Nodes at W0, stub
A tag, a kind, a name, an inventory row, and a same_as or a source.
- W0 stub 12399
- W1 stated 1722
- W2 usable 62
- W3 complete 0
Ideas 6751–6900 of 12399.
| Name | Kind | Subject |
|---|---|---|
| Topological transitivity | Concept | Dynamical systems and ergodic theory |
| Meshfree methods | Concept | Numerical analysis |
| Kunz's theorem | Theorem | Commutative algebra |
| Simplex category | Object | Category theory; homological algebra |
| Riesz measure of a subharmonic function | Definition | Potential theory |
| Wishart distribution | Definition | Statistics |
| Riesz transform | Concept | Harmonic analysis on Euclidean spaces |
| Splitting principle | Theorem | Algebraic topology |
| Essential spectrum | Concept | Operator theory |
| Subobject | Concept | Category theory; homological algebra |
| Thom spectrum | Definition | Algebraic topology |
| Logarithm of a matrix | Concept | Linear and multilinear algebra; matrix theory |
| Primary obstruction | Definition | Algebraic topology |
| Regular scheme | Definition | Algebraic geometry |
| Homogeneous coordinates | Concept | Geometry |
| Buekenhout geometry | Definition | Geometry |
| Jack function | Definition | Combinatorics |
| Jacobi equation | Concept | Calculus of variations and optimal control; optimization |
| Hartogs's extension theorem | Theorem | Several complex variables and analytic spaces |
| Quantifier elimination for real closed fields | Theorem | Mathematical logic and foundations |
| Fuzzy algebraic structure | Concept | General algebraic systems |
| Krull–Akizuki theorem | Theorem | Commutative algebra |
| Functional completeness | Definition | General algebraic systems |
| Birkhoff interpolation | Concept | Approximations and expansions |
| Tropical variety | Concept | Algebraic geometry |
| Hopf algebra structure on cohomology | Definition | Algebraic topology |
| Calculus of finite differences | Concept | Difference and functional equations |
| Polynomial long division | Definition | Commutative algebra |
| Inner measure | Concept | Measure and integration |
| Laguerre equation | Example | Ordinary differential equations |
| Abscissa of convergence | Concept | Integral transforms, operational calculus |
| Koszul algebra | Concept | Associative rings and algebras |
| Hermitian manifold | Definition | Differential geometry |
| Infinitary logic | Definition | Mathematical logic and foundations |
| Quantum group | Definition | Associative rings and algebras |
| Spectral triple | Concept | Global analysis, analysis on manifolds |
| Étale morphism of rings | Concept | Commutative algebra |
| Birth–death process | Definition | Probability theory and stochastic processes |
| Riccati differential equation of optimal control | Definition | Calculus of variations and optimal control; optimization |
| Griffiths positivity | Concept | Several complex variables and analytic spaces |
| Entourage | Concept | General topology |
| Topology of pointwise convergence | Concept | General topology |
| Gage–Hamilton–Grayson theorem | Theorem | Differential geometry |
| Boolean-valued model | Concept | Mathematical logic and foundations |
| Hahn embedding theorem | Theorem | Order, lattices, ordered algebraic structures |
| Fokker–Planck equation | Concept | Partial differential equations |
| de Rham curve | Example | Difference and functional equations |
| Lambert W function | Concept | Special functions |
| Positive element | Definition | Functional analysis |
| Galois connection between subgroups and subfields | Definition | Field theory and polynomials |
| Kuratowski closure axioms | Definition | General topology |
| Casson invariant | Definition | Manifolds and cell complexes |
| Schubert calculus | Concept | Algebraic geometry |
| Complete category | Concept | Category theory; homological algebra |
| Almost split sequence | Definition | Associative rings and algebras |
| Karamata's inequality | Theorem | Real functions |
| Integral equation of the first kind | Definition | Integral equations |
| Net | Definition | General topology |
| Kleene's T predicate | Definition | Mathematical logic and foundations |
| Variational integrator | Definition | Numerical analysis |
| Little cubes operad | Example | Category theory; homological algebra |
| Quasifield | Definition | Field theory and polynomials |
| Bayes risk | Definition | Statistics |
| Irreducible representation | Concept | Group theory and generalizations |
| Rauch comparison theorem | Theorem | Differential geometry |
| Bipolar theorem | Theorem | Functional analysis |
| Freyd's adjoint functor theorem | Theorem | Category theory; homological algebra |
| Variety of groups | Example | Group theory and generalizations |
| Biholomorphism | Concept | Several complex variables and analytic spaces |
| Statistical inference | Definition | Statistics |
| Net of a polyhedron | Concept | Convex and discrete geometry |
| Radon measure | Definition | Measure and integration |
| Discrete wavelet transform | Definition | Harmonic analysis on Euclidean spaces |
| Normal coordinates | Definition | Differential geometry |
| Autoregressive model | Definition | Statistics |
| Horner's method | Concept | Computer science |
| Concrete category | Concept | Category theory; homological algebra |
| Frostman lemma | Lemma | Measure and integration |
| Ext functor | Definition | Commutative algebra |
| Phragmén–Lindelöf principle | Theorem | Functions of a complex variable |
| Morita equivalence of Lie groupoids | Concept | Topological groups, Lie groups |
| Lindström's theorem | Theorem | Mathematical logic and foundations |
| Farkas' lemma | Lemma | Operations research, mathematical programming |
| Semistable reduction theorem | Theorem | Algebraic geometry |
| Pseudospectral optimal control | Concept | Calculus of variations and optimal control; optimization |
| Well-posed problem | Definition | Partial differential equations |
| Matched Z-transform method | Definition | Systems theory; control |
| Zariski tangent space | Definition | Algebraic geometry |
| Baire property | Concept | General topology |
| Zassenhaus neighbourhood | Concept | Topological groups, Lie groups |
| Christoffel symbols | Concept | Differential geometry |
| Prime decomposition of 3-manifolds | Theorem | Manifolds and cell complexes |
| Trigonometric series | Concept | Harmonic analysis on Euclidean spaces |
| Peridynamics | Example | Mechanics of deformable solids |
| Character of an abelian group | Definition | Abstract harmonic analysis |
| Theory | Definition | Mathematical logic and foundations |
| Gauss's principle of least constraint | Fact | Mechanics of particles and systems |
| Fredholm map | Definition | Global analysis, analysis on manifolds |
| Integral equation | Definition | Integral equations |
| Cellular approximation theorem | Theorem | Manifolds and cell complexes |
| Simple module | Concept | Associative rings and algebras |
| Nonstandard analysis | Definition | Real functions |
| Koenigs linearization theorem | Theorem | Dynamical systems and ergodic theory |
| Inversion in a circle | Definition | Geometry |
| Ideal quotient | Definition | Commutative algebra |
| Minimum-variance unbiased estimator | Definition | Statistics |
| Gauss–Seidel method | Theorem | Numerical analysis |
| Least harmonic majorant | Concept | Potential theory |
| Wirtinger's inequality for functions | Theorem | Real functions |
| Frattini subgroup | Definition | Group theory and generalizations |
| Subobject | Definition | Category theory; homological algebra |
| Integral closure | Concept | Commutative algebra |
| Strip of convergence of the bilateral transform | Definition | Integral transforms, operational calculus |
| Nevanlinna theory in several variables | Definition | Several complex variables and analytic spaces |
| Dilogarithm | Concept | Special functions |
| Barycentric coordinates | Concept | Geometry |
| Butterfly effect | Concept | Dynamical systems and ergodic theory |
| Min-max theorem | Theorem | Calculus of variations and optimal control; optimization |
| Fourier series | Concept | Harmonic analysis on Euclidean spaces |
| Smale's problems on dynamics | Problem | Dynamical systems and ergodic theory |
| Cramér–von Mises criterion | Concept | Statistics |
| Spencer cohomology | Definition | Global analysis, analysis on manifolds |
| Method of steps | Definition | Ordinary differential equations |
| Orthomodular lattice | Definition | Order, lattices, ordered algebraic structures |
| James's theorem | Theorem | Functional analysis |
| Fisher information | Concept | Statistics |
| Section and retraction | Definition | Category theory; homological algebra |
| Davis's converse of the Knaster–Tarski theorem | Theorem | Order, lattices, ordered algebraic structures |
| Sign test | Definition | Statistics |
| Quasisymmetric map | Concept | Functions of a complex variable |
| Crossed product algebra | Concept | Associative rings and algebras |
| Post algebra | Definition | Order, lattices, ordered algebraic structures |
| Modular representation theory | Concept | Group theory and generalizations |
| Dolbeault isomorphism | Theorem | Several complex variables and analytic spaces |
| Locale | Concept | Order, lattices, ordered algebraic structures |
| Cycle double cover conjecture | Conjecture | Combinatorics |
| Monotone convergence theorem | Theorem | Measure and integration |
| Bayesian network | Definition | Statistics |
| Nagell–Lutz theorem | Theorem | Number theory |
| Lax pair | Concept | Dynamical systems and ergodic theory |
| Polynomially convex set | Definition | Several complex variables and analytic spaces |
| Bounded sequences ℓ∞ | Example | Functional analysis |
| Morita invariant | Definition | Associative rings and algebras |
| Sketch | Definition | Category theory; homological algebra |
| Spectral space | Concept | General topology |
| Volterra operator | Example | Integral equations |
| Hirzebruch–Riemann–Roch theorem | Theorem | Algebraic geometry |
| Dirichlet boundary condition | Definition | Ordinary differential equations |
| Nondegenerate critical point | Definition | Manifolds and cell complexes |
| Cohn localization | Concept | Associative rings and algebras |