Every idea
- Concepts 5206
- Definitions 5027
- Statements 3081
- Conjectures 75
- Problems 147
- Examples 431
- Counterexamples 71
- Objects 132
- Proofs 11
- Computations 1
- Topics 1
Ideas 4351–4500 of 14183.
| Name | Kind | Subject |
|---|---|---|
| Michael selection theorem | Theorem | General topology |
| Daniell integral | Definition | Measure and integration |
| 120-cell | Object | Geometry |
| Transfer principle | Theorem | Mathematical logic and foundations |
| Analytic set | Concept | Mathematical logic and foundations |
| Leavitt path algebra | Definition | Associative rings and algebras |
| Markov partition | Definition | Dynamical systems and ergodic theory |
| Local property | Concept | Commutative algebra |
| Nagata ring | Concept | Commutative algebra |
| Dissipative operator | Concept | Operator theory |
| Calderón–Zygmund operator | Concept | Harmonic analysis on Euclidean spaces |
| Toeplitz algebra | Object | Operator theory |
| Variational capacity | Definition | Potential theory |
| Radial basis function | Definition | Approximations and expansions |
| Exponential of a bounded operator | Definition | Operator theory |
| Von Neumann universe | Object | Mathematical logic and foundations |
| Total variation distance between probability measures | Concept | Probability theory and stochastic processes |
| Wave front set | Concept | Partial differential equations |
| Metric outer measure | Concept | Measure and integration |
| Uniform boundedness conjecture for preperiodic points | Conjecture | Dynamical systems and ergodic theory |
| Characterization of Shannon entropy | Theorem | Information and communication theory, circuits |
| Hopf module | Definition | Associative rings and algebras |
| Brianchon's theorem | Theorem | Geometry |
| Compact element | Definition | Order, lattices, ordered algebraic structures |
| Commutant lifting theorem | Theorem | Operator theory |
| Closable operator | Concept | Operator theory |
| n-term approximation | Definition | Approximations and expansions |
| K-function | Definition | Special functions |
| Moulton plane | Example | Geometry |
| Hermite–Hadamard inequality | Theorem | Real functions |
| Mild solution | Concept | Operator theory |
| Toeplitz operator | Definition | Operator theory |
| Leray–Schauder degree | Concept | Operator theory |
| Hartman's uniqueness theorem for harmonic maps | Theorem | Global analysis, analysis on manifolds |
| Sphere bundle | Concept | Algebraic topology |
| Rückert Nullstellensatz | Theorem | Several complex variables and analytic spaces |
| Schoenflies theorem | Theorem | Manifolds and cell complexes |
| Projective cover | Definition | Associative rings and algebras |
| Periodic solution of a difference equation | Concept | Difference and functional equations |
| Tarski–Seidenberg theorem | Theorem | Algebraic geometry |
| Krohn–Rhodes theory | Concept | Group theory and generalizations |
| Polar sets and Brownian hitting | Theorem | Probability theory and stochastic processes |
| Perspectivity | Definition | Geometry |
| Type and cotype | Definition | Functional analysis |
| Ten martini problem | Problem | Operator theory |
| Durand–Kerner method | Theorem | Numerical analysis |
| Doubly stochastic matrix | Definition | Linear and multilinear algebra; matrix theory |
| Subadditive function | Concept | Difference and functional equations |
| Minimal surface equation | Definition | Partial differential equations |
| Hardy's uncertainty principle | Theorem | Harmonic analysis on Euclidean spaces |
| Zernike polynomials | Definition | Special functions |
| Lerch zeta function | Definition | Number theory |
| Covering space | Concept | Manifolds and cell complexes |
| Steiner symmetrization | Definition | Convex and discrete geometry |
| Term algebra | Concept | General algebraic systems |
| Excellent ring | Definition | Commutative algebra |
| Picard group | Concept | Algebraic geometry |
| Hyperkähler manifold | Definition | Differential geometry |
| Method of multiple scales | Definition | Ordinary differential equations |
| Wiener–Khinchin theorem | Theorem | Probability theory and stochastic processes |
| Periodogram | Concept | Statistics |
| Kolmogorov–Arnold–Moser theorem | Theorem | Dynamical systems and ergodic theory |
| Bloch space | Definition | Functions of a complex variable |
| Ahlswede–Daykin inequality | Theorem | Combinatorics |
| Bootstrap | Concept | Statistics |
| Auslander–Reiten theory | Definition | Associative rings and algebras |
| Hilbert dimension | Concept | Functional analysis |
| Schwarz–Christoffel mapping | Definition | Functions of a complex variable |
| Quasi-compact morphism | Concept | Algebraic geometry |
| Mapping class group | Definition | Manifolds and cell complexes |
| Calculus of variations | Definition | Calculus of variations and optimal control; optimization |
| Minimum degree algorithm | Fact | Numerical analysis |
| Perfect set property | Definition | Mathematical logic and foundations |
| Quotient of a topological group | Concept | Topological groups, Lie groups |
| Lp multiplier | Definition | Harmonic analysis on Euclidean spaces |
| Linear regression | Concept | Statistics |
| Einstein manifold | Concept | Differential geometry |
| Minimal surface | Concept | Differential geometry |
| Hyperreal number | Concept | Real functions |
| Elliptic curve | Concept | Algebraic geometry |
| Hypergeometric series | Concept | Special functions |
| Cartan–Hadamard theorem | Theorem | Differential geometry |
| Baumslag–Solitar group | Example | Group theory and generalizations |
| Type theory | Definition | Mathematical logic and foundations |
| Riemann–Hurwitz formula | Theorem | Algebraic geometry |
| Neural network approximation | Definition | Approximations and expansions |
| Kahane–Katznelson theorem | Theorem | Harmonic analysis on Euclidean spaces |
| Response surface methodology | Concept | Statistics |
| Singularity theory | Concept | Algebraic geometry |
| Reductive Lie group | Concept | Topological groups, Lie groups |
| Convex body | Concept | Convex and discrete geometry |
| Radical of an ideal | Concept | Commutative algebra |
| Complete intersection | Concept | Algebraic geometry |
| Interlacing of zeros of orthogonal polynomials | Theorem | Harmonic analysis on Euclidean spaces |
| Godunov's scheme | Concept | Numerical analysis |
| Barnes integral | Definition | Special functions |
| Presentation of an algebra | Concept | General algebraic systems |
| Quotient category | Concept | Category theory; homological algebra |
| Nilmanifold | Concept | Topological groups, Lie groups |
| Lagrangian singularity | Definition | Differential geometry |
| Schur polynomial | Concept | Combinatorics |
| Stochastic partial differential equation | Definition | Probability theory and stochastic processes |
| Credible interval | Concept | Statistics |
| Survival analysis | Concept | Statistics |
| Nörlund mean | Definition | Sequences, series, summability |
| Domain of holomorphy | Concept | Several complex variables and analytic spaces |
| Analytic index | Concept | Global analysis, analysis on manifolds |
| Latin square | Definition | Combinatorics |
| Sorgenfrey plane | Counterexample | General topology |
| Scheffé's lemma | Lemma | Measure and integration |
| Pseudosphere | Example | Differential geometry |
| M-estimator | Concept | Statistics |
| Digital topology | Concept | Computer science |
| Day convolution | Concept | Category theory; homological algebra |
| Wright omega function | Definition | Special functions |
| Minakshisundaram–Pleijel asymptotic expansion | Theorem | Global analysis, analysis on manifolds |
| Renewal theory | Concept | Probability theory and stochastic processes |
| Hodge star operator | Definition | Global analysis, analysis on manifolds |
| Union-closed sets conjecture | Conjecture | Combinatorics |
| Regula falsi | Theorem | Numerical analysis |
| Hypergeometric function | Concept | Special functions |
| Excessive function | Concept | Probability theory and stochastic processes |
| Equilibrium measure | Concept | Potential theory |
| Block system | Definition | Group theory and generalizations |
| Series in Banach spaces | Definition | Sequences, series, summability |
| Injective algebra | Definition | General algebraic systems |
| Collineation | Definition | Geometry |
| Ample line bundle | Definition | Algebraic geometry |
| Formalism | Concept | Mathematical logic and foundations |
| Sinogram | Object | Integral transforms, operational calculus |
| Convenient vector space | Concept | Functional analysis |
| Logarithmic potential | Concept | Potential theory |
| Jordan–von Neumann theorem | Theorem | Functional analysis |
| Navier–Stokes existence and smoothness | Conjecture | Partial differential equations |
| Morse–Bott function | Concept | Manifolds and cell complexes |
| Palais–Smale compactness condition | Concept | Global analysis, analysis on manifolds |
| Clenshaw algorithm | Proposition | Numerical analysis |
| Levi problem | Problem | Several complex variables and analytic spaces |
| External ray | Definition | Dynamical systems and ergodic theory |
| Volterra series | Definition | Systems theory; control |
| Separation of variables | Concept | Ordinary differential equations |
| Monotone operator | Definition | Operator theory |
| Classical orthogonal polynomials | Concept | Special functions |
| Second-order logic | Definition | Mathematical logic and foundations |
| Dedekind number | Concept | Order, lattices, ordered algebraic structures |
| Abscissa of absolute convergence | Definition | Integral transforms, operational calculus |
| Löwenheim–Skolem theorem | Theorem | Mathematical logic and foundations |
| Near-field | Definition | Field theory and polynomials |
| Interpretation of varieties | Definition | General algebraic systems |
| q-convex manifold | Definition | Several complex variables and analytic spaces |