Hand
W
iki
Encyclopedia of Knowledge
Home
Searching: "
Theorem
"
Back
Theorem
[100%]
(Computing)
[
Concepts in logic
] [
Mathematical terminology
] [
Mathematical proofs
] In mathematics, a statement that has been proved
Bayes theorem
[62%]
(Computing)
[
Statistics
] [
Data analysis
] [
W.Krisher and R.Bock
] ...
Gauss-markov theorem
[62%]
(Computing)
[
Statistics
] [
Data analysis
] [
W.Krisher and R.Bock
] This theorem states that when estimating parameters in a linear model ...
Sampling theorem
[62%]
(Computing)
[
Statistics
] [
Data analysis
] [
W.Krisher and R.Bock
] The greyvalues of digitized one- or two-dimensional signals are typically generated ...
Abel–Ruffini theorem
[62%]
(Computing)
[
Solvable groups
] [
Galois theory
] [
Articles containing proofs
] Equations of degree 5 or higher cannot be solved by radicals ...
Abel's theorem
[62%]
(Computing)
[
Summability methods
] [
Mathematical series
] [
Theorems in complex analysis
] For example, when a_k \frac , we obtain G_a(z) \frac , ...
Adian–Rabin theorem
[62%]
(Computing)
[
Geometric group theory
] [
Theorems in group theory
] [https://books.google.com/books?id 5tYi8ETy1ZAC&dq G.+Baumslag.+%22Topics+in+combinatorial+group+theory%22&pg PA8 Topics in combinatorial group theory. ] Lectures ...
Ado's theorem
[62%]
(Computing)
[
Lie algebras
] ...
Alexandrov theorem
[62%]
(Computing)
[
Theorems in measure theory
] ...
Amitsur–Levitzki theorem
[62%]
(Computing)
[
Matrix theory
] [
Theorems in algebra
] [
Linear algebra
] States that the algebra of n by n matrices satisfies a ...
Anderson's theorem
[62%]
(Computing)
[
Theorems in real analysis
] [
Probability theorems
] [
Theorems in geometry
] On when a function on convex body K does not decrease ...
Apollonius's theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Euclidean geometry
] Relates the length of a median of a triangle to the ...
Area theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in complex analysis
] Conformal mapping; After simplification, this yields: where denotes complex conjugation ...
Arzelà–Ascoli theorem
[62%]
(Computing)
[
Topology of function spaces
] [
Theorems in functional analysis
] [
Theorems in real analysis
] On when a family of real, continuous functions has a uniformly ...
Atiyah–Hitchin–Singer theorem
[62%]
(Computing)
[
Differential geometry
] ...
Atkinson–Mingarelli theorem
[62%]
(Computing)
[
Theorems in analysis
] [
Ordinary differential equations
] Negative) part of the function p ( x )/ w ( ...
ATS theorem
[62%]
(Computing)
[
Theorems in analysis
] In mathematics, the ATS theorem is the theorem on the a ...
Babuška–Lax–Milgram theorem
[62%]
(Computing)
[
Partial differential equations
] [
Theorems in analysis
] Let U and V be two real Hilbert spaces and let ...
Balinski's theorem
[62%]
(Computing)
[
Theorems in graph theory
] [
Theorems in discrete geometry
] [
Graph connectivity
] Graphs of d-dimensional polytopes are d-connected ...
Banach–Alaoglu theorem
[62%]
(Computing)
[
Topological vector spaces
] [
Theorems in functional analysis
] [
Compactness theorems
] Theorem in functional analysis ...
Basu's theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Independence (probability theory)
] [
Theorems in statistics
] Theorem in statistics ...
Bauer–Fike theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in analysis
] [
Spectral theory
] The following version comes in help.: Bauer–Fike Theorem (Alternate Formulation). Let ...
Beckman–Quarles theorem
[62%]
(Computing)
[
Mathematics of rigidity
] [
Theorems in geometry
] [
Metric geometry
] Unit-distance-preserving maps are isometries ...
Beck's theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in discrete geometry
] [
Euclidean plane geometry
] Geometry; On lower bounds on the number of lines determined by a ...
Bendixson–Dulac theorem
[62%]
(Computing)
[
Theorems in dynamical systems
] [
Differential equations
] ...
Beurling–Lax theorem
[62%]
(Computing)
[
Invariant subspaces
] [
Theorems in analysis
] [
Hardy spaces
] ...
Bézout's theorem
[62%]
(Computing)
[
Theorems in algebraic geometry
] [
Intersection theory
] [
Incidence geometry
] Number of intersection points of algebraic curves and hypersurfaces ...
Binomial theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Factorial and binomial topics
] Algebraic expansion of powers of a binomial ...
Bipolar theorem
[62%]
(Computing)
[
Theorems in analysis
] [
Functional analysis
] [
Convex analysis
] Theorem in convex analysis ...
Bochner's theorem
[62%]
(Computing)
[
Theorems in statistics
] [
Theorems in Fourier analysis
] [
Theorems in functional analysis
] Theorem of Fourier transforms of Borel measures ...
Bohr–Mollerup theorem
[62%]
(Computing)
[
Theorems in complex analysis
] [
Gamma and related functions
] Theorem in complex analysis ...
Bolzano–Weierstrass theorem
[62%]
(Computing)
[
Compactness theorems
] [
Theorems in real analysis
] Bounded sequence in finite-dimensional Euclidean space has a convergent subsequence ...
Bony–Brezis theorem
[62%]
(Computing)
[
Manifolds
] [
Dynamical systems
] [
Ordinary differential equations
] A vector is an exterior normal at a point of the ...
Borel–Carathéodory theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in complex analysis
] First let f (0) 0. Since Re f is harmonic, Re ...
Borsuk–Ulam theorem
[62%]
(Computing)
[
Theorems in topology
] [
Theory of continuous functions
] [
Combinatorics
] Theorem in topology ...
Bourbaki–Witt theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in the foundations of mathematics
] [
Fixed-point theorems
] The sequence of successive iterates, : where x 0 is any ...
Brahmagupta theorem
[62%]
(Computing)
[
Articles containing proofs
] 59, 1967 More specifically, let A , B , C and ...
Bruck–Ryser–Chowla theorem
[62%]
(Computing)
[
Design of experiments
] [
Theorems in statistics
] [
Theorems in projective geometry
] Nonexistence result for combinatorial block designs ...
Brunn–Minkowski theorem
[62%]
(Computing)
[
Theorems in measure theory
] [
Theorems in convex geometry
] [
Geometric inequalities
] See the discussion in Gardner's survey for more on this, as ...
Bundle theorem
[62%]
(Computing)
[
Incidence geometry
] [
Classical geometry
] In Euclidean geometry , the bundle theorem is a statement about ...
Butterfly theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Euclidean plane geometry
] About the midpoint of a chord of a circle, through which ...
Cameron–Martin theorem
[62%]
(Computing)
[
Theorems in measure theory
] [
Probability theorems
] Theorem defining translation of Gaussian measures (Wiener measures) on Hilbert spaces. ...
Carathéodory–Jacobi–Lie theorem
[62%]
(Computing)
[
Theorems in differential geometry
] [
Symplectic geometry
] Theorem in symplectic geometry which generalizes Darboux's theorem ...
Carathéodory's theorem
[62%]
(Computing)
[
Theorems in discrete geometry
] [
Theorems in convex geometry
] [
Geometric transversal theory
] Convex hull; Point in the convex hull of a set P in Rd, ...
Carlson's theorem
[62%]
(Computing)
[
Theorems in complex analysis
] [
Finite differences
] [
Factorial and binomial topics
] Uniqueness theorem in complex analysis ...
Cartan–Dieudonné theorem
[62%]
(Computing)
[
Theorems in group theory
] ...
Cartan–Hadamard theorem
[62%]
(Computing)
[
Theorems in Riemannian geometry
] [
Metric geometry
] On the structure of complete Riemannian manifolds of non-positive sectional curvature ...
Cartan–Kähler theorem
[62%]
(Computing)
[
Theorems in analysis
] [
Partial differential equations
] By D. H. Delphenich] [http://neo-classical-physics.info/uploads/3/0/6/5/3065888/kaehler_-_systems_of_diff_eqs.pdf E. Kähler, "Introduction to the theory ...
Cartan's theorem
[62%]
(Computing)
[
Theorems in abstract algebra
] [
Lie groups
] ...
Casey's theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Euclidean geometry
] On four non-intersecting circles that lie inside a bigger circle ...
Casorati–Weierstrass theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in complex analysis
] Mathematical theorem ...
Cauchy–Hadamard theorem
[62%]
(Computing)
[
Theorems in complex analysis
] [
Mathematical series
] A theorem that determines the radius of convergence of a power ...
Cauchy–Kowalevski theorem
[62%]
(Computing)
[
Theorems in analysis
] [
Partial differential equations
] Existence and uniqueness theorem for certain partial differential equations ...
Cauchy's theorem
[62%]
(Computing)
[
Articles containing proofs
] Group theory; Existence of group elements of prime order ...
Cayley–Hamilton theorem
[62%]
(Computing)
[
Matrix theory
] [
Articles containing proofs
] [
Theorems in linear algebra
] Every square matrix over a commutative ring satisfies its own characteristic ...
Cayley's theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Permutations
] Representation of groups by permutations ...
Ceva's theorem
[62%]
(Computing)
[
Euclidean plane geometry
] [
Articles containing proofs
] [
Affine geometry
] Geometric relation between line segments from a triangle's vertices and their ...
Chevalley–Warning theorem
[62%]
(Computing)
[
Theorems in algebra
] [
Diophantine geometry
] [
Finite fields
] Certain polynomial equations in enough variables over a finite field have ...
Chow–Rashevskii theorem
[62%]
(Computing)
[
Theorems in geometry
] [
Metric geometry
] On horizontal paths in a sub-Riemannian manifold ...
Clark–Ocone theorem
[62%]
(Computing)
[
Theorems in measure theory
] [
Theorems regarding stochastic processes
] ...
Closed-subgroup theorem
[62%]
(Computing)
[
Theorems in group theory
] [
Lie groups
] The challenge is that is not assumed to have any smoothness ...
Collage theorem
[62%]
(Computing)
[
Theorems in geometry
] [
Fractals
] Characterises an iterated function system whose attractor is close to a ...
Conley–Zehnder theorem
[62%]
(Computing)
[
Theorems in analysis
] [
Fixed points (mathematics)
] [
Dynamical systems
] In mathematics, the Conley–Zehnder theorem , named after Charles C. Conley ...
Conservativity theorem
[62%]
(Computing)
[
Proof theory
] [
Theorems in the foundations of mathematics
] [
Mathematical logic
] ...
Convolution theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in Fourier analysis
] Theorem in mathematics ...
Cook–Levin theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in computational complexity theory
] Boolean satisfiability is NP-complete and therefore that NP-complete problems exist ...
Cousin's theorem
[62%]
(Computing)
[
Real analysis
] For any , suppose . By that assumption (and using that ...
Cover's theorem
[62%]
(Computing)
[
Artificial neural networks
] [
Statistical classification
] [
Computational learning theory
] Statement in computational learning theory ...
Cramer's theorem
[62%]
(Computing)
[
Analytic geometry
] [
Algebra
] Algebraic curves; Number of points needed to determine an algebraic curve ...
Cramér–Wold theorem
[62%]
(Computing)
[
Convergence (mathematics)
] [
Probability theorems
] [
Theorems in measure theory
] It is used as a method for proving joint convergence results ...
Curtis–Hedlund–Lyndon theorem
[62%]
(Computing)
[
Cellular automata
] [
Articles containing proofs
] [
Theorems in discrete mathematics
] The Curtis–Hedlund–Lyndon theorem is a mathematical characterization of cellular automata in ...
Danskin's theorem
[62%]
(Computing)
[
Theorems in analysis
] [
Convex optimization
] The original theorem given by J. M. Danskin in his 1967 ...
Darboux's theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in real analysis
] [
Theory of continuous functions
] Analysis; All derivatives have the intermediate value property ...
Darboux's theorem
[62%]
(Computing)
[
Mathematical physics
] [
Theorems in differential geometry
] [
Coordinate systems in differential geometry
] Foundational result in symplectic geometry ...
Decomposition theorem
[62%]
(Computing)
[
Algebraic geometry
] ...
Delzant's theorem
[62%]
(Computing)
[
Theorems in differential geometry
] [
Symplectic geometry
] Classifies Hamiltonian actions of a torus on a symplectic manifold of ...
Denjoy–Carleman–Ahlfors theorem
[62%]
(Computing)
[
Theorems in analysis
] [
Analytic geometry
] The Denjoy–Carleman–Ahlfors theorem states that the number of asymptotic values attained ...
Denjoy–Luzin–Saks theorem
[62%]
(Computing)
[
Theorems in analysis
] ...
Denjoy–Luzin theorem
[62%]
(Computing)
[
Theorems in analysis
] [
Fourier series
] ...
Denjoy–Riesz theorem
[62%]
(Computing)
[
Theorems in topology
] [
General topology
] A compact set of totally disconnected points in the plane can ...
Denjoy–Young–Saks theorem
[62%]
(Computing)
[
Theorems in analysis
] Mathematical theorem about Dini derivatives ...
Dilworth's theorem
[62%]
(Computing)
[
Theorems in combinatorics
] [
Perfect graphs
] [
Order theory
] A chain decomposition is a partition of the elements of the ...
Dini's theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in real analysis
] The limit function must be continuous, since a uniform limit of ...
Disc theorem
[62%]
(Computing)
[
Theorems in differential topology
] [
Differential topology
] Two embeddings of a closed k-disc into a connected n-manifold are ...
Disintegration theorem
[62%]
(Computing)
[
Probability theorems
] [
Theorems in measure theory
] Theorem in measure theory ...
Divergence theorem
[62%]
(Computing)
[
Theorems in calculus
] Theorem in calculus which relates the flux of closed surfaces to ...
Donaldson's theorem
[62%]
(Computing)
[
Quadratic forms
] [
Theorems in topology
] [
Differential topology
] On when a definite intersection form of a smooth 4-manifold is ...
Egorov's theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in measure theory
] Theorem concerning uniform convergence ...
Ehrenfest theorem
[62%]
(Computing)
[
Mathematical physics
] [
Theorems in quantum mechanics
] Theorem in quantum mechanics ...
Equioscillation theorem
[62%]
(Computing)
[
Theorems in analysis
] [
Numerical analysis
] Theorem ...
Erdős–Anning theorem
[62%]
(Computing)
[
Theorems in discrete geometry
] [
Articles containing proofs
] [
Theorems in discrete mathematics
] On sets of points with integer distances ...
Erdős–Kac theorem
[62%]
(Computing)
[
Theorems about prime numbers
] [
Normal distribution
] A volume the size of the observable universe would have around ...
Erdős–Ko–Rado theorem
[62%]
(Computing)
[
Factorial and binomial topics
] [
Articles containing proofs
] [
Theorems in discrete mathematics
] Upper bound on intersecting set families ...
Erdős–Szekeres theorem
[62%]
(Computing)
[
Theorems in discrete mathematics
] [
Articles containing proofs
] [
Theorems in discrete geometry
] Sufficiently long sequences of numbers have long monotonic subsequences ...
Erdős–Szemerédi theorem
[62%]
(Computing)
[
Theorems in number theory
] [
Theorems in discrete mathematics
] [
Combinatorics
] For every finite set of real numbers, the pairwise sums or ...
Esenin-Volpin's theorem
[62%]
(Computing)
[
Theorems in topology
] [
General topology
] ...
Euclid–Euler theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in number theory
] Characterization of even perfect numbers ...
Euclid's theorem
[62%]
(Computing)
[
Theorems about prime numbers
] [
Articles containing proofs
] There are infinitely many prime numbers ...
Euler's theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in number theory
] [
Modular arithmetic
] Theorem on modular exponentiation ...
Beer's theorem
[62%]
(redirect)
Existence theorem
[62%]
(Computing)
[
Mathematical and quantitative methods (economics)
] [
Mathematical theorems
] Theorem which asserts the existence of an object ...
Fáry's theorem
[62%]
(Computing)
[
Theorems in graph theory
] [
Articles containing proofs
] [
Planar graphs
] Planar graphs have straight drawings ...
Fermat's theorem
[62%]
(Computing)
[
Theorems in calculus
] [
Articles containing proofs
] [
Differential calculus
] Stationary points; Method to find local maxima and minima of differentiable functions on ...
Fernique's theorem
[62%]
(Computing)
[
Theorems in measure theory
] [
Probability theorems
] A result about Gaussian measures on Banach spaces ...
Fieller's theorem
[62%]
(Computing)
[
Normal distribution
] [
Statistical approximations
] [
Theorems in statistics
] Senn, Steven (2007) Statistical Issues in Drug Development . Second Edition ...
Foster's theorem
[62%]
(Computing)
[
Markov processes
] [
Theorems regarding stochastic processes
] ...
Fraïssé's theorem
[62%]
(Computing)
[
Universal algebra
] [
Model theory
] [
Mathematical structures
] ...
Fredholm's theorem
[62%]
(Computing)
[
Theorems in functional analysis
] [
Linear algebra
] ...
Frobenius's theorem
[62%]
(Computing)
[
Theorems in group theory
] Group theory; ...
Frobenius theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Quaternions
] [
Algebras
] Real division algebras; Theorem in abstract algebra ...
Froda's theorem
[62%]
(Computing)
[
Theorems in real analysis
] [
Articles containing proofs
] Usually, this theorem appears in literature without a name ...
Fubini's theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in calculus
] [
Theorems in measure theory
] Conditions for switching order of integration in calculus ...
Fuchs' theorem
[62%]
(Computing)
[
Theorems in analysis
] [
Differential equations
] ...
Fundamental theorem
[62%]
(Computing)
[
Fundamental theorems
] A result considered to be the most central and important one ...
Glaisher's theorem
[62%]
(Computing)
[
Theorems in number theory
] On the number of partitions of an integer into parts not ...
Glivenko's theorem
[62%]
(Computing)
[
Probability theorems
] [
Theory of probability distributions
] Probability theory; ...
Godunov's theorem
[62%]
(Computing)
[
Computational fluid dynamics
] [
Theorems in analysis
] [
Numerical differential equations
] Sbornik, 47, 271-306 , translated US Joint Publ ...
Goodstein's theorem
[62%]
(Computing)
[
Numeral systems
] [
Integer sequences
] [
Large numbers
] Theorem about natural numbers ...
Gradient theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in calculus
] Evaluates a line integral through a gradient field using the original ...
Green's theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in calculus
] Theorem in calculus relating line and double integrals ...
Haruki's Theorem
[62%]
(Computing)
[
Geometry
] Geometry Theorem ...
Helly's theorem
[62%]
(Computing)
[
Geometric transversal theory
] [
Articles containing proofs
] [
Theorems in discrete geometry
] Theorem about the intersections of d-dimensional convex sets ...
Hilbert's theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in differential geometry
] [
Hyperbolic geometry
] Differential geometry; No complete regular surface of constant negative gaussian curvature immerses in ...
Optical theorem
[62%]
(Physics)
[
Physics theorems
] [
Scattering
] [
absorption and radiative transfer (optics)
] Theorem in physics ...
Hölder's theorem
[62%]
(Computing)
[
Theorems in analysis
] [
Gamma and related functions
] ...
Identity theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in complex analysis
] Theorem on the equality of analytic functions ...
Increment theorem
[62%]
(Computing)
[
Nonstandard analysis
] [
Theorems in calculus
] Again assume that is differentiable, but now let be a nonzero ...
Intersection theorem
[62%]
(Computing)
[
Theorems in projective geometry
] [
Incidence geometry
] ...
Isserlis' theorem
[62%]
(Computing)
[
Probability theorems
] [
Normal distribution
] [
Moment (mathematics)
] For example, for order moments (i.e ...
Jung's theorem
[62%]
(Computing)
[
Metric geometry
] [
Theorems in geometry
] [
Euclidean geometry
] Theorem relating the diameter of a point set to the minimum ...
Kakutani's theorem
[62%]
(Computing)
[
Theorems in measure theory
] [
Probability theorems
] Measure theory; Have the same null sets). Then either and are equivalent, or ...
Kantorovich theorem
[62%]
(Computing)
[
Optimization algorithms and methods
] [
Optimization in vector spaces
] [
Theorems in analysis
] About the convergence of Newton's method ...
Kirszbraun theorem
[62%]
(Computing)
[
Theorems in functional analysis
] [
Theorems in real analysis
] [
Metric geometry
] Mathematical theorem related to real and functional analysis ...
Kleiman's theorem
[62%]
(Computing)
[
Algebraic geometry
] This completes the proof of Statement 1.For Statement 2, since G ...
Kneser's theorem
[62%]
(Computing)
[
Oscillation
] [
Theorems in analysis
] [
Ordinary differential equations
] Differential equations; Mathematical theorm ...
Kōmura's theorem
[62%]
(Computing)
[
Theorems in functional analysis
] [
Theorems in measure theory
] Mathematical theorem ...
Kőnig's theorem
[62%]
(Computing)
[
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)
[
Theorems in the foundations of mathematics
] [
Mathematical logic
] [
Cardinal numbers
] Set theory; Thus it is non-empty, which is just what the axiom of ...
Lagrange's theorem
[62%]
(Computing)
[
Articles containing proofs
] Group theory; The order of a subgroup of a finite group G divides ...
Lindström's theorem
[62%]
(Computing)
[
Metatheorems
] [
Theorems in the foundations of mathematics
] [
Mathematical logic
] ...
Liouville's theorem
[62%]
(Computing)
[
Analytic functions
] [
Articles containing proofs
] [
Theorems in complex analysis
] Complex analysis; Theorem in complex analysis ...
Liouville's theorem
[62%]
(Computing)
[
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)
[
Mathematical axioms
] [
Provability logic
] [
Metatheorems
] Provability logic ...
Localization theorem
[62%]
(Computing)
[
Integral calculus
] However, since x 0 is part of the open set Ω ...
Lucas's theorem
[62%]
(Computing)
[
Theorems about prime numbers
] [
Articles containing proofs
] Modulo p , we only need to consider fixed points of ...
Lusin's theorem
[62%]
(Computing)
[
Articles containing proofs
] [
Theorems in measure theory
] [
Theorems in real analysis
] Theorem in measure theory ...
Maharam's theorem
[62%]
(Computing)
[
Theorems in measure theory
] [
Banach spaces
] Mathematical theorem regarding decomposability of measure spaces ...
Mahler's theorem
[62%]
(Computing)
[
Theorems in analysis
] [
Factorial and binomial topics
] ...
Malmquist's theorem
[62%]
(Computing)
[
Theorems in analysis
] [
Ordinary differential equations
] ...
Mapping theorem
[62%]
(Computing)
[
Poisson point processes
] Point process; ...
Searching 1020459 articles took 195 ms
Too many hits. No search in content will be processed.
More results
<< Previous
Next >>
Back
HandWiki ©