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Kleiman's theorem
[62%]
(Computing)
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Algebraic geometry
] This completes the proof of Statement 1.For Statement 2, since G ...
Knaster–Tarski theorem
[62%]
(Computing)
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Articles containing proofs
] [
Theorems in the foundations of mathematics
] [
Fixed-point theorems
] Often a more specialized version of the theorem is used, where ...
Kneser's theorem
[62%]
(Computing)
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Oscillation
] [
Theorems in analysis
] [
Ordinary differential equations
] Differential equations; Mathematical theorm ...
Kōmura's theorem
[62%]
(Computing)
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Theorems in functional analysis
] [
Theorems in measure theory
] Mathematical theorem ...
Kőnig's theorem
[62%]
(Computing)
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Matching (graph theory)
] [
Perfect graphs
] [
Articles containing proofs
] Graph theory; Theorem showing that maximum matching and minimum vertex cover are equivalent ...
König's theorem
[62%]
(Computing)
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Theorems in the foundations of mathematics
] [
Mathematical logic
] [
Cardinal numbers
] Set theory; Thus it is non-empty, which is just what the axiom of ...
Kruskal–Katona theorem
[62%]
(Computing)
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Theorems in combinatorics
] [
Hypergraphs
] [
Algebraic combinatorics
] About the numbers of faces of different dimensions in an abstract ...
Krylov–Bogolyubov theorem
[62%]
(Computing)
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Theorems in measure theory
] [
Probability theorems
] [
Theorems in dynamical systems
] G. Sinai (Ed.) (1997): Dynamical Systems II. Ergodic Theory with Applications ...
Kuratowski–Ulam theorem
[62%]
(Computing)
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Theorems in topology
] [
Descriptive set theory
] [
General topology
] Analog of Fubini's theorem for arbitrary second countable Baire spaces ...
Lagrange's theorem
[62%]
(Computing)
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Articles containing proofs
] Group theory; The order of a subgroup of a finite group G divides ...
Lax–Wendroff theorem
[62%]
(Computing)
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Theorems in analysis
] [
Computational fluid dynamics
] [
Numerical differential equations
] ...
Lévy–Steinitz theorem
[62%]
(Computing)
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Theorems in analysis
] [
Summability theory
] [
Permutations
] ...
Lie–Kolchin theorem
[62%]
(Computing)
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Theorems in representation theory
] [
Representation theory of algebraic groups
] [
Lie algebras
] Theorem in the representation theory of linear algebraic groups ...
Lie–Palais theorem
[62%]
(Computing)
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Theorems in differential geometry
] [
Lie algebras
] Lifts an action of a finite-dimensional Lie algebra on a manifold ...
Lindemann–Weierstrass theorem
[62%]
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Transcendental numbers
] [
Theorems in number theory
] [
Exponentials
] On algebraic independence of exponentials of linearly independent algebraic numbers over ...
Lindström's theorem
[62%]
(Computing)
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Metatheorems
] [
Theorems in the foundations of mathematics
] [
Mathematical logic
] ...
Lions–Lax–Milgram theorem
[62%]
(Computing)
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Theorems in functional analysis
] [
Partial differential equations
] In simple settings, it suffices to consider cylindrical domains : i.e., ...
Liouville's theorem
[62%]
(Computing)
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Analytic functions
] [
Articles containing proofs
] [
Theorems in complex analysis
] Complex analysis; Theorem in complex analysis ...
Liouville's theorem
[62%]
(Computing)
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Theorems in algebra
] [
Differential equations
] [
Differential algebra
] Differential algebra; Antiderivatives living in, at worst, an elementary differential extension of F ...
Löb's theorem
[62%]
(Computing)
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Mathematical axioms
] [
Provability logic
] [
Metatheorems
] Provability logic ...
Localization theorem
[62%]
(Computing)
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Integral calculus
] However, since x 0 is part of the open set Ω ...
Lucas's theorem
[62%]
(Computing)
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Theorems about prime numbers
] [
Articles containing proofs
] Modulo p , we only need to consider fixed points of ...
Lusin's theorem
[62%]
(Computing)
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Articles containing proofs
] [
Theorems in measure theory
] [
Theorems in real analysis
] Theorem in measure theory ...
Lyusternik–Fet theorem
[62%]
(Computing)
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Geodesic (mathematics)
] [
Differential geometry
] Mathematical theorem ...
Maharam's theorem
[62%]
(Computing)
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Theorems in measure theory
] [
Banach spaces
] Mathematical theorem regarding decomposability of measure spaces ...
Mahler's theorem
[62%]
(Computing)
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Theorems in analysis
] [
Factorial and binomial topics
] ...
Malgrange–Ehrenpreis theorem
[62%]
(Computing)
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Theorems in analysis
] [
Differential equations
] In mathematics, the Malgrange–Ehrenpreis theorem states that every non-zero linear differential ...
Malmquist's theorem
[62%]
(Computing)
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Theorems in analysis
] [
Ordinary differential equations
] ...
Mapping theorem
[62%]
(Computing)
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Poisson point processes
] Point process; ...
Masreliez's theorem
[62%]
(Computing)
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Control engineering
] [
Signal processing
] [
Control theory
] Masreliez theorem describes a recursive algorithm within the technology of extended ...
Master theorem
[62%]
(Computing)
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Analysis of algorithms
] [
Recurrence relations
] [
Theorems in computational complexity theory
] Analysis of algorithms; Analysis of divide and conquer algorithms ...
Maximum theorem
[62%]
(Computing)
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Theorems in analysis
] [
Mathematical theorems
] [
Mathematical optimization
] Provides conditions for a parametric optimization problem to have continuous solutions ...
Menelaus's theorem
[62%]
(Computing)
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Euclidean plane geometry
] [
Articles containing proofs
] [
Affine geometry
] Geometric relation on line segments formed by a line cutting through ...
Menger's theorem
[62%]
(Computing)
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Theorems in graph theory
] [
Network theory
] [
Graph connectivity
] Theorem in graph theory ...
Metrization theorem
[62%]
(Computing)
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Theorems in topology
] [
General topology
] This is also true of other structures linked to the metric ...
Milnor–Moore theorem
[62%]
(Computing)
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Hopf algebras
] Algebraic theorem ...
Minimax theorem
[62%]
(Computing)
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Mathematical theorems
] [
Mathematical optimization
] [
Game theory
] Gives conditions that guarantee the max–min inequality is also an equality ...
Minkowski's theorem
[62%]
(Computing)
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Articles containing proofs
] [
Theorems in number theory
] [
Convex analysis
] Every symmetric convex set in R^n with volume > 2^n contains ...
Min-max theorem
[62%]
(Computing)
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Theorems in functional analysis
] [
Spectral theory
] [
Operator theory
] Variational characterization of eigenvalues of compact Hermitian operators on Hilbert spaces ...
Mirsky's theorem
[62%]
(Computing)
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Theorems in combinatorics
] [
Perfect graphs
] [
Order theory
] Characterizes the height of any finite partially ordered set ...
Monge's theorem
[62%]
(Computing)
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Articles containing proofs
] [
Euclidean plane geometry
] The intersections of the 3 pairs of external tangent lines to ...
Mostow–Palais theorem
[62%]
(Computing)
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Theorems in topology
] [
Lie groups
] Equivariant version of the Whitney embedding theorem ...
Multinomial theorem
[62%]
(Computing)
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Articles containing proofs
] [
Factorial and binomial topics
] [
Combinatorics
] Generalization of the binomial theorem to other polynomials ...
Multiplication theorem
[62%]
(Computing)
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Mathematical theorems
] [
Gamma and related functions
] [
Zeta and L-functions
] Identity obeyed by many special functions related to the gamma function ...
Müntz–Szász theorem
[62%]
(Computing)
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Theorems in approximation theory
] [
Functional analysis
] The Müntz–Szász theorem is a basic result of approximation theory, proved ...
Narasimhan–Seshadri theorem
[62%]
(Computing)
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Theorems in analysis
] [
Riemann surfaces
] ...
Nash–Moser theorem
[62%]
(Computing)
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Theorems in functional analysis
] [
Inverse functions
] [
Topological vector spaces
] Generalization of the inverse function theorem ...
Nash-Williams theorem
[62%]
(Computing)
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Graph theory
] Theorem in graph theory describing number of edge-disjoint spanning trees a ...
Niven's theorem
[62%]
(Computing)
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Theorems in algebra
] [
Theorems in geometry
] [
Trigonometry
] The only rational angles in first quadrant whose sine is rational ...
No-cloning theorem
[62%]
(Computing)
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No-go theorems
] [
Articles containing proofs
] [
Theorems in quantum mechanics
] Theorem in quantum information science ...
Non-squeezing theorem
[62%]
(Computing)
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Theorems in geometry
] [
Symplectic geometry
] The non-squeezing theorem , also called Gromov's non-squeezing theorem , is ...
No-wandering-domain theorem
[62%]
(Computing)
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Complex dynamics
] [
Theorems in dynamical systems
] [
Limit sets
] Mathematical theorem ...
Ore's theorem
[62%]
(Computing)
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Hamiltonian paths and cycles
] [
Articles containing proofs
] [
Theorems in graph theory
] There are two vertices with degree less than n /2 in ...
Paley–Wiener theorem
[62%]
(Computing)
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Hardy spaces
] [
Theorems in complex analysis
] [
Generalized functions
] However, this integral may not be well-defined, even for in ; ...
Palm–Khintchine theorem
[62%]
(Computing)
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Probability theorems
] [
Point processes
] [
Network performance
] Theorem in probability theory ...
Parthasarathy's theorem
[62%]
(Computing)
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Theorems in measure theory
] [
Theorems in discrete mathematics
] [
Game theory
] Says when particular class of games on the unit square has ...
Pascal's theorem
[62%]
(Computing)
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Euclidean plane geometry
] [
Articles containing proofs
] [
Theorems in projective geometry
] Theorem on the collinearity of three points generated from a hexagon ...
Peetre theorem
[62%]
(Computing)
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Theorems in functional analysis
] [
Differential operators
] [
Articles containing proofs
] So Dq ( x ) 0. This is a contradiction.We now ...
Perron–Frobenius theorem
[62%]
(Computing)
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Markov processes
] [
Theorems in linear algebra
] [
Matrix theory
] Theory in linear algebra ...
Picard–Lindelöf theorem
[62%]
(Computing)
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Theorems in analysis
] [
Ordinary differential equations
] Existence and uniqueness of solutions to initial value problems ...
Pick's theorem
[62%]
(Computing)
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Analytic geometry
] [
Articles containing proofs
] [
Area
] Formula for area of a grid polygon ...
Pohlke's theorem
[62%]
(Computing)
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Linear algebra
] [
Graphical projections
] Pohlke's theorem is the fundamental theorem of axonometry. It was established ...
Poincaré–Birkhoff theorem
[62%]
(Computing)
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Fixed-point theorems
] [
Dynamical systems
] [
Symplectic topology
] ...
Poincaré–Birkhoff–Witt theorem
[62%]
(Computing)
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Lie algebras
] Explicitly describes the universal enveloping algebra of a Lie algebra ...
Poincaré–Miranda theorem
[62%]
(Computing)
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Fixed-point theorems
] [
Real analysis
] [
Topology
] Generalisation of the intermediate value theorem ...
Pompeiu's theorem
[62%]
(Computing)
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Articles containing proofs
] [
Elementary geometry
] On line segments from a point to the vertices of an ...
Projection-slice theorem
[62%]
(Computing)
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Image processing
] [
Integral transforms
] [
Theorems in Fourier analysis
] Theorem in mathematics ...
Prokhorov's theorem
[62%]
(Computing)
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Theorems in measure theory
] [
Compactness theorems
] Relates tightness of measures to relative compactness in the space of ...
Ptolemy's theorem
[62%]
(Computing)
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Euclidean plane geometry
] [
Articles containing proofs
] Relates the 4 sides and 2 diagonals of a quadrilateral with ...
Pythagorean theorem
[62%]
(Computing)
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Euclidean plane geometry
] [
Equations
] [
Articles containing proofs
] Relation between sides of a right triangle ...
Qvist's theorem
[62%]
(Computing)
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Incidence geometry
] [
Projective geometry
] [
Articles containing proofs
] ...
Rademacher–Menchov theorem
[62%]
(Computing)
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Theorems in analysis
] ...
Rademacher's theorem
[62%]
(Computing)
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Theorems in measure theory
] (This one-dimensional generalization of Rademacher's theorem fails to extend to higher ...
Radon–Nikodym theorem
[62%]
(Computing)
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Integral representations
] [
Generalizations of the derivative
] [
Articles containing proofs
] Expressing a measure as an integral of another ...
Ramsey's theorem
[62%]
(Computing)
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Articles containing proofs
] [
Theorems in graph theory
] [
Ramsey theory
] Statement in mathematical combinatorics ...
Rank–nullity theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Isomorphism theorems
] [
Theorems in linear algebra
] In linear algebra, relation between 3 dimensions ...
Rellich–Kondrachov theorem
[62%]
(Computing)
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Sobolev spaces
] [
Theorems in analysis
] Nauk SSSR 48, 563–566 (1945). Leoni, Giovanni (2009). A First Course ...
Representer theorem
[62%]
(Computing)
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Theoretical computer science
] [
Computational learning theory
] For example, Schölkopf, Herbrich, and Smola also consider the minimization: i.e., ...
Residue theorem
[62%]
(Computing)
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Analytic functions
] [
Theorems in complex analysis
] Concept of complex analysis ...
Rice's theorem
[62%]
(Computing)
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Theorems in the foundations of mathematics
] [
Articles containing proofs
] Theorem in computability theory ...
Riesz–Fischer theorem
[62%]
(Computing)
[
Theorems in real analysis
] [
Fourier series
] Let R be an inner product space consisting of functions (for ...
Robbins' theorem
[62%]
(Computing)
[
Theorems in graph theory
] [
Graph connectivity
] Equivalence between strongly orientable graphs and bridgeless graphs ...
Rolle's theorem
[62%]
(Computing)
[
Theorems in calculus
] [
Articles containing proofs
] [
Theorems in real analysis
] On stationary points between two equal values of a real ...
Rouché's theorem
[62%]
(Computing)
[
Theorems in complex analysis
] [
Articles containing proofs
] Theorem about zeros of holomorphic functions ...
Routh–Hurwitz theorem
[62%]
(Computing)
[
Theorems in real analysis
] [
Theorems in complex analysis
] Mathematical theorem ...
Sard's theorem
[62%]
(Computing)
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Theorems in measure theory
] [
Theorems in differential geometry
] [
Theorems in analysis
] Theorem in mathematical analysis ...
Sazonov's theorem
[62%]
(Computing)
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Theorems in measure theory
] [
Theorems in functional analysis
] [
Stochastic processes
] ...
Schröder–Bernstein theorem
[62%]
(Computing)
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Articles containing proofs
] [
Cardinal numbers
] [
Theorems in the foundations of mathematics
] Theorem in set theory ...
Segre's theorem
[62%]
(Computing)
[
Incidence geometry
] [
Projective geometry
] [
Articles containing proofs
] The standard examples are the nondegenerate projective conic sections.In pappian projective ...
Serre–Swan theorem
[62%]
(Computing)
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K-theory
] [
Differential topology
] [
Theorems in algebraic topology
] Relates the geometric vector bundles to algebraic projective modules ...
Shift theorem
[62%]
(Computing)
[
Theorems in analysis
] [
Differential operators
] [
Multivariable calculus
] ...
Silverman–Toeplitz theorem
[62%]
(Computing)
[
Summability theory
] [
Summability methods
] [
Theorems in analysis
] Theorem of summability methods ...
Sipser–Lautemann theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in computational complexity theory
] [
Randomized algorithms
] Bounded-error probabilistic polynomial time is contained in the polynomial time hierarchy ...
Śleszyński–Pringsheim theorem
[62%]
(Computing)
[
Theorems in real analysis
] [
Continued fractions
] Criterion for convergence of continued fractions ...
Solèr's theorem
[62%]
(Computing)
[
Theorems in quantum mechanics
] [
Mathematical logic
] Mathematical theorem ...
Spectral theorem
[62%]
(Computing)
[
Theorems in linear algebra
] [
Theorems in functional analysis
] [
Singular value decomposition
] Result about when a matrix can be diagonalized ...
Tikhonov's theorem
[62%]
(Computing)
[
Theorems in dynamical systems
] [
Perturbation theory
] [
Differential equations
] Dynamical systems; ...
Toy theorem
[62%]
(Computing)
[
Mathematical terminology
] [
Mathematical theorems
] Simplified instance of a general theorem ...
Transversality theorem
[62%]
(Computing)
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Differential geometry
] [
Theorems in differential topology
] Describes the transverse intersection properties of a smooth family of smooth ...
Trudinger's theorem
[62%]
(Computing)
[
Theorems in analysis
] [
Inequalities
] [
Sobolev spaces
] ...
Turán's theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in graph theory
] [
Extremal graph theory
] Extremal graph theory bound on clique-free graph edges ...
Tutte theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in graph theory
] [
Matching (graph theory)
] Characterization of graphs with perfect matchings ...
Ultraparallel theorem
[62%]
(Computing)
[
Theorems in geometry
] [
Hyperbolic geometry
] [
Articles containing proofs
] Theorem in hyperbolic geometry ...
Ushiki's theorem
[62%]
(Computing)
[
Several complex variables
] [
Theorems in complex analysis
] [
Dynamical systems
] Sur les liaisons-cols des systèmes dynamiques analytiques ...
Vantieghems theorem
[62%]
(Computing)
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Theorems about prime numbers
] [
Modular arithmetic
] [
Factorial and binomial topics
] ...
Varignon's theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Euclidean geometry
] The midpoints of the sides of an arbitrary quadrilateral form a ...
Viviani's theorem
[62%]
(Computing)
[
Articles containing proofs
] On the sum of the distances from an interior point to ...
Wilks' theorem
[62%]
(Computing)
[
Statistical tests
] [
Statistical ratios
] Statistical theorem ...
Wilson's theorem
[62%]
(Computing)
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Theorems about prime numbers
] [
Articles containing proofs
] [
Factorial and binomial topics
] Theorem on prime numbers ...
Wold's theorem
[62%]
(Computing)
[
Time series
] [
Theorems in statistics
] Theorem of stationary processes; that such time series are sums of ...
Wolstenholme's theorem
[62%]
(Computing)
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Theorems about prime numbers
] [
Articles containing proofs
] [
Factorial and binomial topics
] Result in number theory ...
Zahorski theorem
[62%]
(Computing)
[
Theorems in real analysis
] ...
Zeckendorf's theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in number theory
] [
Fibonacci numbers
] On the unique representation of integers as sums of non-consecutive Fibonacci ...
Zorich's theorem
[62%]
(Computing)
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General topology
] ...
Compression theorem
[62%]
(Computing)
[
Theorems in the foundations of mathematics
] [
Structural complexity theory
] [
Computational complexity theory
] ...
Gerbaldi's theorem
[62%]
(Computing)
[
Theorems in projective geometry
] [
Theorems in linear algebra
] [
Quadratic forms
] Result in linear algebra and projective geometry ...
Hurwitz's theorem
[62%]
(Computing)
[
Hypercomplex numbers
] [
Representation theory
] [
Quadratic forms
] Composition algebras; Non-associative algebras with positive-definite quadratic form ...
Mahaney's theorem
[62%]
(Computing)
[
Computational complexity theory
] ...
Meyer's theorem
[62%]
(Computing)
[
Theorems in number theory
] [
Quadratic forms
] Indefinite quadratic form in > 4 variables over the rationals nontrivially ...
Nullity theorem
[62%]
(Computing)
[
Matrix theory
] The nullity theorem is a mathematical theorem about the inverse of ...
Sinkhorn's theorem
[62%]
(Computing)
[
Theorems in linear algebra
] [
Matrix theory
] Every square matrix with positive entries can be written in a ...
Slonimski's Theorem
[62%]
(Computing)
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Multiplication
] [
Mechanical calculators
] Slonimski's Theorem is an observation by Hayyim Selig Slonimski that the ...
Specht's theorem
[62%]
(Computing)
[
Theorems in linear algebra
] [
Matrix theory
] Gives a necessary and sufficient condition for two complex matrices to ...
Witt's theorem
[62%]
(Computing)
[
Quadratic forms
] [
Theorems in linear algebra
] Basic result in the algebraic theory of quadratic forms, on extending ...
Bayes' theorem
[62%]
(Computing)
[
Theorems in statistics
] [
Probability theorems
] [
Bayesian statistics
] Probability based on prior knowledge ...
CAP theorem
[62%]
(Computing)
[
Distributed computing
] Need to sacrifice consistency or availability in the presence of network ...
Arrival theorem
[62%]
(Computing)
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Probability theorems
] [
Queueing theory
] Theorem of queueing theory about instantaneous behavior at arrival times ...
Atkinson's theorem
[62%]
(Computing)
[
Theorems in functional analysis
] On the other hand, T (Ker( F ) ⊥ ) is ...
Bartlett's theorem
[62%]
(Computing)
[
Queueing theory
] [
Probability theorems
] Seminar Theories ...
Belyi's theorem
[62%]
(Computing)
[
Theorems in algebraic geometry
] [
Algebraic curves
] Connects non-singular algebraic curves with compact Riemann surfaces ...
Bernstein's theorem
[62%]
(Computing)
[
Approximation theory
] Polynomials; Mathematical inequality ...
Blackman's theorem
[62%]
(Computing)
[
Control engineering
] [
Electronic amplifiers
] [
Signal processing
] Blackman's theorem is a general procedure for calculating the change in ...
Burke's theorem
[62%]
(Computing)
[
Queueing theory
] [
Probability theorems
] Theorem in queueing theory ...
Campbell's theorem
[62%]
(Computing)
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Probability theorems
] Probability; Theorem In probability theory and statistics ...
Carnot's theorem
[62%]
(Computing)
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Mathematical theorems
] [
Triangle geometry
] Conics; A relation between conic sections and triangles ...
Carnot's theorem
[62%]
(Computing)
[
Theorems in plane geometry
] [
Triangle geometry
] Inradius, circumradius; Gives the sum of the distances from the circumcenter to the ...
Carnot's theorem
[62%]
(Computing)
[
Mathematical theorems
] [
Triangle geometry
] Perpendiculars; Condition for 3 lines with common point to be perpendicular to ...
Cohn's theorem
[62%]
(Computing)
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Polynomials
] ...
Commutation theorem
[62%]
(Computing)
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Theorems in representation theory
] [
Theorems in functional analysis
] [
Ergodic theory
] Identifies the commutant of a specific von Neumann algebra acting on ...
Cox's theorem
[62%]
(Computing)
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Theorems in statistics
] [
Probability interpretations
] [
Probability theorems
] Derivation of the laws of probability theory ...
Cramér's theorem
[62%]
(Computing)
[
Probability theorems
] [
Large deviations theory
] Large deviations; ...
Descartes' theorem
[62%]
(Computing)
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Circle packing
] [
Analytic geometry
] [
Euclidean plane geometry
] Equation for radii of tangent circles ...
Dieudonné's theorem
[62%]
(Computing)
[
Theorems in functional analysis
] [
Convex analysis
] ...
Donsker's theorem
[62%]
(Computing)
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Theorems in statistics
] [
Probability theorems
] ...
Dvoretzky's theorem
[62%]
(Computing)
[
Theorems in functional analysis
] [
Banach spaces
] 139 (1977), 53–94. References Further reading ...
Fuglede's theorem
[62%]
(Computing)
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Theorems in functional analysis
] [
Operator theory
] One expects that TN NT if and only if TP i ...
Gleason's theorem
[62%]
(Computing)
[
Probability theorems
] [
Quantum measurement
] Theorem in quantum mechanics ...
Goldstine theorem
[62%]
(Computing)
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Theorems in functional analysis
] [
Banach spaces
] ...
Hadwiger's theorem
[62%]
(Computing)
[
Probability theorems
] [
Theorems in convex geometry
] [
Integral geometry
] ...
Harcourt's theorem
[62%]
(Computing)
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Theorems in plane geometry
] [
Triangle geometry
] [
Circles
] Area of a triangle from its sides and vertex distances to ...
Hinge theorem
[62%]
(Computing)
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Elementary geometry
] Geometry theorem relating to triangles ...
Jacobi's theorem
[62%]
(Computing)
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Triangle geometry
] Geometry; ...
James's theorem
[62%]
(Computing)
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Theorems in functional analysis
] ...
Kachurovskii's theorem
[62%]
(Computing)
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Theorems in functional analysis
] [
Convex analysis
] ...
Kharitonov's theorem
[62%]
(Computing)
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Theorems in dynamical systems
] [
Control theory
] Kharitonov's theorem is a result used in control theory to assess ...
Lagrange's theorem
[62%]
(Computing)
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Theorems about prime numbers
] Number theory; It is easy to see . To prove (1), first note ...
Lauricella's theorem
[62%]
(Computing)
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Theorems in functional analysis
] Orthogonal functions theorem ...
Lester's theorem
[62%]
(Computing)
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Theorems in plane geometry
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Circles
] [
Triangle geometry
] Several points associated with a scalene triangle lie on the same ...
Marden's theorem
[62%]
(Computing)
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Theorems in complex geometry
] [
Conic sections
] On zeros of derivatives of cubic polynomials ...
Matsumoto's theorem
[62%]
(Computing)
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Braid groups
] [
Theorems in group theory
] Group theory; ...
Maxwell's theorem
[62%]
(Computing)
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Probability theorems
] Concept in probability theory ...
Mercer's theorem
[62%]
(Computing)
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Theorems in functional analysis
] Then essentially the same result holds: Theorem . Suppose K is ...
Minlos's theorem
[62%]
(Computing)
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Theorems regarding stochastic processes
] [
Theorems in functional analysis
] ...
Modularity theorem
[62%]
(Computing)
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Arithmetic geometry
] [
Conjectures that have been proved
] [
Theorems in algebraic geometry
] Relates rational elliptic curves to modular forms ...
Moreau's theorem
[62%]
(Computing)
[
Theorems in functional analysis
] [
Convex analysis
] ...
Napoleon's theorem
[62%]
(Computing)
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Theorems in plane geometry
] [
Triangle geometry
] On lines connecting the centres of equilateral triangles built on the ...
PACELC theorem
[62%]
(Computing)
[
Database theory
] [
Distributed computing
] This guarantee does not apply to "Global Tables " across regions ...
PCP theorem
[62%]
(Computing)
[
Quantum information theory
] [
Theorems in computational complexity theory
] [
Randomized algorithms
] Theorem in computational complexity theory ...
Plancherel theorem
[62%]
(Computing)
[
Theorems in Fourier analysis
] [
Theorems in harmonic analysis
] [
Theorems in functional analysis
] Theorem in harmonic analysis ...
Raikov's theorem
[62%]
(Computing)
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Theorems in statistics
] [
Probability theorems
] [
Characterization of probability distributions
] Raikov’s theorem, named for Russian mathematician Dmitrii Abramovich Raikov, is a ...
Reuschle's theorem
[62%]
(Computing)
[
Elementary geometry
] Describes a property of the cevians of a triangle intersecting in ...
Ribet's theorem
[62%]
(Computing)
[
Theorems in algebraic geometry
] [
Theorems in number theory
] [
Modular forms
] Result concerning properties of Galois representations associated with modular forms ...
Routh's theorem
[62%]
(Computing)
[
Affine geometry
] [
Area
] Area ratio of one triangle and the triangle formed by the ...
Sanov's theorem
[62%]
(Computing)
[
Probabilistic inequalities
] [
Information theory
] Let A be a set of probability distributions over an alphabet ...
Schilder's theorem
[62%]
(Computing)
[
Large deviations theory
] [
Theorems regarding stochastic processes
] [
Asymptotic analysis
] ...
Schur's theorem
[62%]
(Computing)
[
Theorems in functional analysis
] [
Theorems in linear algebra
] [
Theorems in differential geometry
] One of several theorems in different areas of mathematics ...
Sklar's theorem
[62%]
(redirect)
Slutsky's theorem
[62%]
(Computing)
[
Theorems in statistics
] [
Probability theorems
] [
Asymptotic theory (statistics)
] Theorem in probability theory ...
Thomsen's theorem
[62%]
(Computing)
[
Theorems in plane geometry
] [
Triangle geometry
] A certain path of line segments parallel to a triangle's edges ...
Tonelli's theorem
[62%]
(Computing)
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Variational analysis
] [
Theorems in functional analysis
] [
Measure theory
] Functional analysis; In mathematics, Tonelli's theorem in functional analysis is a fundamental result ...
Torelli theorem
[62%]
(Computing)
[
Theorems in algebraic geometry
] [
Theorems in complex geometry
] [
Abelian varieties
] Describes when a compact Riemann surface is determined by its Jacobian ...
Trillium theorem
[62%]
(Computing)
[
Mathematical theorems
] [
Triangle geometry
] A statement about properties of inscribed and circumscribed circles ...
Weber's theorem
[62%]
(Computing)
[
Theorems in algebraic geometry
] [
Algebraic curves
] ...
Wendel's theorem
[62%]
(Computing)
[
Theorems in geometry
] [
Probability theorems
] ...
2π theorem
[62%]
(Computing)
[
Theorems in geometry
] [
3-manifolds
] Gives sufficient condition for Dehn filling to result in a negatively ...
Barbier's theorem
[62%]
(Computing)
[
Length
] [
Theorems in plane geometry
] Any two curves that have the same constant width are crossed ...
Bloch's theorem
[62%]
(Computing)
[
Theorems in complex analysis
] [
Unsolved problems in mathematics
] Complex variables; Bloch's theorem tells us B ≥ 1/72, but the exact value of ...
Busemann's theorem
[62%]
(Computing)
[
Theorems in convex geometry
] [
Geometric inequalities
] [
Euclidean geometry
] ...
Cantor's theorem
[62%]
(Computing)
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Cardinal numbers
] [
Theorems in the foundations of mathematics
] [
Set theory
] Every set is smaller than its power set ...
Cauchy's theorem
[62%]
(Computing)
[
Theorems in convex geometry
] [
Euclidean geometry
] [
Mathematics of rigidity
] Geometry; Convex polytopes in R³ with congruent corresponding faces must be congruent ...
Commandino's theorem
[62%]
(Computing)
[
Euclidean geometry
] [
Theorems in geometry
] The four medians of a tetrahedron are concurrent ...
Crossbar theorem
[62%]
(Computing)
[
Theorems in plane geometry
] [
Euclidean plane geometry
] Geometric theorem ...
Desargues's theorem
[62%]
(Computing)
[
Euclidean plane geometry
] [
Theorems in projective geometry
] Two triangles are in perspective axially if and only if they ...
Diaconescu's theorem
[62%]
(Computing)
[
Axiom of choice
] [
Set theory
] [
Constructivism (mathematics)
] If holds, then and . So in that case , and ...
Easton's theorem
[62%]
(Computing)
[
Forcing (mathematics)
] [
Cardinal numbers
] [
Theorems in the foundations of mathematics
] Mathematic theorem ...
Gram's theorem
[62%]
(Computing)
[
Theorems in algebraic geometry
] [
Invariant theory
] ...
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