Nodes at W0, stub
A tag, a kind, a name, an inventory row, and a same_as or a source.
- W0 stub 6044
- W1 stated 1702
- W2 usable 60
- W3 complete 0
Ideas 1801–1950 of 6044.
| Name | Kind | Subject |
|---|---|---|
| Robinson–Schensted correspondence | Theorem | Combinatorics |
| Cap set problem | Theorem | Combinatorics |
| Locally path-connected space | Definition | General topology |
| Kirkman's schoolgirl problem | Problem | Combinatorics |
| Zeros and poles | Concept | Functions of a complex variable |
| Fock space | Object | Functional analysis |
| Hochster's homological conjectures | Conjecture | Commutative algebra |
| Unknot | Example | Manifolds and cell complexes |
| Minkowski bound | Theorem | Number theory |
| Clarkson's inequalities | Theorem | Functional analysis |
| Commutant | Concept | Functional analysis |
| Brouwer–Heyting–Kolmogorov interpretation | Definition | Mathematical logic and foundations |
| Space form | Concept | Differential geometry |
| Representation theory of the symmetric group | Concept | Group theory and generalizations |
| Dynamic equation on time scales | Definition | Ordinary differential equations |
| Queueing theory | Definition | Probability theory and stochastic processes |
| Jacobson ring | Definition | Commutative algebra |
| Sectional curvature | Concept | Differential geometry |
| Koszul complex | Definition | Commutative algebra |
| Riemann zeta function | Concept | Number theory |
| O-minimal theory | Definition | Mathematical logic and foundations |
| Lebesgue's theorem on differentiability of monotone functions | Theorem | Real functions |
| Hodge star operator | Concept | Global analysis, analysis on manifolds |
| Loewner's torus inequality | Theorem | Differential geometry |
| Newton–Kantorovich theorem | Theorem | Numerical analysis |
| Lickorish–Wallace theorem | Theorem | Manifolds and cell complexes |
| Perfect graph | Concept | Combinatorics |
| Separably generated extension | Concept | Field theory and polynomials |
| Dedekind domain | Definition | Commutative algebra |
| Regular chain | Concept | Commutative algebra |
| Topological group structure of a vector space | Definition | Functional analysis |
| Characteristic of a field | Concept | Field theory and polynomials |
| Standard part function | Concept | Real functions |
| Radon–Nikodym theorem | Theorem | Measure and integration |
| Locally path-connected space | Concept | General topology |
| Berger's classification of holonomy groups | Theorem | Differential geometry |
| Self-similar measure | Definition | Measure and integration |
| Artinian ring | Concept | Commutative algebra |
| Paley–Zygmund inequality | Theorem | Probability theory and stochastic processes |
| Homotopy groups of spheres | Definition | Algebraic topology |
| Crossing number | Definition | Manifolds and cell complexes |
| Grothendieck's Galois theory | Definition | Field theory and polynomials |
| Elementary substructure | Definition | Mathematical logic and foundations |
| Zassenhaus lemma | Lemma | Group theory and generalizations |
| Heegner point | Concept | Number theory |
| Wiener process | Concept | Probability theory and stochastic processes |
| Hilbert–Samuel function | Definition | Commutative algebra |
| Complete measure | Concept | Measure and integration |
| Euler–Maruyama method | Concept | Numerical analysis |
| Gaussian process | Concept | Probability theory and stochastic processes |
| Measure-preserving transformation | Definition | Measure and integration |
| Formally real field | Definition | Field theory and polynomials |
| Lagrange interpolation | Concept | Approximations and expansions |
| Order of a zero or pole | Concept | Functions of a complex variable |
| Nonexistence of infinite-dimensional Lebesgue measure | Theorem | Measure and integration |
| Primitive polynomial over a finite field | Definition | Number theory |
| Cohn's irreducibility criterion | Theorem | Number theory |
| Schur-convex function | Definition | Real functions |
| Scalar curvature | Definition | Differential geometry |
| Dirichlet L-function | Definition | Number theory |
| Choquet capacity | Concept | Measure and integration |
| Stable homotopy category | Concept | Algebraic topology |
| Gauss circle problem | Problem | Number theory |
| Classifying space | Definition | Algebraic topology |
| Subnormal operator | Definition | Operator theory |
| Exponential map | Definition | Differential geometry |
| Jacobi sum | Concept | Number theory |
| Reflexive space | Definition | Functional analysis |
| Free monoid | Definition | Group theory and generalizations |
| Kolmogorov backward equation | Definition | Probability theory and stochastic processes |
| Smooth morphism of rings | Concept | Commutative algebra |
| Young tableau | Definition | Combinatorics |
| Inner regular measure | Concept | Measure and integration |
| Regular summability method | Concept | Sequences, series, summability |
| Integrally closed domain | Definition | Commutative algebra |
| Osgood uniqueness criterion | Theorem | Ordinary differential equations |
| Markov kernel | Concept | Probability theory and stochastic processes |
| Homogeneous polynomial | Concept | Commutative algebra |
| Ordinal arithmetic | Definition | Mathematical logic and foundations |
| Artin's induction theorem | Theorem | Group theory and generalizations |
| Vietoris topology | Definition | General topology |
| Well-formed formula | Definition | Mathematical logic and foundations |
| Geodesic | Definition | Differential geometry |
| Bergman space | Concept | Functions of a complex variable |
| Köthe–Toeplitz dual | Definition | Functional analysis |
| Montel space | Definition | Functional analysis |
| Hilbert matrix | Example | Linear and multilinear algebra; matrix theory |
| Homotopy | Definition | Algebraic topology |
| Martingale representation theorem | Theorem | Probability theory and stochastic processes |
| Inaccessible cardinal | Definition | Mathematical logic and foundations |
| Theta function | Concept | Number theory |
| Green's function for the Laplacian | Definition | Potential theory |
| Von Neumann's theorem on self-adjoint extensions | Theorem | Operator theory |
| Conformal modulus | Concept | Functions of a complex variable |
| Integral quadratic form | Concept | Number theory |
| Absolutely continuous measure | Definition | Measure and integration |
| Lagrange resolvent | Concept | Field theory and polynomials |
| Reeb vector field | Definition | Differential geometry |
| Whitney embedding theorem | Theorem | Manifolds and cell complexes |
| Projective determinacy | Concept | Mathematical logic and foundations |
| Nilpotency class | Definition | Group theory and generalizations |
| Finite projective plane | Object | Geometry |
| Infinite product measure | Concept | Measure and integration |
| Itô's lemma | Theorem | Probability theory and stochastic processes |
| Stochastic geometry | Concept | Probability theory and stochastic processes |
| Cauchy matrix | Definition | Linear and multilinear algebra; matrix theory |
| Loop space | Concept | Algebraic topology |
| Weyl's law | Theorem | Partial differential equations |
| Nilradical | Definition | Commutative algebra |
| Amalgamation property | Definition | Mathematical logic and foundations |
| Hypergraph | Definition | Combinatorics |
| Unconditional convergence | Concept | Sequences, series, summability |
| Eberlein–Šmulian theorem | Theorem | Functional analysis |
| Space of convergent sequences c | Example | Functional analysis |
| Relaxation oscillation | Concept | Ordinary differential equations |
| Linear logic | Concept | Mathematical logic and foundations |
| Hahn decomposition theorem | Theorem | Measure and integration |
| Jordan–Brouwer separation theorem | Theorem | Algebraic topology |
| Étale morphism of rings | Definition | Commutative algebra |
| Prüfer domain | Concept | Commutative algebra |
| Ehrenfeucht–Fraïssé game | Concept | Mathematical logic and foundations |
| Point spectrum | Definition | Operator theory |
| Poisson bracket | Concept | Differential geometry |
| Field of formal Laurent series | Definition | Commutative algebra |
| Chinese restaurant process | Example | Probability theory and stochastic processes |
| Classification of surfaces | Theorem | Manifolds and cell complexes |
| Geometric group theory | Concept | Group theory and generalizations |
| Monotone class theorem | Theorem | Measure and integration |
| Balanced set | Concept | Functional analysis |
| Beurling's theorem | Theorem | Operator theory |
| Method of multiple scales | Concept | Ordinary differential equations |
| Absorbing set | Definition | Functional analysis |
| Matlis duality | Theorem | Commutative algebra |
| Fredholm index | Concept | Operator theory |
| Suspension | Definition | Algebraic topology |
| I-adic topology | Concept | Commutative algebra |
| Noetherian topological space | Concept | General topology |
| Dense linear order | Example | Mathematical logic and foundations |
| Completion of a normed space | Concept | Functional analysis |
| Ideal of compact operators | Concept | Operator theory |
| Heegaard Floer homology | Concept | Manifolds and cell complexes |
| Z* theorem | Theorem | Group theory and generalizations |
| Knot group | Definition | Manifolds and cell complexes |
| Cartan formula | Theorem | Algebraic topology |
| Relative homotopy group | Definition | Algebraic topology |
| Milnor K-theory | Concept | K-theory |
| Singular function | Definition | Real functions |
| Lebesgue measure | Object | Measure and integration |
| Schwartz kernel theorem | Theorem | Functional analysis |
| Kirszbraun theorem | Theorem | Real functions |