3C",
    "n": "Group isomorphism problem",
    "k": "problem",
    "m": [
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    "u": "/math2/wiki/group-isomorphism-problem/"
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    "t": "MP5C9T2EYG",
    "n": "Galois group of a finite field extension",
    "k": "statement",
    "m": [
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      "12F10"
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    "u": "/math2/wiki/galois-group-of-a-finite-field-extension/"
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    "t": "MP6B64DS31",
    "n": "Weinstein conjecture",
    "k": "conjecture",
    "m": [
      "53D10",
      "37J55",
      "53D42"
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    "u": "/math2/wiki/weinstein-conjecture/"
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  {
    "t": "MP8VSZK19A",
    "n": "Percolation threshold",
    "k": "concept",
    "m": [
      "60K35",
      "82B43",
      "82B26"
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    "u": "/math2/wiki/percolation-threshold/"
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    "t": "MP8X04H1ZD",
    "n": "Function approximation",
    "k": "definition",
    "m": [
      "41A65",
      "41A30"
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    "u": "/math2/wiki/function-approximation-definition/"
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    "t": "MPB3QF09E5",
    "n": "Picard's criterion for first-kind equations",
    "k": "statement",
    "m": [
      "45Q05",
      "47A52",
      "45B05"
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    "u": "/math2/wiki/picards-criterion-for-first-kind-equations/"
  },
  {
    "t": "MPE4AWEP6K",
    "n": "Conservative system",
    "k": "concept",
    "m": [
      "37A40",
      "37A05",
      "28D05"
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    "u": "/math2/wiki/conservative-system/"
  },
  {
    "t": "MPFD24TYW2",
    "n": "Hyperbolic set",
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    "t": "MXRC891TQS",
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    "n": "Unit and counit",
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    "n": "Spectral method",
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    "n": "Infinitary operation",
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    "n": "Inverse Mellin transform as inverse Fourier transform",
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    "n": "Vitali–Hahn–Saks theorem",
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    "m": [
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    "n": "Large sieve",
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    "n": "Cohen–Macaulay ring",
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    "n": "Andrews–Curtis conjecture",
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    "n": "Complete lattice",
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    "n": "Circle map",
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    "t": "N3457SJ63D",
    "n": "Preadditive category",
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    "m": [
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    "n": "Curtis–Hedlund–Lyndon theorem",
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    "m": [
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  {
    "t": "N36F259F1B",
    "n": "Decomposition group",
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    "t": "N37SPDWYGS",
    "n": "Localization at a prime ideal",
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    "t": "N3CC5DRGT1",
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    "t": "N587ECTQ4X",
    "n": "Order polytope",
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    "n": "Space of functions vanishing at infinity",
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    "t": "N5JCKN50NE",
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    "u": "/math2/wiki/degenerate-kernel-definition/"
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    "t": "N5JN15Z5J6",
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    "n": "Geometric morphism",
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    "n": "Divided differences",
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    "n": "Hyperplane arrangement",
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    "u": "/math2/wiki/smale-horseshoe/"
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    "t": "N67R59ZVC4",
    "n": "Schur's lemma in abelian categories",
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    "n": "Lindelöf summation",
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    "n": "Lehmer's conjecture",
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    "t": "NDS0H727BA",
    "n": "Unit in the last place",
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    "n": "Dyson conjecture",
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    "t": "NDYRB4MQZT",
    "n": "Petersson inner product",
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    "t": "NE0XB0AEDR",
    "n": "Algebraic cycle",
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    "u": "/math2/wiki/algebraic-cycle-definition/"
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    "t": "NEAE07CSM4",
    "n": "Logarithmically convex domain",
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    "t": "NEB29GSM22",
    "n": "Influence function",
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    "t": "NEC48RHNN0",
    "n": "Śleszyński–Pringsheim theorem",
    "k": "statement",
    "m": [
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    "t": "NECFJN169C",
    "n": "Hyperfunction",
    "k": "concept",
    "m": [
      "46F15",
      "32A45"
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    "u": "/math2/wiki/hyperfunction/"
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    "t": "NEGHXN8RE1",
    "n": "Burgers' equation",
    "k": "concept",
    "m": [
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      "35L67"
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    "u": "/math2/wiki/burgers-equation/"
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    "t": "NES4B9CWW4",
    "n": "Categorical logic",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/categorical-logic/"
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    "t": "NEXBTGYYRG",
    "n": "Bézier curve",
    "k": "concept",
    "m": [
      "65D17",
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      "41A10"
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    "t": "NEYHC1XZ14",
    "n": "Dulac's theorem on finiteness of limit cycles",
    "k": "statement",
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    "t": "NEZYP9HJB9",
    "n": "Completely positive map",
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    "t": "NF0F8M86W4",
    "n": "Monotone operator method for Hammerstein equations",
    "k": "statement",
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      "47J05"
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    "u": "/math2/wiki/monotone-operator-method-for-hammerstein-equations/"
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    "t": "NF2GB0TFEW",
    "n": "Premeasure",
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    "t": "NHS23SW780",
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    "n": "Oseledets theorem",
    "k": "statement",
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    "n": "Residue field",
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    "n": "Minkowski problem",
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      "52A39",
      "35J96"
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    "u": "/math2/wiki/minkowski-problem/"
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    "n": "Continuum",
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    "u": "/math2/wiki/tonellis-existence-theorem/"
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    "n": "Moduli of algebraic curves",
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    "u": "/math2/wiki/moduli-of-algebraic-curves/"
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    "t": "NKKYW7Z6R7",
    "n": "Alexander subbase theorem",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/alexander-subbase-theorem/"
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    "t": "NKNSCK1JY2",
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    "t": "NKP5TPQ79X",
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    "k": "concept",
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      "47A62"
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    "t": "NM1BCK3ZX9",
    "n": "Absorbing set",
    "k": "concept",
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      "52A07"
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    "t": "NM1KPS6E7Y",
    "n": "Givens rotation",
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    "t": "NM28RE8CHQ",
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    "t": "NM8XCPS1Q3",
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    "m": [
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      "22E60"
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    "u": "/math2/wiki/lie-subgroup/"
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  {
    "t": "NN6QM9JMKB",
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    "t": "NN77VYSGXR",
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    "m": [
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    "u": "/math2/wiki/cyclotomic-field/"
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    "t": "NN8RWPC8WG",
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    "k": "concept",
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  {
    "t": "NN8XH5RJYB",
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    "k": "concept",
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    "t": "NNAR1HN9BQ",
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    "m": [
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    "u": "/math2/wiki/convergence-definition/"
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    "t": "NNCBVR7Z2X",
    "n": "Eilenberg–Moore spectral sequence",
    "k": "statement",
    "m": [
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    "t": "NNHM06RCNV",
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    "t": "NNPHTWF645",
    "n": "Resultant",
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      "12E05"
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  {
    "t": "NNXSP5KKAC",
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    "k": "problem",
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      "53A10",
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      "49Q05"
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    "u": "/math2/wiki/bernsteins-problem/"
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    "t": "NPBWWBGV37",
    "n": "Hilbert–Schmidt operator",
    "k": "definition",
    "m": [
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      "45P05",
      "47G10"
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    "t": "NPBYYK63FE",
    "n": "Cantor function",
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    "t": "NPEBABQ49M",
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    "t": "NPF2KSXK81",
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      "54E50"
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    "u": "/math2/wiki/completion-of-a-normed-space-definition/"
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    "t": "NPF42DJMBX",
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    "k": "statement",
    "m": [
      "13B35",
      "13C11",
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    "u": "/math2/wiki/completion-is-flat/"
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    "t": "NPMC3K6J2F",
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    "k": "concept",
    "m": [
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    "u": "/math2/wiki/derived-functor/"
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    "t": "NPNNXWMVCC",
    "n": "Veblen–Young theorem",
    "k": "statement",
    "m": [
      "51A05",
      "51A30",
      "51A25"
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    "u": "/math2/wiki/veblen-young-theorem/"
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    "t": "NPPEERJVCR",
    "n": "Pullback",
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    "u": "/math2/wiki/pullback-definition/"
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    "t": "NPR76WM5DQ",
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    "k": "definition",
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      "46A03"
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    "t": "NPS5GGXBDP",
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    "m": [
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      "37B05"
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    "u": "/math2/wiki/topological-mixing-definition/"
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    "t": "NPY85FYJHF",
    "n": "Infinite Galois theory",
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    "u": "/math2/wiki/infinite-galois-theory-definition/"
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    "t": "NQBWFSC1E0",
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    "k": "statement",
    "m": [
      "52C10",
      "52C30",
      "05D99"
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    "u": "/math2/wiki/szemeredi-trotter-theorem/"
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  {
    "t": "NQC6CRDWFW",
    "n": "Bernstein's theorem on absolutely convergent Fourier series",
    "k": "statement",
    "m": [
      "42A20",
      "42A16"
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    "u": "/math2/wiki/bernsteins-theorem-on-absolutely-convergent-fourier-series/"
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    "t": "NQCDBHF8J7",
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    "k": "definition",
    "m": [
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    "u": "/math2/wiki/gcd-domain-definition/"
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    "n": "Dickson's lemma",
    "k": "statement",
    "m": [
      "06A07",
      "13P10"
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    "u": "/math2/wiki/dicksons-lemma/"
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  {
    "t": "NQDTTZ59X8",
    "n": "Period-doubling bifurcation",
    "k": "concept",
    "m": [
      "37G15",
      "37E05",
      "34C23"
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    "u": "/math2/wiki/period-doubling-bifurcation/"
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    "t": "NQGAM8PDG7",
    "n": "Infinitely divisible distribution",
    "k": "definition",
    "m": [
      "60E07"
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    "u": "/math2/wiki/infinitely-divisible-distribution-definition/"
  },
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    "t": "NQQBESGPA4",
    "n": "Conway polynomial",
    "k": "concept",
    "m": [
      "11T06",
      "12E20"
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    "u": "/math2/wiki/conway-polynomial/"
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    "t": "NQVQFMXMGE",
    "n": "p-harmonic function",
    "k": "definition",
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      "35J92"
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    "t": "NR6MGAB5V0",
    "n": "Ancillary statistic",
    "k": "definition",
    "m": [
      "62B05"
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    "u": "/math2/wiki/ancillary-statistic-definition/"
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  {
    "t": "NR70GHZ37D",
    "n": "Hilbert's fifth problem",
    "k": "problem",
    "m": [
      "22E05",
      "22A05",
      "57S05"
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    "u": "/math2/wiki/hilberts-fifth-problem/"
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  {
    "t": "NRG03YP2PW",
    "n": "Fourier transform method for convolution equations",
    "k": "concept",
    "m": [
      "45E10",
      "42A38"
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    "u": "/math2/wiki/fourier-transform-method-for-convolution-equations/"
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  {
    "t": "NRJQP7FXFM",
    "n": "Riemann's existence theorem",
    "k": "statement",
    "m": [
      "30F10",
      "14H30"
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    "u": "/math2/wiki/riemanns-existence-theorem/"
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    "t": "NRP019D9AE",
    "n": "Uniform module",
    "k": "definition",
    "m": [
      "16D10",
      "16P60"
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    "u": "/math2/wiki/uniform-module-definition/"
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    "n": "Synchronization of chaos",
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    "n": "Symplectic integrator",
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    "n": "Coupling from the past",
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    "n": "Unique ergodicity",
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    "n": "Abelian differential",
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    "n": "Absolutely continuous measure",
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    "n": "Schwarz reflection principle",
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    "n": "Generalized least squares",
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    "n": "Harnack's principle",
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    "n": "Maurer–Cartan form",
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    "n": "Hilbert's program",
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    "u": "/math2/wiki/fractional-integration/"
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    "t": "P214QJ0S3B",
    "n": "Harmonic functions on Riemann surfaces",
    "k": "concept",
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    "n": "Linearly ordered group",
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    "n": "Nerve of a cover",
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    "t": "P2NS0V36TH",
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    "n": "Feit–Higman theorem",
    "k": "statement",
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    "u": "/math2/wiki/racah-polynomials/"
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    "n": "Unit ball in C^n",
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    "n": "Gateaux derivative",
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    "n": "Particular values of the gamma function",
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    "n": "Absolute summability",
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    "n": "Chebyshev iteration",
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    "n": "Dürer's conjecture",
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    "u": "/math2/wiki/durers-conjecture/"
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    "n": "Noether's second theorem",
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      "58E30"
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    "u": "/math2/wiki/noethers-second-theorem/"
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    "n": "Torsion-free group",
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    "n": "Levi pseudoconvex domain",
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    "n": "Axiom of determinacy",
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    "n": "Wave front set",
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    "n": "Complete statistic",
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    "u": "/math2/wiki/lattice-polytope-definition/"
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    "n": "Catmull–Clark subdivision surface",
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    "n": "Horvitz–Thompson estimator",
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    "t": "PFJP8T03C4",
    "n": "Caloric function",
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    "u": "/math2/wiki/caloric-function/"
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    "n": "Algebra of sets",
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    "u": "/math2/wiki/algebra-of-sets/"
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    "n": "Contraction semigroup",
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    "n": "Modular function",
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    "n": "Bruhat decomposition of a Lie group",
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      "22E15"
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    "n": "Antipode",
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    "u": "/math2/wiki/antipode/"
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    "n": "Homotopy group",
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    "n": "Amenable group",
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    "n": "Kneser's theorem on solution sets",
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    "n": "Quasicircle",
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    "n": "Mahlo cardinal",
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    "n": "Absolute Galois group",
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    "t": "PGMNNRN5YN",
    "n": "Nörlund–Rice integral",
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    "n": "MacCormack method",
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    "n": "Universal Horn class",
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    "n": "Christodoulou–Klainerman stability of Minkowski space",
    "k": "statement",
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      "35Q75",
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    "u": "/math2/wiki/christodoulou-klainerman-stability-of-minkowski-space/"
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    "t": "PH61T3B7W7",
    "n": "Inverse Z-transform",
    "k": "statement",
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      "44A55",
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    "n": "Motzkin number",
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    "t": "PHEN4E1JPT",
    "n": "Hopfian group",
    "k": "concept",
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    "n": "Regular conditional probability",
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    "n": "Bergman projection",
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    "t": "PHT3TJCS90",
    "n": "Ax–Kochen theorem",
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    "m": [
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      "11D88",
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    "t": "PHT84D91B7",
    "n": "Measurable function",
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    "n": "Parametric transversality theorem",
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    "m": [
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      "58A05",
      "57R45"
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    "u": "/math2/wiki/parametric-transversality-theorem/"
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    "t": "PJ61DXYG2C",
    "n": "Absorbing element",
    "k": "concept",
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      "20M99"
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    "u": "/math2/wiki/absorbing-element/"
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    "n": "Lifting idempotents",
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    "m": [
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    "n": "M. Riesz theorem on the Hilbert transform",
    "k": "statement",
    "m": [
      "42A50",
      "44A15"
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    "u": "/math2/wiki/m-riesz-theorem-on-the-hilbert-transform/"
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    "t": "PJN54XYB5T",
    "n": "Fractional Fourier transform",
    "k": "definition",
    "m": [
      "42A38",
      "44A15",
      "94A12"
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    "n": "Short-time Fourier transform",
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      "42A38",
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    "t": "PJWK0PKN6Q",
    "n": "Lie derivative",
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      "53A45",
      "58A10"
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    "t": "PJWY3JJQQ7",
    "n": "Discrete spectrum",
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    "m": [
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    "u": "/math2/wiki/discrete-spectrum/"
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    "n": "Harmonic functions on Riemannian manifolds",
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    "u": "/math2/wiki/harmonic-functions-on-riemannian-manifolds/"
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    "t": "PK3RGWY032",
    "n": "Hausdorff summation",
    "k": "concept",
    "m": [
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    "t": "PK3RPS6EF4",
    "n": "Uniform polytope",
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    "m": [
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    "t": "PK77W5K15V",
    "n": "Similarity transformation",
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    "u": "/math2/wiki/similarity-transformation-definition/"
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    "t": "PKD440G2XW",
    "n": "Identity",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/identity/"
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    "n": "Linear regression",
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    "u": "/math2/wiki/linear-regression-definition/"
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    "n": "Mercer's theorem",
    "k": "statement",
    "m": [
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      "46E22"
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    "u": "/math2/wiki/mercers-theorem/"
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    "t": "PKKD695HD2",
    "n": "Semihereditary ring",
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    "m": [
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    "u": "/math2/wiki/semihereditary-ring-definition/"
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    "t": "PKP7RVAZK6",
    "n": "Nielsen–Thurston classification",
    "k": "statement",
    "m": [
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      "37E30"
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    "t": "PKQ7ABPVSG",
    "n": "Non-measurable set",
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    "m": [
      "28A05"
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    "u": "/math2/wiki/non-measurable-set/"
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    "t": "PKRGY8HD0A",
    "n": "Bromwich justification of the Heaviside calculus",
    "k": "definition",
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    "n": "Atiyah–Bott fixed-point theorem",
    "k": "statement",
    "m": [
      "58J20",
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    "u": "/math2/wiki/atiyah-bott-fixed-point-theorem/"
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    "t": "PKYQY68PCB",
    "n": "Lauricella hypergeometric series",
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    "u": "/math2/wiki/lauricella-hypergeometric-series-definition/"
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    "n": "Optimal experimental design",
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    "t": "PMDXYNPE7D",
    "n": "Sub-Gaussian distribution",
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    "m": [
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    "u": "/math2/wiki/sub-gaussian-distribution-definition/"
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    "t": "PMGTV643X1",
    "n": "Petersen's theorem",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/petersens-theorem/"
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    "t": "PMJT3FZE0Y",
    "n": "q-derivative",
    "k": "concept",
    "m": [
      "05A30",
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    "u": "/math2/wiki/q-derivative/"
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    "t": "PMMXG4Q8JR",
    "n": "Littlewood subordination theorem",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/littlewood-subordination-theorem/"
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    "t": "PMRGCQTFZC",
    "n": "Crossed product algebra",
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    "m": [
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    "u": "/math2/wiki/crossed-product-algebra-definition/"
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    "t": "PMTK0C47E0",
    "n": "Quasisymmetric map",
    "k": "definition",
    "m": [
      "30C65",
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      "30C62"
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    "u": "/math2/wiki/quasisymmetric-map-definition/"
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    "t": "PMYDHW00KF",
    "n": "Pentagonal number theorem",
    "k": "statement",
    "m": [
      "11P81",
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    "u": "/math2/wiki/pentagonal-number-theorem/"
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    "t": "PN55VEF0J7",
    "n": "Normal complex space",
    "k": "concept",
    "m": [
      "32C20",
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    "u": "/math2/wiki/normal-complex-space/"
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    "t": "PNERH1096H",
    "n": "Noetherian module",
    "k": "definition",
    "m": [
      "13E05",
      "16P40"
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    "u": "/math2/wiki/noetherian-module-definition/"
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    "t": "PNESAD6R5T",
    "n": "Airy equation",
    "k": "example",
    "m": [
      "34B30",
      "33C10",
      "34M03"
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    "u": "/math2/wiki/airy-equation/"
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    "t": "PNF97STBAW",
    "n": "k-means clustering",
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    "m": [
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    "u": "/math2/wiki/k-means-clustering-definition/"
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    "t": "PNFNGBXRM3",
    "n": "Hopf surface",
    "k": "example",
    "m": [
      "32J15"
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    "u": "/math2/wiki/hopf-surface/"
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    "t": "PNGY60EBDJ",
    "n": "Strongly minimal theory",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/strongly-minimal-theory/"
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    "t": "PNMT15BB91",
    "n": "Stratified sampling",
    "k": "concept",
    "m": [
      "62D05"
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    "u": "/math2/wiki/stratified-sampling/"
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    "t": "PNNNFJVF6W",
    "n": "Hardy space",
    "k": "concept",
    "m": [
      "30H10"
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    "u": "/math2/wiki/hardy-space/"
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    "t": "PNQCW85HTJ",
    "n": "Liouville–Arnold theorem",
    "k": "statement",
    "m": [
      "37J35",
      "70H06",
      "53D12"
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    "u": "/math2/wiki/liouville-arnold-theorem/"
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    "t": "PNRMHP5A0C",
    "n": "Simson line",
    "k": "concept",
    "m": [
      "51M04"
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    "u": "/math2/wiki/simson-line/"
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    "t": "PNT397N3HW",
    "n": "Faithful module",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/faithful-module-definition/"
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    "t": "PNTCSE6DWA",
    "n": "Fredholm equation of the second kind",
    "k": "definition",
    "m": [
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      "45A05"
    ],
    "u": "/math2/wiki/fredholm-equation-of-the-second-kind-definition/"
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    "t": "PNWQZD5GRQ",
    "n": "Slice knot",
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    "m": [
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      "57K40"
    ],
    "u": "/math2/wiki/slice-knot-definition/"
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    "t": "PNZT35FFN2",
    "n": "Positive definiteness of the energy",
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    "m": [
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    "u": "/math2/wiki/positive-definiteness-of-the-energy/"
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    "t": "PP11DV3ZMQ",
    "n": "Krull dimension of a noncommutative ring",
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    "m": [
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    "t": "PP1A0JB47Q",
    "n": "Bayes estimator",
    "k": "concept",
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      "62C10",
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    "u": "/math2/wiki/bayes-estimator/"
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    "t": "PP3XTZWHNH",
    "n": "Butterfly effect",
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    "u": "/math2/wiki/sublattice/"
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    "u": "/math2/wiki/antipode-definition/"
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    "t": "PWG3GKZG80",
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    "u": "/math2/wiki/signature-definition/"
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    "n": "Levy–Desplanques theorem",
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      "15A42"
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    "t": "PWZAR115MC",
    "n": "Countable additivity",
    "k": "definition",
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    "n": "Happy ending problem",
    "k": "problem",
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    "u": "/math2/wiki/happy-ending-problem/"
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    "u": "/math2/wiki/dahlbergs-theorem-on-harmonic-measure/"
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    "n": "Normal function",
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    "u": "/math2/wiki/normal-function-definition/"
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    "n": "Morley rank",
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    "t": "PY6K9AWR33",
    "n": "Reciprocal gamma function",
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    "n": "Grothendieck topology",
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    "n": "Krein's condition",
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    "n": "Type theory",
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    "u": "/math2/wiki/type-theory/"
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    "n": "Littlewood–Richardson rule",
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    "n": "Sine and cosine transforms",
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    "n": "Hahn–Mazurkiewicz theorem",
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    "n": "Korovkin's theorem",
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    "n": "Surgery exact sequence",
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    "n": "Suspension",
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    "n": "Feigenbaum–Cvitanović functional equation",
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    "n": "Lévy–Khintchine representation",
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    "n": "Banach–Stone theorem",
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    "n": "Bloch–Wigner function",
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    "n": "Alexandrov space",
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    "n": "Rubio de Francia extrapolation theorem",
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    "n": "Tor functor",
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    "n": "Riesz mean",
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    "n": "Weierstrass zeta and sigma functions",
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    "n": "Murray–von Neumann classification of factors",
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    "n": "Permuting congruences",
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    "t": "QB3Q5FBJ08",
    "n": "Mixed volume",
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    "u": "/math2/wiki/mixed-volume/"
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    "t": "QB45PCGQPV",
    "n": "Krylov subspace",
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    "m": [
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    "n": "Hahn–Banach theorem",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/hahn-banach-theorem/"
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    "t": "QB6EZ3HP73",
    "n": "Simple function",
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    "m": [
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    "u": "/math2/wiki/simple-function-definition/"
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    "n": "Free object",
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    "m": [
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    "u": "/math2/wiki/free-object/"
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    "t": "QBHNB4CP22",
    "n": "Finitely generated variety",
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    "m": [
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    "n": "Siciak extremal function",
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    ],
    "u": "/math2/wiki/siciak-extremal-function/"
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    "t": "QBK2MFPJZ7",
    "n": "Double complex",
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    "u": "/math2/wiki/double-complex-definition/"
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    "t": "QBNKCGZC69",
    "n": "Stability of Volterra equations",
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    "u": "/math2/wiki/stability-of-volterra-equations-definition/"
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    "t": "QBQ0BH589C",
    "n": "HOMFLY polynomial",
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    "n": "Annihilator method",
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    "u": "/math2/wiki/annihilator-method-definition/"
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    "t": "QBTK36P203",
    "n": "Boundary layer",
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    "m": [
      "34E15",
      "76D10"
    ],
    "u": "/math2/wiki/boundary-layer-definition/"
  },
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    "t": "QBXW04EC4V",
    "n": "Hilbertian field",
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    "m": [
      "12E25",
      "12E30"
    ],
    "u": "/math2/wiki/hilbertian-field-definition/"
  },
  {
    "t": "QC4TP5D6HE",
    "n": "Dixon's identity",
    "k": "statement",
    "m": [
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      "05A19"
    ],
    "u": "/math2/wiki/dixons-identity/"
  },
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    "n": "Banach–Mazur theorem",
    "k": "statement",
    "m": [
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      "46B25"
    ],
    "u": "/math2/wiki/banach-mazur-theorem/"
  },
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    "t": "QC9M3Q8B8Q",
    "n": "Lindenbaum–Tarski algebra",
    "k": "concept",
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    ],
    "u": "/math2/wiki/lindenbaum-tarski-algebra/"
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    "t": "QCBYAWBYWM",
    "n": "Separably generated extension",
    "k": "definition",
    "m": [
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    ],
    "u": "/math2/wiki/separably-generated-extension-definition/"
  },
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    "t": "QCCD2JNFBT",
    "n": "Hopf–Rinow theorem",
    "k": "statement",
    "m": [
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      "53C20"
    ],
    "u": "/math2/wiki/hopf-rinow-theorem/"
  },
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    "n": "Kuratowski's closure-complement problem",
    "k": "problem",
    "m": [
      "54A05"
    ],
    "u": "/math2/wiki/kuratowskis-closure-complement-problem/"
  },
  {
    "t": "QCJN05GN64",
    "n": "Injective hull",
    "k": "concept",
    "m": [
      "13C11",
      "18G05"
    ],
    "u": "/math2/wiki/injective-hull/"
  },
  {
    "t": "QCYZRQX7QG",
    "n": "Generic smoothness",
    "k": "statement",
    "m": [
      "14A15",
      "14B25"
    ],
    "u": "/math2/wiki/generic-smoothness/"
  },
  {
    "t": "QD02B3DEMR",
    "n": "Martin boundary",
    "k": "concept",
    "m": [
      "31C35",
      "31B25",
      "60J50"
    ],
    "u": "/math2/wiki/martin-boundary/"
  },
  {
    "t": "QD1MCREE5A",
    "n": "Integral transforms of tempered distributions",
    "k": "concept",
    "m": [
      "46F12",
      "44A05"
    ],
    "u": "/math2/wiki/integral-transforms-of-tempered-distributions/"
  },
  {
    "t": "QD23PJR6RP",
    "n": "Lidskii's theorem",
    "k": "statement",
    "m": [
      "47B10",
      "47A10"
    ],
    "u": "/math2/wiki/lidskiis-theorem/"
  },
  {
    "t": "QD9H1WHHSW",
    "n": "Preservation of limits",
    "k": "definition",
    "m": [
      "18A35"
    ],
    "u": "/math2/wiki/preservation-of-limits-definition/"
  },
  {
    "t": "QDCD33CS21",
    "n": "Topological index",
    "k": "concept",
    "m": [
      "58J20",
      "19K56"
    ],
    "u": "/math2/wiki/topological-index/"
  },
  {
    "t": "QDDRDW9PXS",
    "n": "Standard probability space",
    "k": "concept",
    "m": [
      "28A05",
      "60A10",
      "28D05"
    ],
    "u": "/math2/wiki/standard-probability-space/"
  },
  {
    "t": "QDJ7PQE9SW",
    "n": "Frobenius theorem on real division algebras",
    "k": "statement",
    "m": [
      "16K20",
      "12E15"
    ],
    "u": "/math2/wiki/frobenius-theorem-on-real-division-algebras/"
  },
  {
    "t": "QDJMVNVY8T",
    "n": "Ring of sets",
    "k": "definition",
    "m": [
      "28A05"
    ],
    "u": "/math2/wiki/ring-of-sets-definition/"
  },
  {
    "t": "QDNEBBVZ84",
    "n": "Voronoi diagram",
    "k": "concept",
    "m": [
      "52C99",
      "68U05"
    ],
    "u": "/math2/wiki/voronoi-diagram/"
  },
  {
    "t": "QDQSXW9HG1",
    "n": "Hammerstein integral equation",
    "k": "definition",
    "m": [
      "45G10"
    ],
    "u": "/math2/wiki/hammerstein-integral-equation-definition/"
  },
  {
    "t": "QDWNHEQJRK",
    "n": "Structure theorem for compactly generated LCA groups",
    "k": "statement",
    "m": [
      "22B05"
    ],
    "u": "/math2/wiki/structure-theorem-for-compactly-generated-lca-groups/"
  },
  {
    "t": "QDXR02419M",
    "n": "Van der Corput lemma",
    "k": "statement",
    "m": [
      "42B20",
      "42A38"
    ],
    "u": "/math2/wiki/van-der-corput-lemma/"
  },
  {
    "t": "QDXXWA1QGF",
    "n": "Green's identities",
    "k": "statement",
    "m": [
      "31B10",
      "35J05"
    ],
    "u": "/math2/wiki/greens-identities/"
  },
  {
    "t": "QDZ6DM42EB",
    "n": "Allard regularity theorem",
    "k": "statement",
    "m": [
      "49Q15",
      "49Q05",
      "53A10"
    ],
    "u": "/math2/wiki/allard-regularity-theorem/"
  },
  {
    "t": "QE16SFY3GR",
    "n": "Finite difference coefficients",
    "k": "definition",
    "m": [
      "65D25",
      "65N06"
    ],
    "u": "/math2/wiki/finite-difference-coefficients-definition/"
  },
  {
    "t": "QE2PT4TNDC",
    "n": "Scaling rule for the Laplace transform",
    "k": "statement",
    "m": [
      "44A10"
    ],
    "u": "/math2/wiki/scaling-rule-for-the-laplace-transform/"
  },
  {
    "t": "QE4X5PTWN2",
    "n": "Least harmonic majorant",
    "k": "definition",
    "m": [
      "31B05",
      "31A05"
    ],
    "u": "/math2/wiki/least-harmonic-majorant-definition/"
  },
  {
    "t": "QEAMRNRJJD",
    "n": "Taylor term",
    "k": "concept",
    "m": [
      "08B05",
      "08A70"
    ],
    "u": "/math2/wiki/taylor-term/"
  },
  {
    "t": "QED889GZDE",
    "n": "Horvitz–Thompson estimator",
    "k": "concept",
    "m": [
      "62D05"
    ],
    "u": "/math2/wiki/horvitz-thompson-estimator/"
  },
  {
    "t": "QEEZEDBZ50",
    "n": "Narasimhan lemma",
    "k": "statement",
    "m": [
      "32T15"
    ],
    "u": "/math2/wiki/narasimhan-lemma/"
  },
  {
    "t": "QEFSJXTCZA",
    "n": "Lommel function",
    "k": "definition",
    "m": [
      "33C10"
    ],
    "u": "/math2/wiki/lommel-function-definition/"
  },
  {
    "t": "QEHV2DAHSW",
    "n": "Reductive Lie group",
    "k": "definition",
    "m": [
      "22E46",
      "22E15"
    ],
    "u": "/math2/wiki/reductive-lie-group-definition/"
  },
  {
    "t": "QEKVW55VV7",
    "n": "Operator theory",
    "k": "definition",
    "m": [
      "47A05",
      "47B01",
      "47B02"
    ],
    "u": "/math2/wiki/operator-theory-definition/"
  },
  {
    "t": "QETCC3GZXC",
    "n": "Ahlfors theory",
    "k": "definition",
    "m": [
      "30D35",
      "30D30"
    ],
    "u": "/math2/wiki/ahlfors-theory-definition/"
  },
  {
    "t": "QEY26RT19R",
    "n": "Rademacher's theorem",
    "k": "statement",
    "m": [
      "26B05",
      "28A15"
    ],
    "u": "/math2/wiki/rademachers-theorem/"
  },
  {
    "t": "QEZFT0EM0G",
    "n": "Vanishing cycle",
    "k": "definition",
    "m": [
      "32S30",
      "14D05",
      "32S50"
    ],
    "u": "/math2/wiki/vanishing-cycle-definition/"
  },
  {
    "t": "QEZR7PZ2DD",
    "n": "Double-negation translation",
    "k": "definition",
    "m": [
      "03F25",
      "03F55",
      "03B20"
    ],
    "u": "/math2/wiki/double-negation-translation-definition/"
  },
  {
    "t": "QF764XKBA3",
    "n": "Blakers–Massey theorem",
    "k": "statement",
    "m": [
      "55Q05",
      "55P40"
    ],
    "u": "/math2/wiki/blakers-massey-theorem/"
  },
  {
    "t": "QFDC3NYHJE",
    "n": "Goldie ring",
    "k": "concept",
    "m": [
      "16P60",
      "16U20"
    ],
    "u": "/math2/wiki/goldie-ring/"
  },
  {
    "t": "QFE1AXQK2E",
    "n": "Graph minor",
    "k": "definition",
    "m": [
      "05C83"
    ],
    "u": "/math2/wiki/graph-minor-definition/"
  },
  {
    "t": "QFE3FKNQQ1",
    "n": "Endomorphism monoid",
    "k": "concept",
    "m": [
      "08A35",
      "20M20"
    ],
    "u": "/math2/wiki/endomorphism-monoid/"
  },
  {
    "t": "QFF87AXWN2",
    "n": "Bohr–Mollerup theorem",
    "k": "statement",
    "m": [
      "33B15",
      "26A51"
    ],
    "u": "/math2/wiki/bohr-mollerup-theorem/"
  },
  {
    "t": "QFJEFGR171",
    "n": "Spectral method",
    "k": "definition",
    "m": [
      "65N35",
      "65M70"
    ],
    "u": "/math2/wiki/spectral-method-definition/"
  },
  {
    "t": "QFPFF15PXC",
    "n": "Poles of the gamma function",
    "k": "statement",
    "m": [
      "33B15",
      "30D30"
    ],
    "u": "/math2/wiki/poles-of-the-gamma-function/"
  },
  {
    "t": "QFQAB091MQ",
    "n": "Signorini problem",
    "k": "problem",
    "m": [
      "74M15",
      "49J40",
      "35J86"
    ],
    "u": "/math2/wiki/signorini-problem/"
  },
  {
    "t": "QFY1JR1TK4",
    "n": "Dual cone",
    "k": "concept",
    "m": [
      "52A20",
      "90C25"
    ],
    "u": "/math2/wiki/dual-cone/"
  },
  {
    "t": "QFYGJVA996",
    "n": "Legendre polynomials",
    "k": "concept",
    "m": [
      "33C45",
      "42C05"
    ],
    "u": "/math2/wiki/legendre-polynomials/"
  },
  {
    "t": "QFZ3WKEFH6",
    "n": "Radical of a module",
    "k": "concept",
    "m": [
      "16N20",
      "16D10"
    ],
    "u": "/math2/wiki/radical-of-a-module/"
  },
  {
    "t": "QFZMEFZH76",
    "n": "Path space fibration",
    "k": "definition",
    "m": [
      "55R05",
      "55P35"
    ],
    "u": "/math2/wiki/path-space-fibration-definition/"
  },
  {
    "t": "QG1ZXRC8EH",
    "n": "Algebra over a monad",
    "k": "concept",
    "m": [
      "18C20",
      "18C15"
    ],
    "u": "/math2/wiki/algebra-over-a-monad/"
  },
  {
    "t": "QG2JHK1VXX",
    "n": "Parabolic cylinder function",
    "k": "definition",
    "m": [
      "33C15",
      "34M03"
    ],
    "u": "/math2/wiki/parabolic-cylinder-function-definition/"
  },
  {
    "t": "QG3BB9VZ3N",
    "n": "G2 manifold",
    "k": "definition",
    "m": [
      "53C29",
      "53C10",
      "53C38"
    ],
    "u": "/math2/wiki/g2-manifold-definition/"
  },
  {
    "t": "QG9QRZAFTG",
    "n": "Convergence along an ultrafilter",
    "k": "concept",
    "m": [
      "54A20",
      "40J05"
    ],
    "u": "/math2/wiki/convergence-along-an-ultrafilter/"
  },
  {
    "t": "QG9VDK1HN9",
    "n": "Appell series",
    "k": "concept",
    "m": [
      "33C65"
    ],
    "u": "/math2/wiki/appell-series/"
  },
  {
    "t": "QGA9ABJEXQ",
    "n": "Vanishing mean oscillation",
    "k": "concept",
    "m": [
      "42B35",
      "30H35"
    ],
    "u": "/math2/wiki/vanishing-mean-oscillation/"
  },
  {
    "t": "QGFRT7QXWA",
    "n": "Linear algebraic group",
    "k": "definition",
    "m": [
      "20G15",
      "14L17"
    ],
    "u": "/math2/wiki/linear-algebraic-group-definition/"
  },
  {
    "t": "QGG9GJN73C",
    "n": "Monoidal functor",
    "k": "definition",
    "m": [
      "18M05",
      "18A22"
    ],
    "u": "/math2/wiki/monoidal-functor-definition/"
  },
  {
    "t": "QGGMQNFHJM",
    "n": "Hankel transform of radial functions in the plane",
    "k": "example",
    "m": [
      "44A20",
      "42B10",
      "33C10"
    ],
    "u": "/math2/wiki/hankel-transform-of-radial-functions-in-the-plane/"
  },
  {
    "t": "QGNCCJ125J",
    "n": "Generic filter",
    "k": "definition",
    "m": [
      "03E40"
    ],
    "u": "/math2/wiki/generic-filter-definition/"
  },
  {
    "t": "QGPAB6AS9F",
    "n": "Tannaka–Krein duality",
    "k": "statement",
    "m": [
      "22D35",
      "18M25"
    ],
    "u": "/math2/wiki/tannaka-krein-duality/"
  },
  {
    "t": "QGPHXKCNNX",
    "n": "Ehrhart polynomial",
    "k": "definition",
    "m": [
      "52B20",
      "11P21",
      "05A15"
    ],
    "u": "/math2/wiki/ehrhart-polynomial-definition/"
  },
  {
    "t": "QGQ2PZHZ5R",
    "n": "Singular point of an algebraic variety",
    "k": "definition",
    "m": [
      "14B05",
      "14A10"
    ],
    "u": "/math2/wiki/singular-point-of-an-algebraic-variety-definition/"
  },
  {
    "t": "QGQPHRANWZ",
    "n": "Analytic capacity",
    "k": "concept",
    "m": [
      "30C85",
      "30H05"
    ],
    "u": "/math2/wiki/analytic-capacity/"
  },
  {
    "t": "QGQTYT6YZR",
    "n": "Lagrange interpolation",
    "k": "definition",
    "m": [
      "41A05",
      "65D05"
    ],
    "u": "/math2/wiki/lagrange-interpolation-definition/"
  },
  {
    "t": "QGRBR04JJN",
    "n": "Leray–Schauder method",
    "k": "concept",
    "m": [
      "47H11",
      "45G10",
      "47H10"
    ],
    "u": "/math2/wiki/leray-schauder-method/"
  },
  {
    "t": "QH76Y4JD89",
    "n": "Elliptic geometry",
    "k": "definition",
    "m": [
      "51M10",
      "51M09"
    ],
    "u": "/math2/wiki/elliptic-geometry-definition/"
  },
  {
    "t": "QH84JHCQMY",
    "n": "Picard group of a ring",
    "k": "definition",
    "m": [
      "13C20",
      "13C10",
      "14C22"
    ],
    "u": "/math2/wiki/picard-group-of-a-ring-definition/"
  },
  {
    "t": "QHD4KJYFSA",
    "n": "Levitzki's theorem",
    "k": "statement",
    "m": [
      "16N40",
      "16P40"
    ],
    "u": "/math2/wiki/levitzkis-theorem/"
  },
  {
    "t": "QHH8RY9XCZ",
    "n": "Schnirelmann density",
    "k": "concept",
    "m": [
      "11B05",
      "11B13"
    ],
    "u": "/math2/wiki/schnirelmann-density/"
  },
  {
    "t": "QHJ0GBQE2E",
    "n": "Borsuk–Ulam theorem",
    "k": "statement",
    "m": [
      "55M25",
      "55M20"
    ],
    "u": "/math2/wiki/borsuk-ulam-theorem/"
  },
  {
    "t": "QHN67MSH8S",
    "n": "Inverse distance weighting",
    "k": "concept",
    "m": [
      "65D05",
      "41A05",
      "41A63"
    ],
    "u": "/math2/wiki/inverse-distance-weighting/"
  },
  {
    "t": "QHNWVSC6AQ",
    "n": "Beta function",
    "k": "concept",
    "m": [
      "33B15"
    ],
    "u": "/math2/wiki/beta-function/"
  },
  {
    "t": "QHPW53E7YA",
    "n": "Steiner system",
    "k": "definition",
    "m": [
      "05B05",
      "51E10"
    ],
    "u": "/math2/wiki/steiner-system-definition/"
  },
  {
    "t": "QHPXB39SN7",
    "n": "Rogers' bound",
    "k": "statement",
    "m": [
      "52C17",
      "11H31"
    ],
    "u": "/math2/wiki/rogers-bound/"
  },
  {
    "t": "QHTAEPTKEB",
    "n": "Hurwitz quaternions",
    "k": "object",
    "m": [
      "11R52",
      "16H10"
    ],
    "u": "/math2/wiki/hurwitz-quaternions/"
  },
  {
    "t": "QJ0P26J9BV",
    "n": "Overdetermined system",
    "k": "concept",
    "m": [
      "15A06",
      "65F20"
    ],
    "u": "/math2/wiki/overdetermined-system/"
  },
  {
    "t": "QJAXM2SF1Z",
    "n": "Spectrum of a ring",
    "k": "definition",
    "m": [
      "14A05",
      "13A15"
    ],
    "u": "/math2/wiki/spectrum-of-a-ring-definition/"
  },
  {
    "t": "QJGPT2W0FT",
    "n": "Algebraic structure",
    "k": "concept",
    "m": [
      "08A05",
      "08A62"
    ],
    "u": "/math2/wiki/algebraic-structure/"
  },
  {
    "t": "QJK35TCFCJ",
    "n": "Muckenhoupt weights",
    "k": "definition",
    "m": [
      "42B25",
      "42B35"
    ],
    "u": "/math2/wiki/muckenhoupt-weights-definition/"
  },
  {
    "t": "QJNS6RJ743",
    "n": "Left-orderable group",
    "k": "definition",
    "m": [
      "20F60",
      "06F15"
    ],
    "u": "/math2/wiki/left-orderable-group-definition/"
  },
  {
    "t": "QJSPWM9F9P",
    "n": "Gysin sequence",
    "k": "statement",
    "m": [
      "55R25",
      "55R40"
    ],
    "u": "/math2/wiki/gysin-sequence/"
  },
  {
    "t": "QJWCFAK4AK",
    "n": "First main theorem of Nevanlinna theory",
    "k": "statement",
    "m": [
      "30D35"
    ],
    "u": "/math2/wiki/first-main-theorem-of-nevanlinna-theory/"
  },
  {
    "t": "QJYTXFT8Y4",
    "n": "Bounded mean oscillation",
    "k": "concept",
    "m": [
      "30H35",
      "42B35"
    ],
    "u": "/math2/wiki/bounded-mean-oscillation/"
  },
  {
    "t": "QK03YC87QC",
    "n": "Randomization",
    "k": "definition",
    "m": [
      "62K99"
    ],
    "u": "/math2/wiki/randomization-definition/"
  },
  {
    "t": "QK1KWYZNRD",
    "n": "Liouville's theorem for harmonic functions",
    "k": "statement",
    "m": [
      "31B05"
    ],
    "u": "/math2/wiki/liouvilles-theorem-for-harmonic-functions/"
  },
  {
    "t": "QK2J038VB4",
    "n": "Ordinary point and singular point",
    "k": "concept",
    "m": [
      "34M03",
      "34A25"
    ],
    "u": "/math2/wiki/ordinary-point-and-singular-point/"
  },
  {
    "t": "QK55379SXW",
    "n": "Coarea formula",
    "k": "statement",
    "m": [
      "28A75",
      "26B15",
      "49Q15"
    ],
    "u": "/math2/wiki/coarea-formula/"
  },
  {
    "t": "QKAFRDPGE4",
    "n": "Spectral geometry",
    "k": "concept",
    "m": [
      "58J50",
      "58J53",
      "35P15"
    ],
    "u": "/math2/wiki/spectral-geometry/"
  },
  {
    "t": "QKEE8AT2NR",
    "n": "Whitehead product",
    "k": "concept",
    "m": [
      "55Q15"
    ],
    "u": "/math2/wiki/whitehead-product/"
  },
  {
    "t": "QKGW3Z9BHW",
    "n": "Fully invariant congruence",
    "k": "concept",
    "m": [
      "08A30",
      "08B05",
      "08A35"
    ],
    "u": "/math2/wiki/fully-invariant-congruence/"
  },
  {
    "t": "QKJ743GE3J",
    "n": "Cardinal function",
    "k": "definition",
    "m": [
      "54A25"
    ],
    "u": "/math2/wiki/cardinal-function-definition/"
  },
  {
    "t": "QKJPM71RMG",
    "n": "Model category",
    "k": "definition",
    "m": [
      "18N40",
      "55U35"
    ],
    "u": "/math2/wiki/model-category-definition/"
  },
  {
    "t": "QKPMR9MC9W",
    "n": "Lagrangian singularity",
    "k": "concept",
    "m": [
      "53D12",
      "58K05"
    ],
    "u": "/math2/wiki/lagrangian-singularity/"
  },
  {
    "t": "QKR3D65TTH",
    "n": "Bidual and canonical embedding",
    "k": "concept",
    "m": [
      "46B10"
    ],
    "u": "/math2/wiki/bidual-and-canonical-embedding/"
  },
  {
    "t": "QKWVXJWHP6",
    "n": "Prime ideal of a lattice",
    "k": "concept",
    "m": [
      "06B10",
      "06D05"
    ],
    "u": "/math2/wiki/prime-ideal-of-a-lattice/"
  },
  {
    "t": "QM0CGSQ4TF",
    "n": "Fermat point",
    "k": "concept",
    "m": [
      "51M04",
      "51M16"
    ],
    "u": "/math2/wiki/fermat-point/"
  },
  {
    "t": "QM2EBW5CD9",
    "n": "Ky Fan minimax inequality",
    "k": "statement",
    "m": [
      "49J35",
      "47J20",
      "91A10"
    ],
    "u": "/math2/wiki/ky-fan-minimax-inequality/"
  },
  {
    "t": "QM5ZCBJYP1",
    "n": "Finite type algebra",
    "k": "definition",
    "m": [
      "13E15",
      "13B02"
    ],
    "u": "/math2/wiki/finite-type-algebra-definition/"
  },
  {
    "t": "QMH530N27M",
    "n": "Weyl integration formula",
    "k": "statement",
    "m": [
      "22E30",
      "22C05",
      "43A77"
    ],
    "u": "/math2/wiki/weyl-integration-formula/"
  },
  {
    "t": "QMJ5PNSF9X",
    "n": "Graphon",
    "k": "concept",
    "m": [
      "05C80",
      "05C63"
    ],
    "u": "/math2/wiki/graphon/"
  },
  {
    "t": "QMMSKHEW9S",
    "n": "Mather–Yau theorem",
    "k": "statement",
    "m": [
      "32S05",
      "32S25",
      "14B05"
    ],
    "u": "/math2/wiki/mather-yau-theorem/"
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  {
    "t": "QMN3W21C9M",
    "n": "Box spline",
    "k": "concept",
    "m": [
      "41A15",
      "41A63",
      "65D07"
    ],
    "u": "/math2/wiki/box-spline/"
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    "t": "QMRAVX14BJ",
    "n": "Dirac operator on a spin manifold",
    "k": "concept",
    "m": [
      "53C27",
      "58J60",
      "15A66"
    ],
    "u": "/math2/wiki/dirac-operator-on-a-spin-manifold/"
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    "t": "QMW1MWQH6J",
    "n": "Abel transform",
    "k": "concept",
    "m": [
      "44A15",
      "44A12"
    ],
    "u": "/math2/wiki/abel-transform/"
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    "t": "QMY5JTZZB8",
    "n": "Laurent polynomial ring",
    "k": "concept",
    "m": [
      "16S36",
      "13F20"
    ],
    "u": "/math2/wiki/laurent-polynomial-ring/"
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    "t": "QMYZ798EAR",
    "n": "Identity component",
    "k": "definition",
    "m": [
      "22A05",
      "54D05"
    ],
    "u": "/math2/wiki/identity-component-definition/"
  },
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    "t": "QN2210XCST",
    "n": "Moore–Osgood theorem",
    "k": "statement",
    "m": [
      "40B05",
      "40A30"
    ],
    "u": "/math2/wiki/moore-osgood-theorem/"
  },
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    "t": "QN7M1JCGT9",
    "n": "Satisfiability",
    "k": "concept",
    "m": [
      "03B05",
      "03B10"
    ],
    "u": "/math2/wiki/satisfiability/"
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    "t": "QN9X9BNKTX",
    "n": "Logistic map",
    "k": "example",
    "m": [
      "37E05",
      "37G15",
      "37N25"
    ],
    "u": "/math2/wiki/logistic-map/"
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    "t": "QNGGCTXK9S",
    "n": "Whipple's transformation",
    "k": "statement",
    "m": [
      "33C20"
    ],
    "u": "/math2/wiki/whipples-transformation/"
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    "t": "QNHYXDFJJY",
    "n": "Prolate spheroidal wave functions",
    "k": "concept",
    "m": [
      "33E10",
      "42A38",
      "94A12"
    ],
    "u": "/math2/wiki/prolate-spheroidal-wave-functions/"
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  {
    "t": "QNMR5F525C",
    "n": "Sufficient statistic",
    "k": "definition",
    "m": [
      "62B05"
    ],
    "u": "/math2/wiki/sufficient-statistic-definition/"
  },
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    "t": "QNMSHKBBSG",
    "n": "Fox H-function transforms",
    "k": "definition",
    "m": [
      "44A20",
      "33C60"
    ],
    "u": "/math2/wiki/fox-h-function-transforms-definition/"
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    "t": "QNMWK3GCF2",
    "n": "Pseudofunctor",
    "k": "definition",
    "m": [
      "18N10"
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    "u": "/math2/wiki/pseudofunctor-definition/"
  },
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    "t": "QNS8WFYFXJ",
    "n": "Cauchy–Riemann equations in several variables",
    "k": "definition",
    "m": [
      "32W05",
      "32A10"
    ],
    "u": "/math2/wiki/cauchy-riemann-equations-in-several-variables-definition/"
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    "t": "QP06QH2Q7C",
    "n": "Congruence generated by a relation",
    "k": "concept",
    "m": [
      "08A30"
    ],
    "u": "/math2/wiki/congruence-generated-by-a-relation/"
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  {
    "t": "QP0MY1E9RK",
    "n": "Symplectomorphism",
    "k": "definition",
    "m": [
      "53D05",
      "53D22"
    ],
    "u": "/math2/wiki/symplectomorphism-definition/"
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  {
    "t": "QP7GEKDTYX",
    "n": "Polytope",
    "k": "concept",
    "m": [
      "52B11",
      "52B05"
    ],
    "u": "/math2/wiki/polytope/"
  },
  {
    "t": "QP8B74828C",
    "n": "Cartan's magic formula",
    "k": "statement",
    "m": [
      "58A10"
    ],
    "u": "/math2/wiki/cartans-magic-formula/"
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    "t": "QP92G4ZGJE",
    "n": "Deformation of algebras",
    "k": "concept",
    "m": [
      "16S80",
      "16E40"
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    "u": "/math2/wiki/deformation-of-algebras/"
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    "t": "QP9DY5K8QW",
    "n": "Total curvature",
    "k": "concept",
    "m": [
      "53A04"
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    "u": "/math2/wiki/total-curvature/"
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  {
    "t": "QPH28QH036",
    "n": "Bargmann transform",
    "k": "concept",
    "m": [
      "44A15",
      "30H20",
      "46E22"
    ],
    "u": "/math2/wiki/bargmann-transform/"
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    "t": "QPKKTE1ZY0",
    "n": "Interval arithmetic",
    "k": "concept",
    "m": [
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      "65G40"
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    "u": "/math2/wiki/interval-arithmetic/"
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    "t": "QPMM2ZPWBW",
    "n": "Hilbert's nineteenth problem",
    "k": "problem",
    "m": [
      "35B65",
      "49N60",
      "35J60"
    ],
    "u": "/math2/wiki/hilberts-nineteenth-problem/"
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    "t": "QPR7DCHXPG",
    "n": "Cartan connection",
    "k": "concept",
    "m": [
      "53C05",
      "53B15"
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    "u": "/math2/wiki/cartan-connection/"
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    "t": "QPRHC4DZ20",
    "n": "Space-filling curve",
    "k": "example",
    "m": [
      "54C05",
      "54F15"
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    "u": "/math2/wiki/space-filling-curve/"
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    "t": "QPS8VSJGMJ",
    "n": "Dynamic programming in continuous time",
    "k": "concept",
    "m": [
      "49L20",
      "49L12",
      "93E20"
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    "u": "/math2/wiki/dynamic-programming-in-continuous-time/"
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    "t": "QPT5H6MM99",
    "n": "Abstract data type as an algebra",
    "k": "definition",
    "m": [
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      "08A70"
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    "u": "/math2/wiki/abstract-data-type-as-an-algebra-definition/"
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    "t": "QPV0HNP22S",
    "n": "Gentzen's consistency proof",
    "k": "statement",
    "m": [
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      "03F15",
      "03F05"
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    "u": "/math2/wiki/gentzens-consistency-proof/"
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    "t": "QQ1YT0MV2X",
    "n": "Method of matched asymptotic expansions",
    "k": "concept",
    "m": [
      "34E05",
      "34E15"
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    "u": "/math2/wiki/method-of-matched-asymptotic-expansions/"
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    "t": "QQ3PBZS9J8",
    "n": "Mesh generation",
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    "m": [
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      "65M50",
      "65D18"
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    "u": "/math2/wiki/mesh-generation-definition/"
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    "t": "QQ5F8B8DYC",
    "n": "Differential operator between vector bundles",
    "k": "definition",
    "m": [
      "58J99",
      "47F05",
      "35A99"
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    "u": "/math2/wiki/differential-operator-between-vector-bundles-definition/"
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    "t": "QQ62R5ZAXJ",
    "n": "Boundary integral method for the Dirichlet problem",
    "k": "concept",
    "m": [
      "31B10",
      "31A10",
      "45B05"
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    "u": "/math2/wiki/boundary-integral-method-for-the-dirichlet-problem/"
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    "t": "QQ6DA5QKXB",
    "n": "Funk transform",
    "k": "definition",
    "m": [
      "44A12",
      "53C65",
      "33C55"
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    "u": "/math2/wiki/funk-transform-definition/"
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    "t": "QQ717VSFNN",
    "n": "Vojta's conjecture",
    "k": "conjecture",
    "m": [
      "11J97",
      "11G50",
      "14G40"
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    "u": "/math2/wiki/vojtas-conjecture/"
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    "t": "QQ8GW1ASZM",
    "n": "Fano plane",
    "k": "object",
    "m": [
      "51E15",
      "05B05"
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    "u": "/math2/wiki/fano-plane/"
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    "t": "QQ8M0T04Q9",
    "n": "Lie group method for PDEs",
    "k": "concept",
    "m": [
      "35B06",
      "58J70",
      "35A30"
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    "u": "/math2/wiki/lie-group-method-for-pdes/"
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    "t": "QQ98C2AXZP",
    "n": "Heaviside operational calculus",
    "k": "concept",
    "m": [
      "44A45"
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    "u": "/math2/wiki/heaviside-operational-calculus/"
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    "t": "QQAWHC9X60",
    "n": "Schreier refinement theorem",
    "k": "statement",
    "m": [
      "20E15",
      "20D30"
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    "u": "/math2/wiki/schreier-refinement-theorem/"
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  {
    "t": "QQCWHB37ZC",
    "n": "Discrete subgroup",
    "k": "definition",
    "m": [
      "22E40",
      "22D05",
      "20H10"
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    "u": "/math2/wiki/discrete-subgroup-definition/"
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    "t": "QQDN6EYQNJ",
    "n": "Nilradical",
    "k": "concept",
    "m": [
      "13A15"
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    "u": "/math2/wiki/nilradical/"
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  {
    "t": "QQEASX79RW",
    "n": "Alexander horned sphere",
    "k": "counterexample",
    "m": [
      "57M30",
      "57N45"
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    "u": "/math2/wiki/alexander-horned-sphere/"
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    "t": "QQFYC988SJ",
    "n": "Variation of parameters for difference equations",
    "k": "statement",
    "m": [
      "39A06"
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    "u": "/math2/wiki/variation-of-parameters-for-difference-equations/"
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    "t": "QQMJZWDS1F",
    "n": "Counting measure",
    "k": "example",
    "m": [
      "28A12"
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    "u": "/math2/wiki/counting-measure/"
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    "t": "QQMQGXS0XE",
    "n": "Saddle point of a Lagrangian",
    "k": "definition",
    "m": [
      "90C46",
      "49J35",
      "49K99"
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    "u": "/math2/wiki/saddle-point-of-a-lagrangian-definition/"
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  {
    "t": "QQPC9ASQHR",
    "n": "Wigner D-matrix",
    "k": "concept",
    "m": [
      "33C80",
      "22E70",
      "81R05"
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    "u": "/math2/wiki/wigner-d-matrix/"
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    "t": "QQQ9B1DK4P",
    "n": "Topological manifold",
    "k": "concept",
    "m": [
      "57N99"
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    "u": "/math2/wiki/topological-manifold/"
  },
  {
    "t": "QQRD38DF4X",
    "n": "Haefliger structure",
    "k": "definition",
    "m": [
      "57R32",
      "57R30",
      "58H05"
    ],
    "u": "/math2/wiki/haefliger-structure-definition/"
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    "t": "QQSNZX1QMM",
    "n": "Dunford–Pettis property",
    "k": "concept",
    "m": [
      "46B10",
      "46B20"
    ],
    "u": "/math2/wiki/dunford-pettis-property/"
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  {
    "t": "QQSPWH4NG9",
    "n": "Absolutely monotonic function",
    "k": "concept",
    "m": [
      "26A48"
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    "u": "/math2/wiki/absolutely-monotonic-function/"
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    "t": "QQTPD2TZ0Z",
    "n": "Triangulation",
    "k": "definition",
    "m": [
      "57Q15",
      "55U10"
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    "u": "/math2/wiki/triangulation-definition/"
  },
  {
    "t": "QQW1AWRFZH",
    "n": "Condition number",
    "k": "definition",
    "m": [
      "15A12",
      "65F35"
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    "u": "/math2/wiki/condition-number-definition/"
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  {
    "t": "QQZPWDWS29",
    "n": "Lehmann–Scheffé theorem",
    "k": "statement",
    "m": [
      "62F10",
      "62B05"
    ],
    "u": "/math2/wiki/lehmann-scheffe-theorem/"
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  {
    "t": "QR83860XAZ",
    "n": "Gaussian process",
    "k": "definition",
    "m": [
      "60G15"
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    "u": "/math2/wiki/gaussian-process-definition/"
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  {
    "t": "QR92EZDTKF",
    "n": "Horn clause",
    "k": "concept",
    "m": [
      "03B05",
      "03B70",
      "08C15"
    ],
    "u": "/math2/wiki/horn-clause/"
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  {
    "t": "QRAPTPVH8C",
    "n": "Uniformly most powerful test",
    "k": "concept",
    "m": [
      "62F03"
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    "u": "/math2/wiki/uniformly-most-powerful-test/"
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    "t": "QREAJQH24A",
    "n": "Tamari lattice",
    "k": "example",
    "m": [
      "06B05",
      "05A15"
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    "u": "/math2/wiki/tamari-lattice/"
  },
  {
    "t": "QREYWGEH41",
    "n": "Lyapunov exponent",
    "k": "definition",
    "m": [
      "34D08",
      "34A30"
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    "u": "/math2/wiki/lyapunov-exponent-definition/"
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  {
    "t": "QRGSRA0CYV",
    "n": "Fractional differential equation",
    "k": "definition",
    "m": [
      "34A08",
      "26A33"
    ],
    "u": "/math2/wiki/fractional-differential-equation-definition/"
  },
  {
    "t": "QS0XVAN9BG",
    "n": "Logical connective",
    "k": "concept",
    "m": [
      "03B05"
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    "u": "/math2/wiki/logical-connective/"
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  {
    "t": "QS6TMVTTHW",
    "n": "Haken manifold",
    "k": "definition",
    "m": [
      "57K30"
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    "u": "/math2/wiki/haken-manifold-definition/"
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  {
    "t": "QS9PG4MNTR",
    "n": "Jordan curve theorem for polygons",
    "k": "statement",
    "m": [
      "51M04",
      "54D05"
    ],
    "u": "/math2/wiki/jordan-curve-theorem-for-polygons/"
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    "t": "QSH01NSVXN",
    "n": "Packing measure",
    "k": "definition",
    "m": [
      "28A78",
      "28A80"
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    "u": "/math2/wiki/packing-measure-definition/"
  },
  {
    "t": "QSJKPKPM7H",
    "n": "Singular values of a compact operator",
    "k": "concept",
    "m": [
      "47B10",
      "47B07",
      "15A18"
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    "u": "/math2/wiki/singular-values-of-a-compact-operator/"
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  {
    "t": "QSK2J5HEER",
    "n": "Lenagan's theorem",
    "k": "statement",
    "m": [
      "16N40",
      "16P60",
      "16P40"
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    "u": "/math2/wiki/lenagans-theorem/"
  },
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    "t": "QSMVQ4EJ3D",
    "n": "The symmetric group S3 is not abelian",
    "k": "example",
    "m": [
      "20B30"
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    "u": "/math2/wiki/the-symmetric-group-s3-is-not-abelian/"
  },
  {
    "t": "QSTN8NMSK0",
    "n": "Join",
    "k": "definition",
    "m": [
      "54B17",
      "55P99"
    ],
    "u": "/math2/wiki/join-definition/"
  },
  {
    "t": "QSWSVYRCS1",
    "n": "Mandelbrot set",
    "k": "object",
    "m": [
      "37F46",
      "37F10"
    ],
    "u": "/math2/wiki/mandelbrot-set/"
  },
  {
    "t": "QSX12D8RQM",
    "n": "Valuation ring",
    "k": "concept",
    "m": [
      "13F30",
      "12J20"
    ],
    "u": "/math2/wiki/valuation-ring/"
  },
  {
    "t": "QT1DYNX2QA",
    "n": "Pincherle derivative",
    "k": "definition",
    "m": [
      "47B47",
      "44A45"
    ],
    "u": "/math2/wiki/pincherle-derivative-definition/"
  },
  {
    "t": "QT3M720TCV",
    "n": "Multidimensional Laplace transform",
    "k": "concept",
    "m": [
      "44A30",
      "44A10"
    ],
    "u": "/math2/wiki/multidimensional-laplace-transform/"
  },
  {
    "t": "QT4CF7ZKK5",
    "n": "Shimura variety",
    "k": "concept",
    "m": [
      "14G35",
      "11G18"
    ],
    "u": "/math2/wiki/shimura-variety/"
  },
  {
    "t": "QT4HP1H2YE",
    "n": "Seifert surface",
    "k": "definition",
    "m": [
      "57K10"
    ],
    "u": "/math2/wiki/seifert-surface-definition/"
  },
  {
    "t": "QTC57AJEVR",
    "n": "Categorical theory",
    "k": "definition",
    "m": [
      "03C35"
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    "u": "/math2/wiki/categorical-theory-definition/"
  },
  {
    "t": "QTHPN6V7XM",
    "n": "Birkhoff min-max method",
    "k": "definition",
    "m": [
      "58E10",
      "53C22",
      "49J35"
    ],
    "u": "/math2/wiki/birkhoff-min-max-method-definition/"
  },
  {
    "t": "QTM1HZM53Q",
    "n": "Survival function",
    "k": "concept",
    "m": [
      "62N05",
      "62N01",
      "60E05"
    ],
    "u": "/math2/wiki/survival-function/"
  },
  {
    "t": "QTQN93B305",
    "n": "Fixed-point property of posets",
    "k": "definition",
    "m": [
      "06A06",
      "47H10"
    ],
    "u": "/math2/wiki/fixed-point-property-of-posets-definition/"
  },
  {
    "t": "QTRPNFDFJ8",
    "n": "Natural boundary condition",
    "k": "concept",
    "m": [
      "49K05",
      "49K10",
      "35A15"
    ],
    "u": "/math2/wiki/natural-boundary-condition/"
  },
  {
    "t": "QTSJT4JZXT",
    "n": "John–Nirenberg inequality",
    "k": "statement",
    "m": [
      "42B35",
      "30H35"
    ],
    "u": "/math2/wiki/john-nirenberg-inequality/"
  },
  {
    "t": "QTSQR7130G",
    "n": "Basis of a matroid",
    "k": "concept",
    "m": [
      "05B35"
    ],
    "u": "/math2/wiki/basis-of-a-matroid/"
  },
  {
    "t": "QTTW954WCK",
    "n": "Lattice of equational theories",
    "k": "definition",
    "m": [
      "08B15",
      "08B05",
      "03C05"
    ],
    "u": "/math2/wiki/lattice-of-equational-theories-definition/"
  },
  {
    "t": "QTVC6F2P9D",
    "n": "Pontryagin duality theorem",
    "k": "statement",
    "m": [
      "43A40",
      "22B05"
    ],
    "u": "/math2/wiki/pontryagin-duality-theorem/"
  },
  {
    "t": "QTVP4WP1XX",
    "n": "Iterative refinement",
    "k": "statement",
    "m": [
      "65F05",
      "65G50"
    ],
    "u": "/math2/wiki/iterative-refinement/"
  },
  {
    "t": "QTX0GBZMT8",
    "n": "Removable sets for bounded harmonic functions",
    "k": "statement",
    "m": [
      "31B05",
      "31A05",
      "31B15"
    ],
    "u": "/math2/wiki/removable-sets-for-bounded-harmonic-functions/"
  },
  {
    "t": "QTZWZR1KWQ",
    "n": "Perspectivity",
    "k": "concept",
    "m": [
      "51A05",
      "51N15"
    ],
    "u": "/math2/wiki/perspectivity/"
  },
  {
    "t": "QV3V8HJW2F",
    "n": "Idempotence",
    "k": "definition",
    "m": [
      "08A02",
      "16U40"
    ],
    "u": "/math2/wiki/idempotence-definition/"
  },
  {
    "t": "QV75TT6131",
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    "t": "RDFA0SYHEQ",
    "n": "Self-avoiding walk",
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      "60K35",
      "05A16"
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    "u": "/math2/wiki/self-avoiding-walk-definition/"
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    "t": "RDFRDH3E45",
    "n": "Gelfand–Levitan–Marchenko equation",
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      "34L25",
      "45B05"
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    "u": "/math2/wiki/gelfand-levitan-marchenko-equation-definition/"
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    "t": "RDFYHS2Q55",
    "n": "Laplace transform of a power function",
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      "33B15"
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    "u": "/math2/wiki/laplace-transform-of-a-power-function/"
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    "n": "Way-below relation",
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      "06A06"
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    "u": "/math2/wiki/way-below-relation/"
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    "n": "Semiprimary ring",
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      "16N20"
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    "u": "/math2/wiki/semiprimary-ring-definition/"
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  {
    "t": "RDPX2NEM47",
    "n": "Lanczos sigma factor",
    "k": "definition",
    "m": [
      "42A24",
      "42A10",
      "65T40"
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    "u": "/math2/wiki/lanczos-sigma-factor-definition/"
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    "t": "RDSY11X6N2",
    "n": "Relation algebra",
    "k": "definition",
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    "u": "/math2/wiki/relation-algebra-definition/"
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  {
    "t": "RDT4785M4D",
    "n": "Cohomology ring",
    "k": "concept",
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      "55N10"
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    "u": "/math2/wiki/cohomology-ring/"
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    "t": "RDTESNZTKQ",
    "n": "Indirect method by shooting",
    "k": "concept",
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      "65L10",
      "49K15"
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    "u": "/math2/wiki/indirect-method-by-shooting/"
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    "t": "RDV3C0PXTH",
    "n": "Local field",
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      "12J25"
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    "u": "/math2/wiki/local-field-definition/"
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  {
    "t": "RDX55HQ3XT",
    "n": "Gromov's non-squeezing theorem",
    "k": "statement",
    "m": [
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      "57R17"
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    "u": "/math2/wiki/gromovs-non-squeezing-theorem/"
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  {
    "t": "RDZGJ21WRX",
    "n": "Jordan–Zassenhaus theorem",
    "k": "statement",
    "m": [
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      "16G30",
      "11R54"
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    "u": "/math2/wiki/jordan-zassenhaus-theorem/"
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  {
    "t": "RE02MP1H45",
    "n": "Loss function",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/loss-function-definition/"
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  {
    "t": "RE5T59YZ46",
    "n": "Injective module",
    "k": "definition",
    "m": [
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      "16D50"
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    "u": "/math2/wiki/injective-module-definition/"
  },
  {
    "t": "RE5TFTDP4D",
    "n": "Quantifier elimination",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/quantifier-elimination-definition/"
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    "t": "RE9YFFS3TS",
    "n": "Quiver",
    "k": "concept",
    "m": [
      "16G20",
      "05C20"
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    "u": "/math2/wiki/quiver/"
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  {
    "t": "RECR96V97B",
    "n": "Contravariant functor",
    "k": "concept",
    "m": [
      "18A05",
      "18A22"
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    "u": "/math2/wiki/contravariant-functor/"
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    "t": "REE07CSXHR",
    "n": "Congruence lattice",
    "k": "concept",
    "m": [
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      "06B15"
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    "u": "/math2/wiki/congruence-lattice/"
  },
  {
    "t": "REER3CG7DS",
    "n": "Fatou set",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/fatou-set-definition/"
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    "t": "REH63MEBNC",
    "n": "Neumann boundary condition",
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    "u": "/math2/wiki/neumann-boundary-condition-definition/"
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    "t": "REJDQ6BTQV",
    "n": "Fundamental identity for ramification and inertia",
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      "11S15"
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    "u": "/math2/wiki/fundamental-identity-for-ramification-and-inertia/"
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    "t": "RERRK4RFZE",
    "n": "Affine independence",
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    "u": "/math2/wiki/affine-independence-definition/"
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    "t": "RF3Y3CF0YF",
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    "t": "RF66FF634A",
    "n": "Tjurina number",
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    "t": "RF8WD9TSE7",
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    "t": "RFA8HAEW9D",
    "n": "Gauss–Jacobi quadrature",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/gauss-jacobi-quadrature/"
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    "t": "RFCQT6TKZF",
    "n": "Euler's theorem in geometry",
    "k": "statement",
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    "m": [
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    "u": "/math2/wiki/approximate-derivative-definition/"
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  {
    "t": "RFKHKD4KXY",
    "n": "Green's relations",
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    "m": [
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    "u": "/math2/wiki/greens-relations-definition/"
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    "t": "RG15F0TWPW",
    "n": "Compact-open topology",
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    "u": "/math2/wiki/compact-open-topology/"
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    "t": "RG1HFAYD98",
    "n": "Stieltjes transform",
    "k": "concept",
    "m": [
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      "30E20",
      "44A60"
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    "u": "/math2/wiki/stieltjes-transform/"
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    "t": "RG52DZ1A8Y",
    "n": "Strong dual space",
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    "u": "/math2/wiki/strong-dual-space/"
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    "t": "RG6WFFW7K3",
    "n": "Kähler differentials",
    "k": "definition",
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    "u": "/math2/wiki/kahler-differentials-definition/"
  },
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    "t": "RGCZ2P9QRM",
    "n": "Bing metrization theorem",
    "k": "statement",
    "m": [
      "54E35"
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    "u": "/math2/wiki/bing-metrization-theorem/"
  },
  {
    "t": "RGGXDRCJVE",
    "n": "Gauss–Legendre quadrature",
    "k": "concept",
    "m": [
      "65D32",
      "41A55",
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    "u": "/math2/wiki/gauss-legendre-quadrature/"
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    "t": "RGT7WEZG8X",
    "n": "Spline interpolation",
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    "u": "/math2/wiki/spline-interpolation-definition/"
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    "t": "RGT9HH7SQQ",
    "n": "Hardy–Littlewood circle method",
    "k": "definition",
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    "t": "RGWYQCS5A1",
    "n": "Mild solution",
    "k": "definition",
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    "u": "/math2/wiki/mild-solution-definition/"
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    "t": "RH0HD05BMN",
    "n": "Order embedding",
    "k": "concept",
    "m": [
      "06A06"
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    "u": "/math2/wiki/order-embedding/"
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  {
    "t": "RH1WTN38RQ",
    "n": "Banach–Mazur compactum",
    "k": "object",
    "m": [
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      "52A21"
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    "u": "/math2/wiki/banach-mazur-compactum/"
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  {
    "t": "RH2EZGYGAW",
    "n": "Whitney extension theorem",
    "k": "statement",
    "m": [
      "26B05",
      "26E10",
      "54C20"
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    "u": "/math2/wiki/whitney-extension-theorem/"
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  {
    "t": "RH6P1FGZSR",
    "n": "Representation of a quiver",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/representation-of-a-quiver-definition/"
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  {
    "t": "RH8BD7PW5F",
    "n": "Butcher tableau",
    "k": "concept",
    "m": [
      "65L06"
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    "u": "/math2/wiki/butcher-tableau/"
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  {
    "t": "RHDAR5YY8S",
    "n": "Structural rigidity",
    "k": "concept",
    "m": [
      "52C25",
      "05C62",
      "70B15"
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    "u": "/math2/wiki/structural-rigidity/"
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  {
    "t": "RHDBK62123",
    "n": "Nontangential limit",
    "k": "concept",
    "m": [
      "31B25",
      "31A20",
      "30H05"
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    "u": "/math2/wiki/nontangential-limit/"
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  {
    "t": "RHFSPFGSZJ",
    "n": "Steiner chain",
    "k": "example",
    "m": [
      "51M04",
      "51B10"
    ],
    "u": "/math2/wiki/steiner-chain/"
  },
  {
    "t": "RHG3TRY19X",
    "n": "Poincaré asymptotic series",
    "k": "definition",
    "m": [
      "41A60",
      "30E15",
      "34E05"
    ],
    "u": "/math2/wiki/poincare-asymptotic-series-definition/"
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    "t": "RHKSMPBSQ1",
    "n": "Poincaré half-plane model",
    "k": "example",
    "m": [
      "51M10",
      "30F45"
    ],
    "u": "/math2/wiki/poincare-half-plane-model/"
  },
  {
    "t": "RHNJECZ9WR",
    "n": "Parabolic and hyperbolic Riemann surfaces",
    "k": "concept",
    "m": [
      "30F20",
      "30F15",
      "31C12"
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    "u": "/math2/wiki/parabolic-and-hyperbolic-riemann-surfaces/"
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  {
    "t": "RHPQG175AH",
    "n": "Graeffe's method",
    "k": "statement",
    "m": [
      "65H04"
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    "u": "/math2/wiki/graeffes-method/"
  },
  {
    "t": "RHQ88QD2BE",
    "n": "Beeman's algorithm",
    "k": "statement",
    "m": [
      "65L06",
      "70-08"
    ],
    "u": "/math2/wiki/beemans-algorithm/"
  },
  {
    "t": "RHWD8DY41R",
    "n": "Exponential object",
    "k": "concept",
    "m": [
      "18D15"
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    "u": "/math2/wiki/exponential-object/"
  },
  {
    "t": "RHXP3HA64M",
    "n": "Knaster–Tarski theorem",
    "k": "statement",
    "m": [
      "06B23",
      "47H10"
    ],
    "u": "/math2/wiki/knaster-tarski-theorem/"
  },
  {
    "t": "RJ9767FFTF",
    "n": "Black–Scholes equation",
    "k": "definition",
    "m": [
      "35Q91",
      "91G20"
    ],
    "u": "/math2/wiki/black-scholes-equation-definition/"
  },
  {
    "t": "RJA5026RGX",
    "n": "Integral of a Hopf algebra",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/integral-of-a-hopf-algebra/"
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  {
    "t": "RJBDSA2ETP",
    "n": "Beth definability theorem",
    "k": "statement",
    "m": [
      "03C40"
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    "u": "/math2/wiki/beth-definability-theorem/"
  },
  {
    "t": "RJE1W5NRE3",
    "n": "Jensen's covering theorem",
    "k": "statement",
    "m": [
      "03E45"
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    "u": "/math2/wiki/jensens-covering-theorem/"
  },
  {
    "t": "RJEK60G28F",
    "n": "Heun's method",
    "k": "statement",
    "m": [
      "65L06",
      "65L05"
    ],
    "u": "/math2/wiki/heuns-method/"
  },
  {
    "t": "RJJ9D0WF53",
    "n": "Unification",
    "k": "concept",
    "m": [
      "68V15",
      "03B35",
      "08B05"
    ],
    "u": "/math2/wiki/unification/"
  },
  {
    "t": "RJK6ZKNF6R",
    "n": "Fundamental convergence theorem",
    "k": "statement",
    "m": [
      "31B05",
      "31C15"
    ],
    "u": "/math2/wiki/fundamental-convergence-theorem/"
  },
  {
    "t": "RJYKTAPSBJ",
    "n": "Dihedral quandle",
    "k": "example",
    "m": [
      "57K12",
      "20N02"
    ],
    "u": "/math2/wiki/dihedral-quandle/"
  },
  {
    "t": "RJYSXGZTTE",
    "n": "Functional equations on groups",
    "k": "concept",
    "m": [
      "39B52",
      "43A40"
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    "u": "/math2/wiki/functional-equations-on-groups/"
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  {
    "t": "RK2G9HN63E",
    "n": "Fourier–Legendre series",
    "k": "concept",
    "m": [
      "42C10",
      "33C45"
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    "u": "/math2/wiki/fourier-legendre-series/"
  },
  {
    "t": "RK2N3QP4FQ",
    "n": "Attainable null space",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/attainable-null-space/"
  },
  {
    "t": "RK6DCJVJCR",
    "n": "Ramanujan's 1psi1 summation",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/ramanujans-1psi1-summation/"
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  {
    "t": "RK84ANP6BP",
    "n": "Noncentral chi-squared distribution",
    "k": "concept",
    "m": [
      "62E15",
      "60E05"
    ],
    "u": "/math2/wiki/noncentral-chi-squared-distribution/"
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    "t": "RK8B7KEA3M",
    "n": "Adjoint integral equation",
    "k": "definition",
    "m": [
      "45A05",
      "45B05"
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    "u": "/math2/wiki/adjoint-integral-equation-definition/"
  },
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    "t": "RK8RV2C998",
    "n": "Group representation",
    "k": "definition",
    "m": [
      "20C15",
      "20C05"
    ],
    "u": "/math2/wiki/group-representation-definition/"
  },
  {
    "t": "RKCSWWVYTC",
    "n": "Cylindric algebra",
    "k": "definition",
    "m": [
      "03G15"
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    "u": "/math2/wiki/cylindric-algebra-definition/"
  },
  {
    "t": "RKFB6AHPBE",
    "n": "Matrix summability method",
    "k": "definition",
    "m": [
      "40C05"
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    "u": "/math2/wiki/matrix-summability-method-definition/"
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  {
    "t": "RKJBNRKEDT",
    "n": "Segre embedding",
    "k": "example",
    "m": [
      "14N05",
      "14E25"
    ],
    "u": "/math2/wiki/segre-embedding/"
  },
  {
    "t": "RKK3XHG4MR",
    "n": "Dirichlet's principle",
    "k": "statement",
    "m": [
      "31B20",
      "35J25",
      "35A15"
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    "u": "/math2/wiki/dirichlets-principle/"
  },
  {
    "t": "RKKWS7CDNF",
    "n": "Mackey–Arens theorem",
    "k": "statement",
    "m": [
      "46A20"
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    "u": "/math2/wiki/mackey-arens-theorem/"
  },
  {
    "t": "RKX9XJ0RVW",
    "n": "Fermat's principle",
    "k": "statement",
    "m": [
      "78A05",
      "49S05"
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    "u": "/math2/wiki/fermats-principle/"
  },
  {
    "t": "RM0FMT0X8W",
    "n": "Local homomorphism",
    "k": "definition",
    "m": [
      "13H99",
      "13B10"
    ],
    "u": "/math2/wiki/local-homomorphism-definition/"
  },
  {
    "t": "RM54CPPE12",
    "n": "Complete elliptic integral of the first kind",
    "k": "concept",
    "m": [
      "33E05"
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    "u": "/math2/wiki/complete-elliptic-integral-of-the-first-kind/"
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  {
    "t": "RM64J2CP1M",
    "n": "Dedekind's problem",
    "k": "problem",
    "m": [
      "06A07",
      "05A15",
      "06E30"
    ],
    "u": "/math2/wiki/dedekinds-problem/"
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  {
    "t": "RM94KBV8P7",
    "n": "Turing pattern",
    "k": "concept",
    "m": [
      "35B36",
      "35K57",
      "92C15"
    ],
    "u": "/math2/wiki/turing-pattern/"
  },
  {
    "t": "RMEF8T6C0E",
    "n": "Tomita–Takesaki theory",
    "k": "definition",
    "m": [
      "46L10",
      "46L40"
    ],
    "u": "/math2/wiki/tomita-takesaki-theory-definition/"
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  {
    "t": "RMH4FBCFDA",
    "n": "Hilbert polynomial",
    "k": "concept",
    "m": [
      "13D40",
      "13A02"
    ],
    "u": "/math2/wiki/hilbert-polynomial/"
  },
  {
    "t": "RMH7ZQ2F40",
    "n": "Borel hierarchy",
    "k": "definition",
    "m": [
      "03E15",
      "54H05",
      "28A05"
    ],
    "u": "/math2/wiki/borel-hierarchy-definition/"
  },
  {
    "t": "RMTZ5J64FX",
    "n": "Saturated model",
    "k": "concept",
    "m": [
      "03C50"
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    "u": "/math2/wiki/saturated-model/"
  },
  {
    "t": "RMWMYBY8TC",
    "n": "Character of a representation",
    "k": "concept",
    "m": [
      "20C15"
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    "u": "/math2/wiki/character-of-a-representation/"
  },
  {
    "t": "RMWW2X86TT",
    "n": "Bartle–Dunford–Schwartz integral",
    "k": "concept",
    "m": [
      "46G10",
      "28B05"
    ],
    "u": "/math2/wiki/bartle-dunford-schwartz-integral/"
  },
  {
    "t": "RMXR0FEF54",
    "n": "Rado graph",
    "k": "object",
    "m": [
      "05C63",
      "03C15"
    ],
    "u": "/math2/wiki/rado-graph/"
  },
  {
    "t": "RMXW3D9XZ3",
    "n": "Analyticity of the bilateral Laplace transform of a law",
    "k": "statement",
    "m": [
      "44A10",
      "60E10"
    ],
    "u": "/math2/wiki/analyticity-of-the-bilateral-laplace-transform-of-a-law/"
  },
  {
    "t": "RN4G8SGP6P",
    "n": "Semicontinuity",
    "k": "concept",
    "m": [
      "54C08",
      "26A15"
    ],
    "u": "/math2/wiki/semicontinuity/"
  },
  {
    "t": "RN4J24CD83",
    "n": "Tychonoff's non-uniqueness example",
    "k": "counterexample",
    "m": [
      "35K05",
      "35A02",
      "35K15"
    ],
    "u": "/math2/wiki/tychonoffs-non-uniqueness-example/"
  },
  {
    "t": "RN58Z2NWAC",
    "n": "Gelfond–Schneider theorem",
    "k": "statement",
    "m": [
      "11J81"
    ],
    "u": "/math2/wiki/gelfond-schneider-theorem/"
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    "t": "RPME2B5MS2",
    "n": "Halley's method",
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    "u": "/math2/wiki/halleys-method/"
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    "n": "Kardar–Parisi–Zhang equation",
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    "n": "Volterra series",
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    "n": "Dodgson condensation",
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    "t": "RQ4X0EH6NH",
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    "u": "/math2/wiki/archimedean-equivalence-classes/"
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    "t": "RQBNA1ZRJW",
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    "t": "RQHPBZ9682",
    "n": "Mean-periodic function",
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    "n": "Law of the iterated logarithm",
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    "n": "Stable vector bundle",
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    "n": "Mazur's torsion theorem",
    "k": "statement",
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    "n": "Injective tensor product",
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    "n": "Borel summation",
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    "n": "Askey scheme",
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    "n": "Ample line bundle",
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    "m": [
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    "u": "/math2/wiki/ample-line-bundle/"
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    "n": "Normal number",
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    "n": "Second variation",
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    "n": "Integrable function",
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    "n": "Gromov's theorem on groups of polynomial growth",
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    "m": [
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    "u": "/math2/wiki/gromovs-theorem-on-groups-of-polynomial-growth/"
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    "t": "RSC5KTVNZD",
    "n": "Scheme",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/scheme-definition/"
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    "n": "Eilenberg swindle",
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    "u": "/math2/wiki/eilenberg-swindle/"
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    "t": "RSNZNG0WA1",
    "n": "Askey–Wilson polynomials",
    "k": "concept",
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    "n": "Spin structure",
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    "u": "/math2/wiki/spin-structure/"
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    "t": "RSRAY0Q68S",
    "n": "Krein–Milman theorem",
    "k": "statement",
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      "52A07"
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    "u": "/math2/wiki/krein-milman-theorem/"
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    "t": "RSW29AVKGM",
    "n": "Clifford's theorem on special divisors",
    "k": "statement",
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    "u": "/math2/wiki/cliffords-theorem-on-special-divisors/"
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    "t": "RSZS9SFFZ7",
    "n": "Fuller's phenomenon",
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    "u": "/math2/wiki/fullers-phenomenon/"
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    "u": "/math2/wiki/kothe-conjecture/"
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    "n": "Apéry's theorem",
    "k": "statement",
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    "u": "/math2/wiki/aperys-theorem/"
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    "t": "RT62ZAN3JB",
    "n": "Equidistribution modulo one",
    "k": "definition",
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    "n": "Sheaf on a site",
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    "n": "Harmonic functions on Riemann surfaces",
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    "u": "/math2/wiki/harmonic-functions-on-riemann-surfaces-definition/"
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    "t": "RTA8BG53KZ",
    "n": "Chebyshev polynomials of the second kind",
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    "m": [
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    "t": "RTAVY44P4Z",
    "n": "Legendrian submanifold",
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    "m": [
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    "u": "/math2/wiki/legendrian-submanifold-definition/"
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    "t": "RTBJM23ETS",
    "n": "Petrov–Galerkin method",
    "k": "statement",
    "m": [
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      "65N12"
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    "u": "/math2/wiki/petrov-galerkin-method/"
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    "t": "RTG32790CW",
    "n": "Devaney chaos",
    "k": "definition",
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    "n": "Set theory",
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    "u": "/math2/wiki/set-theory/"
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    "t": "RTJ6Y1AH7S",
    "n": "Coupled map lattice",
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    "n": "Atomic domain",
    "k": "definition",
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    "u": "/math2/wiki/atomic-domain-definition/"
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    "t": "RTKRSC3KPH",
    "n": "Floating-point arithmetic",
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    "u": "/math2/wiki/floating-point-arithmetic/"
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    "k": "example",
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      "20M35",
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    "u": "/math2/wiki/semiautomaton-as-a-unary-algebra/"
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    "t": "RTSAFF4KFJ",
    "n": "Mesh generation",
    "k": "concept",
    "m": [
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      "65D18"
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    "t": "RV0MKJ3CQ6",
    "n": "Nerve of a category",
    "k": "concept",
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    "u": "/math2/wiki/nerve-of-a-category/"
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    "t": "RV67AGM6EJ",
    "n": "Multidimensional Mellin transform",
    "k": "definition",
    "m": [
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      "44A15"
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    "u": "/math2/wiki/multidimensional-mellin-transform-definition/"
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    "t": "RV6PWJBH5P",
    "n": "Almgren's regularity theorem",
    "k": "statement",
    "m": [
      "49Q15",
      "49Q05",
      "53A10"
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    "u": "/math2/wiki/almgrens-regularity-theorem/"
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    "t": "RVEFNEJSHF",
    "n": "Global field",
    "k": "definition",
    "m": [
      "11R04",
      "11R58"
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    "u": "/math2/wiki/global-field-definition/"
  },
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    "t": "RVG9Z8NYA6",
    "n": "Natural density",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/natural-density/"
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    "t": "RVKPM94MDF",
    "n": "Embedded prime",
    "k": "concept",
    "m": [
      "13A15",
      "13C05"
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    "u": "/math2/wiki/embedded-prime/"
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    "t": "RVMW0RP050",
    "n": "Hessenberg matrix",
    "k": "definition",
    "m": [
      "15B99",
      "65F15"
    ],
    "u": "/math2/wiki/hessenberg-matrix-definition/"
  },
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    "t": "RVR5QFFD77",
    "n": "Infinite Galois theory",
    "k": "concept",
    "m": [
      "12F10",
      "20E18"
    ],
    "u": "/math2/wiki/infinite-galois-theory/"
  },
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    "t": "RVVRYKVGXK",
    "n": "Partial correlation",
    "k": "definition",
    "m": [
      "62H20"
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    "u": "/math2/wiki/partial-correlation-definition/"
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    "t": "RVX312A2D2",
    "n": "Rational variety",
    "k": "definition",
    "m": [
      "14M20",
      "14E08"
    ],
    "u": "/math2/wiki/rational-variety-definition/"
  },
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    "t": "RVXDSY04KG",
    "n": "Epimorphism",
    "k": "concept",
    "m": [
      "18A20"
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    "u": "/math2/wiki/epimorphism/"
  },
  {
    "t": "RVZ831CNYW",
    "n": "Carleman's condition",
    "k": "statement",
    "m": [
      "44A60",
      "26E10"
    ],
    "u": "/math2/wiki/carlemans-condition/"
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    "t": "RW0JK9VDZE",
    "n": "Euler equations",
    "k": "concept",
    "m": [
      "35Q31",
      "76B03"
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    "u": "/math2/wiki/euler-equations/"
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    "t": "RW1ZF04CRF",
    "n": "Proof of the uniqueness of inverses",
    "k": "proof",
    "m": [
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    "u": "/math2/wiki/proof-of-the-uniqueness-of-inverses/"
  },
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    "t": "RW7YC3HG0S",
    "n": "Jordan–Dedekind chain condition",
    "k": "concept",
    "m": [
      "06A07",
      "06B05"
    ],
    "u": "/math2/wiki/jordan-dedekind-chain-condition/"
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    "t": "RW85C34GQW",
    "n": "Group action on a variety",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/group-action-on-a-variety/"
  },
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    "t": "RW8DQQYJMR",
    "n": "Differential Galois theory",
    "k": "definition",
    "m": [
      "12H05",
      "34M15"
    ],
    "u": "/math2/wiki/differential-galois-theory-definition/"
  },
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    "t": "RWBMXQW6S5",
    "n": "Singular simplicial set",
    "k": "concept",
    "m": [
      "55U10",
      "18N50",
      "55N10"
    ],
    "u": "/math2/wiki/singular-simplicial-set/"
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    "t": "RWK0HNF1NA",
    "n": "Regulator of a number field",
    "k": "concept",
    "m": [
      "11R27",
      "11R29"
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    "u": "/math2/wiki/regulator-of-a-number-field/"
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    "t": "RWKQ5EP4YF",
    "n": "Lebesgue constants of the Dirichlet kernel",
    "k": "statement",
    "m": [
      "42A20",
      "42A05"
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    "u": "/math2/wiki/lebesgue-constants-of-the-dirichlet-kernel/"
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    "n": "Maximum and minimum",
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    "n": "Spherical code",
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    "u": "/math2/wiki/spherical-code/"
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    "n": "Shoelace formula",
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    "u": "/math2/wiki/identity-component/"
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    "n": "Hilbert's eighteenth problem",
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    "n": "Model category",
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    "n": "Shafarevich's theorem on solvable Galois groups",
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    "u": "/math2/wiki/shafarevichs-theorem-on-solvable-galois-groups/"
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    "n": "Prolate spheroidal wave functions",
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    "m": [
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    "u": "/math2/wiki/prolate-spheroidal-wave-functions-definition/"
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    "t": "SEAW0VNYJ6",
    "n": "Weyl's unitary trick",
    "k": "definition",
    "m": [
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      "17B10"
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    "u": "/math2/wiki/weyls-unitary-trick-definition/"
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    "t": "SEH68BA1QQ",
    "n": "Adele ring",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/adele-ring/"
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  {
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    "n": "Loop-erased random walk",
    "k": "definition",
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    "u": "/math2/wiki/loop-erased-random-walk-definition/"
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    "n": "Puiseux series",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/puiseux-series/"
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    "n": "Krein space",
    "k": "definition",
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    "u": "/math2/wiki/krein-space-definition/"
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    "n": "Scorer's function",
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    "u": "/math2/wiki/scorers-function-definition/"
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    "t": "SF3X43X837",
    "n": "Hölder's theorem",
    "k": "statement",
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      "12H05"
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    "u": "/math2/wiki/holders-theorem/"
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    "t": "SF738NKWJ0",
    "n": "Block system",
    "k": "concept",
    "m": [
      "20B05",
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    "n": "Reaction–diffusion system",
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    "n": "HNN extension",
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    "n": "Error-correcting code",
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    "n": "Expansive homeomorphism",
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    "n": "Abian–Brown theorem",
    "k": "statement",
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    "n": "Tautological one-form",
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    "n": "Kawamata–Viehweg vanishing theorem",
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    "n": "Square wave",
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    "n": "Faithful module",
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    "n": "Picard–Vessiot extension",
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    "n": "Sheaf",
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    "n": "Space form",
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    "t": "TBNCFXTMMW",
    "n": "Hamburger moment problem",
    "k": "problem",
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      "28A12"
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    "n": "Triebel–Lizorkin space",
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    "n": "Krull's height theorem",
    "k": "statement",
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    "n": "Levi-flat hypersurface",
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    "n": "Crown",
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    "n": "Cauchy's logarithmic equation",
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    "n": "Discrete Laplace operator",
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    "n": "Foster's theorem on primal algebras",
    "k": "statement",
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    "u": "/math2/wiki/fosters-theorem-on-primal-algebras/"
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    "t": "TCF1PXZ5YN",
    "n": "Upper nilradical",
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    "n": "Cotangent space of a local ring",
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    "n": "F-coalgebra",
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    "t": "TCYSWCTYYM",
    "n": "Poisson kernel",
    "k": "concept",
    "m": [
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    "n": "Projection method for integral equations",
    "k": "definition",
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    "n": "Mikusiński operational calculus",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/mikusinski-operational-calculus/"
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    "n": "Ehresmann connection",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/ehresmann-connection/"
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    "n": "Coupling",
    "k": "definition",
    "m": [
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      "60E15"
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    "u": "/math2/wiki/coupling-definition/"
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    "t": "TD9T02HKPD",
    "n": "Magnus expansion",
    "k": "definition",
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    "u": "/math2/wiki/magnus-expansion-definition/"
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    "n": "Backward differentiation formula",
    "k": "concept",
    "m": [
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    "n": "Multiple integral",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/multiple-integral-definition/"
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    "n": "Tietze transformations",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/tietze-transformations-definition/"
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    "t": "TDCY8TASCS",
    "n": "Peixoto's theorem",
    "k": "statement",
    "m": [
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      "34D30",
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    "u": "/math2/wiki/peixotos-theorem/"
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    "n": "Direct and inverse theorems of approximation",
    "k": "concept",
    "m": [
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      "41A27",
      "42A10"
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    "u": "/math2/wiki/direct-and-inverse-theorems-of-approximation/"
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    "t": "TDMXFY06A2",
    "n": "Abel inversion formula",
    "k": "statement",
    "m": [
      "45D05",
      "45E10",
      "26A33"
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    "u": "/math2/wiki/abel-inversion-formula/"
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    "t": "TDQ4YBMW9C",
    "n": "Extremal length",
    "k": "definition",
    "m": [
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      "31A15"
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    "u": "/math2/wiki/extremal-length-definition/"
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    "t": "TDTMMY7RK1",
    "n": "Kaplansky density theorem",
    "k": "statement",
    "m": [
      "46L10",
      "46L05"
    ],
    "u": "/math2/wiki/kaplansky-density-theorem/"
  },
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    "t": "TDW023HZ1T",
    "n": "Invertible ideal",
    "k": "definition",
    "m": [
      "13A15",
      "13F05",
      "13C20"
    ],
    "u": "/math2/wiki/invertible-ideal-definition/"
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    "t": "TDY6EY60DV",
    "n": "Kodaira–Spencer map",
    "k": "definition",
    "m": [
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      "14D15"
    ],
    "u": "/math2/wiki/kodaira-spencer-map-definition/"
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  {
    "t": "TDZ8766BAR",
    "n": "Bessel function of the first kind",
    "k": "definition",
    "m": [
      "33C10"
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    "u": "/math2/wiki/bessel-function-of-the-first-kind-definition/"
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    "t": "TDZVCWYJ9F",
    "n": "Functional completeness",
    "k": "concept",
    "m": [
      "08A40",
      "06E30",
      "03B50"
    ],
    "u": "/math2/wiki/functional-completeness/"
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    "t": "TE19BGFFF1",
    "n": "Tarski monster group",
    "k": "object",
    "m": [
      "20F50",
      "20F06"
    ],
    "u": "/math2/wiki/tarski-monster-group/"
  },
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    "t": "TE379HBTY0",
    "n": "Direct method in the calculus of variations",
    "k": "concept",
    "m": [
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      "49J45",
      "35A15"
    ],
    "u": "/math2/wiki/direct-method-in-the-calculus-of-variations/"
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    "t": "TE3STTNSCK",
    "n": "Periodic point",
    "k": "definition",
    "m": [
      "37C25",
      "37B02",
      "37-01"
    ],
    "u": "/math2/wiki/periodic-point-definition/"
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    "t": "TEG1ZX1AGJ",
    "n": "Hirzebruch signature theorem",
    "k": "statement",
    "m": [
      "57R20",
      "55R40"
    ],
    "u": "/math2/wiki/hirzebruch-signature-theorem/"
  },
  {
    "t": "TEGTSY7XMX",
    "n": "Hopf invariant",
    "k": "concept",
    "m": [
      "55Q25"
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    "u": "/math2/wiki/hopf-invariant/"
  },
  {
    "t": "TEQNAME853",
    "n": "Lagrange polynomial",
    "k": "definition",
    "m": [
      "41A05",
      "65D05",
      "26C05"
    ],
    "u": "/math2/wiki/lagrange-polynomial-definition/"
  },
  {
    "t": "TEREJ8DA37",
    "n": "Resolvent",
    "k": "definition",
    "m": [
      "47A10"
    ],
    "u": "/math2/wiki/resolvent-definition/"
  },
  {
    "t": "TEV7XV14F5",
    "n": "Finite ring",
    "k": "definition",
    "m": [
      "16P10",
      "13M05"
    ],
    "u": "/math2/wiki/finite-ring-definition/"
  },
  {
    "t": "TEWH75TX8Y",
    "n": "Aleph number",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/aleph-number-definition/"
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    "t": "TF8HMVXKYC",
    "n": "Descriptive set theory",
    "k": "concept",
    "m": [
      "03E15",
      "54H05"
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    "u": "/math2/wiki/descriptive-set-theory/"
  },
  {
    "t": "TFADSC9YPZ",
    "n": "Exact category",
    "k": "concept",
    "m": [
      "18E05",
      "18E10"
    ],
    "u": "/math2/wiki/exact-category/"
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    "t": "TFB4BYRZ1W",
    "n": "Uniform approximation",
    "k": "definition",
    "m": [
      "41A65",
      "41A50",
      "41A10"
    ],
    "u": "/math2/wiki/uniform-approximation-definition/"
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    "t": "TFCWC3N41W",
    "n": "Pivotal quantity",
    "k": "definition",
    "m": [
      "62F25",
      "62E15"
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    "u": "/math2/wiki/pivotal-quantity-definition/"
  },
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    "t": "TFQSF9RA1G",
    "n": "Lie sphere geometry",
    "k": "concept",
    "m": [
      "51B25",
      "51B10"
    ],
    "u": "/math2/wiki/lie-sphere-geometry/"
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    "t": "TFY9CD3019",
    "n": "Capacity of a set",
    "k": "definition",
    "m": [
      "31B15",
      "31C15"
    ],
    "u": "/math2/wiki/capacity-of-a-set-definition/"
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    "t": "TFYXH8QNR2",
    "n": "Banach algebra",
    "k": "definition",
    "m": [
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      "46J05"
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    "u": "/math2/wiki/banach-algebra-definition/"
  },
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    "t": "TG6WHHR7CF",
    "n": "Geometric realization",
    "k": "concept",
    "m": [
      "55U10",
      "18N50"
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    "u": "/math2/wiki/geometric-realization/"
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    "t": "TGKPC4GV7R",
    "n": "ℓ-adic cohomology",
    "k": "definition",
    "m": [
      "14F20",
      "14G15"
    ],
    "u": "/math2/wiki/adic-cohomology-definition/"
  },
  {
    "t": "TGN01264C4",
    "n": "Chevalley's theorem on constructible sets",
    "k": "statement",
    "m": [
      "14A15"
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    "u": "/math2/wiki/chevalleys-theorem-on-constructible-sets/"
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    "u": "/math2/wiki/baby-monster-group/"
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    "u": "/math2/wiki/random-graph/"
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    "n": "Fundamental theorem of space curves",
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    "u": "/math2/wiki/fundamental-theorem-of-space-curves/"
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    "n": "Stable vector bundle",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/stable-vector-bundle-definition/"
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    "n": "Approximately additive function",
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    "n": "Rank-one convexity",
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    "u": "/math2/wiki/rank-one-convexity-definition/"
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    "n": "Complex powers of elliptic operators",
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    "u": "/math2/wiki/complex-powers-of-elliptic-operators-definition/"
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    "u": "/math2/wiki/whitehead-link/"
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    "t": "TPH39D9W02",
    "n": "Proper map",
    "k": "definition",
    "m": [
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    "u": "/math2/wiki/proper-map-definition/"
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    "n": "Fejér's theorem",
    "k": "statement",
    "m": [
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      "40G05"
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    "u": "/math2/wiki/fejers-theorem/"
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    "u": "/math2/wiki/rombergs-method-definition/"
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    "n": "Barycentric interpolation formula",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/barycentric-interpolation-formula/"
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    "n": "Hörmander's L2 estimates",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/hormanders-l2-estimates/"
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    "n": "Axiom of dependent choice",
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    "n": "Federer–Fleming compactness theorem",
    "k": "statement",
    "m": [
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      "28A75",
      "49Q20"
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    "u": "/math2/wiki/federer-fleming-compactness-theorem/"
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    "t": "TPYXQTYND6",
    "n": "Hyers–Ulam stability",
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    "n": "Lang's conjectures",
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    "m": [
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      "11G35",
      "14G40"
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    "u": "/math2/wiki/langs-conjectures/"
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    "t": "TQ2TZDMAPA",
    "n": "Cyclic polytope",
    "k": "definition",
    "m": [
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      "52B05",
      "52B11"
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    "u": "/math2/wiki/cyclic-polytope-definition/"
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    "t": "TQDZQ964AZ",
    "n": "Lemniscate elliptic functions",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/lemniscate-elliptic-functions/"
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    "t": "TQFFFSH0BQ",
    "n": "Local regression",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/local-regression/"
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    "t": "TQFXC1A6G5",
    "n": "Simplicial approximation theorem",
    "k": "statement",
    "m": [
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    "u": "/math2/wiki/simplicial-approximation-theorem/"
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    "n": "Coplanarity",
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    "m": [
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    "u": "/math2/wiki/coplanarity-definition/"
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    "t": "TQNG7T2RQ6",
    "n": "Supermanifold",
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    "m": [
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    "u": "/math2/wiki/supermanifold-definition/"
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    "t": "TQTDKMBJ0F",
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    "u": "/math2/wiki/reverse-mathematics-definition/"
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    "n": "Root-finding algorithm",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/root-finding-algorithm/"
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    "t": "TRB69DC8EW",
    "n": "Tame Fréchet space",
    "k": "definition",
    "m": [
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    "n": "Gromov–Hausdorff convergence",
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    "n": "Logicism",
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    "n": "Bianchi identities",
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    "n": "Parallel transport",
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    "n": "Orientability",
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    "n": "Boole's rule",
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    "n": "Von Neumann–Bernays–Gödel set theory",
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    "m": [
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    "u": "/math2/wiki/kepler-problem/"
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    "u": "/math2/wiki/neville-theta-functions/"
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    "u": "/math2/wiki/complementary-error-function/"
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    "u": "/math2/wiki/adjoint-functors/"
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    "n": "Cohen's theorem on Noetherian rings",
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    "n": "Hadamard three-circle theorem",
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    "n": "Unital",
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    "n": "Triangulation of a point set",
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    "t": "V0E14B3DWD",
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    "n": "Internal set theory",
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    "n": "Valuation on convex bodies",
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    "n": "Clifford–Klein form",
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    "m": [
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    "u": "/math2/wiki/capacity-equals-transfinite-diameter-and-chebyshev-constant/"
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    "t": "V192HFRX5A",
    "n": "Box–Jenkins method",
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    "n": "Fredholm equation of the first kind",
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    "n": "Huntington's axioms",
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    "n": "Algebraic set",
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    "n": "Radon transform",
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    "n": "Bing–Borsuk conjecture",
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    "n": "Perfectly normal space",
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    "k": "statement",
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    "n": "Annihilator",
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    "u": "/math2/wiki/slice-theorem/"
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    "n": "Kolmogorov–Arnold representation theorem",
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    "m": [
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    "n": "Eigenvalue perturbation",
    "k": "concept",
    "m": [
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    "u": "/math2/wiki/eigenvalue-perturbation/"
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    "t": "VRBP76MM84",
    "n": "Operator Cauchy equation and one-parameter semigroups",
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    "n": "Lie pseudogroup",
    "k": "definition",
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    "n": "Askey scheme",
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    "t": "VRTV602H8G",
    "n": "Periodic solution",
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    "u": "/math2/wiki/periodic-solution-definition/"
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    "k": "concept",
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    "u": "/math2/wiki/uniform-integrability/"
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    "t": "VRZDAWNTCR",
    "n": "Sheaf cohomology in topology",
    "k": "definition",
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    "u": "/math2/wiki/sheaf-cohomology-in-topology-definition/"
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    "u": "/math2/wiki/complete-elliptic-integral-of-the-second-kind/"
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    "t": "VSC3F53DX4",
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    "m": [
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    "u": "/math2/wiki/elliptic-surface/"
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    "k": "definition",
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    "u": "/math2/wiki/modified-bessel-functions-definition/"
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    "t": "VSD67A49XC",
    "n": "Totally unimodular matrix",
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    "u": "/math2/wiki/totally-unimodular-matrix/"
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    "t": "VSGTSQ7RY8",
    "n": "Transfinite diameter",
    "k": "concept",
    "m": [
      "31A15",
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    "u": "/math2/wiki/triangulation/"
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    "t": "YH4BERB952",
    "n": "Scaling function and refinement equation",
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    "t": "YH5PGKNZKD",
    "n": "Synthetic geometry",
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    "u": "/math2/wiki/synthetic-geometry-definition/"
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    "t": "YH75M7XAM1",
    "n": "Semilocal ring",
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    "u": "/math2/wiki/semilocal-ring-definition/"
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    "n": "One-parameter subgroup",
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    "u": "/math2/wiki/one-parameter-subgroup/"
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    "n": "Hilbert's axioms",
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    "u": "/math2/wiki/hilberts-axioms-definition/"
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    "n": "Langlands classification",
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    "m": [
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    "t": "YHJHPRKQ6D",
    "n": "Poincaré–Lindstedt method",
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    "u": "/math2/wiki/poincare-lindstedt-method/"
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    "n": "Eilenberg–Steenrod axioms",
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    "u": "/math2/wiki/eilenberg-steenrod-axioms/"
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    "n": "Perspective projection",
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    "n": "Doob decomposition theorem",
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    "u": "/math2/wiki/doob-decomposition-theorem/"
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    "n": "Lax–Wendroff method",
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    "u": "/math2/wiki/lax-wendroff-method/"
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    "t": "YJ1JWF6ZDG",
    "n": "Lommel function",
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    "m": [
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    "u": "/math2/wiki/bochners-tube-theorem/"
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    "u": "/math2/wiki/bredon-cohomology/"
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    "u": "/math2/wiki/frequentist-inference-definition/"
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    "t": "YNFT400EV9",
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    "t": "YQB2B0EXY8",
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    "t": "YS424FTY4E",
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    "n": "Axiomatic potential theory",
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    "n": "Lambert summation",
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    "t": "YT2B9KQ0BG",
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    "t": "YT35QHA4EA",
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    "t": "ZDBW3AB587",
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    "t": "ZEH0N3N467",
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    "n": "Δ-complex",
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    "t": "ZFEDKM4TJ7",
    "n": "Fundamental groupoid",
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    "t": "ZFSZCMKJD1",
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    "n": "Functor category",
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    "t": "ZFTNJ2YREG",
    "n": "Black–Scholes equation",
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    "t": "ZFW9Q3WTAQ",
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    "t": "ZFZR65WYBX",
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    "t": "ZGBV8V3823",
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    "t": "ZGD3TQX0K6",
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      "51M20"
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    "t": "ZR09S9R3AW",
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    "t": "ZR1DPX6VAN",
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    "t": "ZR6DEE6RBC",
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    "t": "ZR6XXP36X8",
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    "t": "ZRC17G6GYS",
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    "t": "ZRC2S3ECFK",
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    "t": "ZRMWNF10FA",
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    "t": "ZRV9T8DD05",
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    "t": "ZS29A7QQC2",
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    "u": "/math2/wiki/mason-stothers-theorem/"
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  {
    "t": "07-formal-engine",
    "n": "07. The formal engine: Lean 4, Mathlib, proof checking",
    "k": "spec",
    "u": "/math2/spec/07-formal-engine/"
  },
  {
    "t": "08-computational-engine",
    "n": "08. The computational engine: CAS, SMT, numerical experiments",
    "k": "spec",
    "u": "/math2/spec/08-computational-engine/"
  },
  {
    "t": "09-literature-ingestion",
    "n": "09. Literature ingestion: papers, books, existing libraries",
    "k": "spec",
    "u": "/math2/spec/09-literature-ingestion/"
  },
  {
    "t": "10-autoformalization-and-fidelity",
    "n": "10. Autoformalization and statement fidelity",
    "k": "spec",
    "u": "/math2/spec/10-autoformalization-and-fidelity/"
  },
  {
    "t": "11-api-and-orchestrator",
    "n": "11. The Mathematical API and the agent orchestrator",
    "k": "spec",
    "u": "/math2/spec/11-api-and-orchestrator/"
  },
  {
    "t": "12-research-agents",
    "n": "12. Research agents",
    "k": "spec",
    "u": "/math2/spec/12-research-agents/"
  },
  {
    "t": "13-research-workspace",
    "n": "13. The research workspace: search, explore, explain, collaborate",
    "k": "spec",
    "u": "/math2/spec/13-research-workspace/"
  },
  {
    "t": "14-search",
    "n": "14. Search",
    "k": "spec",
    "u": "/math2/spec/14-search/"
  },
  {
    "t": "15-trust-and-audit",
    "n": "15. Trust and the audit",
    "k": "spec",
    "u": "/math2/spec/15-trust-and-audit/"
  },
  {
    "t": "16-collaboration-and-governance",
    "n": "16. Collaboration and governance",
    "k": "spec",
    "u": "/math2/spec/16-collaboration-and-governance/"
  },
  {
    "t": "17-evaluation",
    "n": "17. Evaluation",
    "k": "spec",
    "u": "/math2/spec/17-evaluation/"
  },
  {
    "t": "18-coverage-all-math",
    "n": "18. Coverage: what \"all mathematics\" means",
    "k": "spec",
    "u": "/math2/spec/18-coverage-all-math/"
  },
  {
    "t": "19-milestones",
    "n": "19. Milestones",
    "k": "spec",
    "u": "/math2/spec/19-milestones/"
  },
  {
    "t": "20-repository-layout",
    "n": "20. Repository layout",
    "k": "spec",
    "u": "/math2/spec/20-repository-layout/"
  },
  {
    "t": "21-open-questions",
    "n": "21. Open questions",
    "k": "spec",
    "u": "/math2/spec/21-open-questions/"
  },
  {
    "t": "corpus/00-README",
    "n": "Math 2.0: the corpus specification",
    "k": "spec",
    "u": "/math2/spec/corpus/00-README/"
  },
  {
    "t": "corpus/01-research",
    "n": "K01. Research",
    "k": "spec",
    "u": "/math2/spec/corpus/01-research/"
  },
  {
    "t": "corpus/01a-reference-works",
    "n": "K01, part A. Encyclopedic, reference and database sources of mathematics written by people",
    "k": "spec",
    "u": "/math2/spec/corpus/01a-reference-works/"
  },
  {
    "t": "corpus/01b-literature-and-books",
    "n": "K01, part B. Literature indexes, open textbooks and syllabi: sizes, licences, channels (research for math2)",
    "k": "spec",
    "u": "/math2/spec/corpus/01b-literature-and-books/"
  },
  {
    "t": "corpus/01c-formal-libraries",
    "n": "K01, part C. Formal libraries and formal / informal-formal datasets",
    "k": "spec",
    "u": "/math2/spec/corpus/01c-formal-libraries/"
  },
  {
    "t": "corpus/01d-model-generation",
    "n": "K01, part D. LLM generation at scale: quality, prior projects, memorization, law, terms and cost",
    "k": "spec",
    "u": "/math2/spec/corpus/01d-model-generation/"
  },
  {
    "t": "corpus/01e-representation-and-packaging",
    "n": "K01, part E. Representation, pedagogy, exercises, packaging and notation",
    "k": "spec",
    "u": "/math2/spec/corpus/01e-representation-and-packaging/"
  },
  {
    "t": "corpus/02-the-goal",
    "n": "K02. The goal of the corpus",
    "k": "spec",
    "u": "/math2/spec/corpus/02-the-goal/"
  },
  {
    "t": "corpus/03-identifiers",
    "n": "K03. Identifiers: tags of ten characters",
    "k": "spec",
    "u": "/math2/spec/corpus/03-identifiers/"
  },
  {
    "t": "corpus/04-inventory",
    "n": "K04. The inventory",
    "k": "spec",
    "u": "/math2/spec/corpus/04-inventory/"
  },
  {
    "t": "corpus/05-human-sources",
    "n": "K05. Human sources",
    "k": "spec",
    "u": "/math2/spec/corpus/05-human-sources/"
  },
  {
    "t": "corpus/06-formal-sources",
    "n": "K06. Formal sources",
    "k": "spec",
    "u": "/math2/spec/corpus/06-formal-sources/"
  },
  {
    "t": "corpus/07-machine-generation",
    "n": "K07. Machine generation: what models write, and how",
    "k": "spec",
    "u": "/math2/spec/corpus/07-machine-generation/"
  },
  {
    "t": "corpus/08-the-node-card",
    "n": "K08. The node card: what a good node contains",
    "k": "spec",
    "u": "/math2/spec/corpus/08-the-node-card/"
  },
  {
    "t": "corpus/09-quality",
    "n": "K09. Quality: how the corpus stays correct",
    "k": "spec",
    "u": "/math2/spec/corpus/09-quality/"
  },
  {
    "t": "corpus/10-structure-and-notation",
    "n": "K10. Structure, notation and conventions",
    "k": "spec",
    "u": "/math2/spec/corpus/10-structure-and-notation/"
  },
  {
    "t": "corpus/11-packaging",
    "n": "K11. Packaging: from nodes to courses, books and articles",
    "k": "spec",
    "u": "/math2/spec/corpus/11-packaging/"
  },
  {
    "t": "corpus/12-pipeline-and-operations",
    "n": "K12. Pipeline and operations",
    "k": "spec",
    "u": "/math2/spec/corpus/12-pipeline-and-operations/"
  },
  {
    "t": "corpus/13-legal-and-ethics",
    "n": "K13. Law and ethics",
    "k": "spec",
    "u": "/math2/spec/corpus/13-legal-and-ethics/"
  },
  {
    "t": "corpus/14-roadmap",
    "n": "K14. Roadmap",
    "k": "spec",
    "u": "/math2/spec/corpus/14-roadmap/"
  },
  {
    "t": "corpus/15-open-questions",
    "n": "K15. Open questions",
    "k": "spec",
    "u": "/math2/spec/corpus/15-open-questions/"
  }
]