Every idea
- Concepts 2778
- Definitions 2634
- Statements 1926
- Conjectures 38
- Problems 54
- Examples 213
- Counterexamples 52
- Objects 99
- Proofs 10
- Computations 1
- Topics 1
Ideas 3451–3600 of 7806.
| Name | Kind | Subject |
|---|---|---|
| Regular cardinal | Concept | Mathematical logic and foundations |
| Rate function | Concept | Probability theory and stochastic processes |
| Euler–Boole summation | Concept | Numerical analysis |
| Laplace's method | Definition | Approximations and expansions |
| Sphere spectrum | Object | Algebraic topology |
| VC dimension | Definition | Combinatorics |
| Huisken's theorem on convex hypersurfaces | Theorem | Differential geometry |
| Hales–Jewett theorem | Theorem | Combinatorics |
| Ryll-Nardzewski theorem | Theorem | Mathematical logic and foundations |
| Schatten class | Concept | Operator theory |
| Nakayama's lemma | Lemma | Commutative algebra |
| Piecewise linear manifold | Concept | Manifolds and cell complexes |
| Filter | Concept | General topology |
| Proper map | Concept | General topology |
| Abel–Ruffini theorem | Theorem | Field theory and polynomials |
| Strongly minimal theory | Definition | Mathematical logic and foundations |
| Ideal quotient | Concept | Commutative algebra |
| Lambert series | Definition | Functions of a complex variable |
| Tensor product of algebras | Concept | Commutative algebra |
| Liénard's theorem | Theorem | Ordinary differential equations |
| Finitely additive measure | Definition | Measure and integration |
| Vector measure | Definition | Measure and integration |
| Warsaw circle | Example | General topology |
| Kolmogorov complexity | Definition | Computer science |
| Spectral theorem for unbounded self-adjoint operators | Theorem | Operator theory |
| Resolvent set | Definition | Operator theory |
| Univalent function | Definition | Functions of a complex variable |
| Random matrix | Definition | Linear and multilinear algebra; matrix theory |
| Lebesgue point | Concept | Measure and integration |
| Link | Concept | Manifolds and cell complexes |
| n-connected space | Concept | Algebraic topology |
| Artin approximation theorem | Theorem | Commutative algebra |
| Riesz projector | Definition | Operator theory |
| Wagner's theorem | Theorem | Combinatorics |
| Krull dimension | Definition | Commutative algebra |
| Differential inclusion | Definition | Ordinary differential equations |
| Banach–Alaoglu theorem | Theorem | Functional analysis |
| Knot concordance | Concept | Manifolds and cell complexes |
| Tate cohomology | Concept | Group theory and generalizations |
| Graph of an operator | Definition | Operator theory |
| Dirichlet's unit theorem | Theorem | Number theory |
| Real projective space | Object | Manifolds and cell complexes |
| Long line | Counterexample | General topology |
| Weak topology | Definition | Functional analysis |
| Ehrenfeucht–Fraïssé game | Definition | Mathematical logic and foundations |
| Malliavin calculus | Concept | Probability theory and stochastic processes |
| Nevanlinna theory | Concept | Functions of a complex variable |
| Integral element | Concept | Commutative algebra |
| Eckmann–Hilton duality | Concept | Algebraic topology |
| Hybrid system | Concept | Ordinary differential equations |
| Padé approximant | Concept | Approximations and expansions |
| Equivariant cohomology | Definition | Algebraic topology |
| CAT(k) space | Concept | Differential geometry |
| Tutte polynomial | Definition | Combinatorics |
| Polynomial function | Concept | Real functions |
| Approximate point spectrum | Definition | Operator theory |
| Spectrum | Concept | Algebraic topology |
| Spin(7)-manifold | Concept | Differential geometry |
| Model theory | Definition | Mathematical logic and foundations |
| Non-Archimedean absolute value | Concept | Field theory and polynomials |
| Congruence subgroup | Concept | Number theory |
| Permutation pattern | Concept | Combinatorics |
| Incidence algebra | Concept | Order, lattices, ordered algebraic structures |
| Regular local rings are UFDs | Theorem | Commutative algebra |
| Universal bundle | Concept | Algebraic topology |
| Boundary value problem | Definition | Ordinary differential equations |
| Logical consequence | Concept | Mathematical logic and foundations |
| Random matrix | Concept | Linear and multilinear algebra; matrix theory |
| Giroux correspondence | Theorem | Manifolds and cell complexes |
| Twelvefold way | Concept | Combinatorics |
| Feedback linearization | Concept | Systems theory; control |
| Semifield | Definition | Field theory and polynomials |
| Categorical theory | Concept | Mathematical logic and foundations |
| Elliptic cohomology | Definition | Algebraic topology |
| Hopf bifurcation | Definition | Ordinary differential equations |
| Handle decomposition | Definition | Manifolds and cell complexes |
| Transcritical bifurcation | Definition | Ordinary differential equations |
| Proximity space | Definition | General topology |
| Cylindric algebra | Concept | Mathematical logic and foundations |
| Hilbert system | Concept | Mathematical logic and foundations |
| Finite morphism of rings | Concept | Commutative algebra |
| Prenex normal form | Definition | Mathematical logic and foundations |
| Compactness theorem | Theorem | Mathematical logic and foundations |
| Radon–Nikodym derivative | Concept | Measure and integration |
| Initial topology | Concept | General topology |
| Levin-type transformations | Concept | Numerical analysis |
| Stone–Weierstrass theorem | Theorem | Functional analysis |
| Pettis measurability theorem | Theorem | Measure and integration |
| Mahler measure | Definition | Number theory |
| Non-measurable set | Definition | Measure and integration |
| Proof complexity | Concept | Mathematical logic and foundations |
| Krull intersection theorem | Theorem | Commutative algebra |
| Dual graph | Concept | Combinatorics |
| Non-standard model of arithmetic | Example | Mathematical logic and foundations |
| Riemannian metric | Definition | Differential geometry |
| Weakly compact cardinal | Concept | Mathematical logic and foundations |
| Associated prime | Definition | Commutative algebra |
| Post's problem | Problem | Mathematical logic and foundations |
| Symmetric spectrum | Concept | Algebraic topology |
| Arakelyan's theorem | Theorem | Functions of a complex variable |
| 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 |