User:VeblenBot/Unreferenced

Mathematical theorems (105)
Abouabdillah's theorem &bull; Akra-Bazzi method &bull; Artin–Wedderburn theorem &bull; Beatty's theorem &bull; Beck's monadicity theorem &bull; Bertrand's ballot theorem &bull; Bourbaki–Witt theorem &bull; Branching theorem &bull; Brauer's theorem on induced characters &bull; Cameron-Martin theorem &bull; Carathéodory's theorem (conformal mapping) &bull; Cartan's theorem &bull; Castelnuovo-de Franchis theorem &bull; Cayley's theorem &bull; Clark-Ocone theorem &bull; Classification theorem &bull; Clifford's theorem &bull; Continuity property &bull; Convolution theorem &bull; Corona theorem &bull; Cramer's rule &bull; De Finetti's theorem &bull; De Moivre's formula &bull; Divergence theorem &bull; Dominated convergence theorem &bull; Eisenstein's theorem &bull; Euler's rotation theorem &bull; Excision theorem &bull; Factor theorem &bull; Faltings' theorem &bull; Fejér's theorem &bull; Fuglede's theorem &bull; Fundamental theorem of Galois theory &bull; Fundamental theorem of Riemannian geometry &bull; Fundamental theorem of curves &bull; Fundamental theorem on homomorphisms &bull; Gauss-Lucas theorem &bull; Gauss–Bonnet theorem &bull; Green's theorem &bull; Hahn embedding theorem &bull; Hahn-Kolmogorov theorem &bull; Hairy ball theorem &bull; Harnack's principle &bull; Hellinger–Toeplitz theorem &bull; Helly's selection theorem &bull; Hilbert's Nullstellensatz &bull; Hilbert's irreducibility theorem &bull; Hilbert's syzygy theorem &bull; Hodge index theorem &bull; Hurewicz theorem &bull; Identity theorem for Riemann surfaces &bull; Inverse function theorem &bull; Katetov-Tong insertion theorem &bull; Kodaira embedding theorem &bull; Kronecker's theorem &bull; Kuiper's theorem &bull; Labelled enumeration theorem &bull; Lagrange's theorem (group theory) &bull; Lagrange's theorem (number theory) &bull; Lasker–Noether theorem &bull; Lebesgue's decomposition theorem &bull; Linear congruence theorem &bull; Linear speedup theorem &bull; Liouville's theorem (Hamiltonian) &bull; Luzin's theorem &bull; Mahler's theorem &bull; Marcinkiewicz theorem &bull; Maschke theorem &bull; Metrization theorem &bull; Nagell–Lutz theorem &bull; Nested intervals &bull; Nielsen realization problem &bull; Open mapping theorem &bull; Ore's theorem &bull; Peter–Weyl theorem &bull; Polynomial function theorems for zeros &bull; Polynomial remainder theorem &bull; Primitive element theorem &bull; Regularity theorem for Lebesgue measure &bull; Representation theorem &bull; Riemann-Roch theorem for smooth manifolds &bull; Riemann-von Mangoldt formula &bull; Schwarz reflection principle &bull; Schwarz–Ahlfors–Pick theorem &bull; Shannon's source coding theorem &bull; Siegel's theorem on integral points &bull; Simplicial approximation theorem &bull; Structure theorem for Gaussian measures &bull; Sturm's theorem &bull; Swan's theorem &bull; Theorem of de Moivre–Laplace &bull; Theorem of the cube &bull; There is no infinite-dimensional Lebesgue measure &bull; Torelli theorem &bull; Toy theorem &bull; Ultraparallel theorem &bull; Uniformization theorem &bull; Vitali–Hahn–Saks theorem &bull; Weierstrass–Casorati theorem &bull; Whitney embedding theorem &bull; Whitney extension theorem &bull; Wiener's tauberian theorem &bull; Wilson's theorem &bull; Wolstenholme's theorem &bull; Zsigmondy's theorem &bull;

Linear algebra (75)
3D projection &bull; Affine space &bull; Affine transformation &bull; Antilinear map &bull; Basis (linear algebra) &bull; Basis function &bull; Binomial inverse theorem &bull; Category of vector spaces &bull; Change of bases &bull; Change of basis &bull; Characteristic polynomial &bull; Coefficient matrix &bull; Column vector &bull; Complex conjugate vector space &bull; Coordinate space &bull; Coordinate vector &bull; Cramer's rule &bull; Dimension (vector space) &bull; Dimension theorem for vector spaces &bull; Direct sum of modules &bull; Dual basis in a field extension &bull; Elementary row operations &bull; Examples of vector spaces &bull; Finite dimensional von Neumann algebra &bull; Flag (linear algebra) &bull; Generalizations of Pauli matrices &bull; Generalized eigenvector &bull; Graded vector space &bull; Homogeneous coordinates &bull; Invariant subspace &bull; Invariants of tensors &bull; Inverse eigenvalues theorem &bull; Lagrange's formula &bull; Leibniz formula for determinants &bull; Linear combination &bull; Linear complex structure &bull; Linear independence &bull; Linear space &bull; Main diagonal &bull; Minimal polynomial &bull; Normal basis &bull; Null space &bull; Null vector &bull; Null vector (vector space) &bull; Orientation (mathematics) &bull; Orthogonal complement &bull; Orthogonalization &bull; Orthographic projection (geometry) &bull; Orthonormality &bull; Partial trace &bull; Permanent &bull; Polynomial basis &bull; Pseudoscalar &bull; Purification of quantum state &bull; Quasinorm &bull; Quotient space (linear algebra) &bull; Rank-nullity theorem &bull; Row and column spaces &bull; Row equivalence &bull; Row vector &bull; Scalar (mathematics) &bull; Scalar multiplication &bull; Schur complement &bull; Self-adjoint &bull; Sesquilinear form &bull; Shear (mathematics) &bull; Similarity (geometry) &bull; Spectral theory &bull; Spinors in three dimensions &bull; Standard basis &bull; Sylvester's law of inertia &bull; Symbolic computation of matrix eigenvalues &bull; Trace (linear algebra) &bull; Transformation matrix &bull; Zech's logarithms &bull;

Group theory (74)
Artin group &bull; Bicommutant &bull; Burnside's lemma &bull; C closed subgroup &bull; Category of abelian groups &bull; Cayley graph &bull; Cayley's theorem &bull; Center (group theory) &bull; Centralizer and normalizer &bull; Characteristic subgroup &bull; Circle group &bull; Class automorphism &bull; Class function &bull; Commensurability (mathematics) &bull; Commutant &bull; Component (group theory) &bull; Composition series &bull; Conjugacy class &bull; Conjugate closure &bull; Conjugation of isometries in Euclidean space &bull; Core (group) &bull; Coset &bull; Coset enumeration &bull; Dihedral group &bull; Discrete logarithm &bull; Double coset &bull; Even and odd permutations &bull; Examples of groups &bull; Family automorphism &bull; Fixed points of isometry groups in Euclidean space &bull; Frattini subgroup &bull; Frattini's argument &bull; Free group &bull; Free product &bull; Fundamental theorem of Galois theory &bull; Galois group &bull; Glossary of group theory &bull; Group cohomology &bull; Group homomorphism &bull; Group object &bull; HNN extension &bull; Hamiltonian group &bull; Herzog-Schönheim conjecture &bull; Holomorph (mathematics) &bull; IA automorphism &bull; Imperfect group &bull; Induced representation &bull; Infinite conjugacy class property &bull; Inner automorphism &bull; Length function &bull; Maximal subgroup &bull; Molien series &bull; Multiplicative group &bull; Multiplicative group of integers modulo n &bull; Normal core &bull; Normal series &bull; One-dimensional symmetry group &bull; Outer automorphism group &bull; P-compact group &bull; Point groups in two dimensions &bull; Power closed &bull; Powerful p-group &bull; Quaternion group &bull; Quotient group &bull; Semidirect product &bull; Serre's property FA &bull; Stability group &bull; Strong generating set &bull; Subgroup &bull; Symmetry groups in one dimension &bull; T-group &bull; Unit (ring theory) &bull; Weyl group &bull; Zassenhaus lemma &bull;

Abstract algebra (67)
*-algebra &bull; Absorption law &bull; Additive inverse &bull; Algebraic extension &bull; Algebraic independence &bull; Algebraic number &bull; Alternativity &bull; Antihomomorphism &bull; Antiisomorphic &bull; Associativity &bull; Binary function &bull; Binary operation &bull; Center (algebra) &bull; Coimage &bull; Cokernel &bull; Commutativity &bull; Cyclic permutation &bull; Differential graded algebra &bull; Dimension theorem for vector spaces &bull; Direct limit &bull; Dual basis in a field extension &bull; Embedding &bull; Formal derivative &bull; Formal power series &bull; Free object &bull; Fundamental theorem on homomorphisms &bull; GC-set &bull; Graded algebra &bull; Grothendieck group &bull; Homological algebra &bull; Hyperstructure &bull; Idempotence &bull; Intersection (set theory) &bull; Inverse element &bull; Inverse limit &bull; Involution &bull; Irreducible polynomial &bull; Isomorphism class &bull; Kernel (set theory) &bull; Leibniz formula for determinants &bull; Linear combination &bull; Linear independence &bull; Multiplicative group &bull; Normal basis &bull; Ordered exponential &bull; Pairing &bull; Planar ternary ring &bull; Pointed set &bull; Polarization of an algebraic form &bull; Pseudogroup &bull; Quotient module &bull; Rng (algebra) &bull; Row and column spaces &bull; Scalar (mathematics) &bull; Scalar multiplication &bull; Self-adjoint &bull; Semigroupoid &bull; Semiring &bull; Semisimple algebra &bull; Simple (abstract algebra) &bull; Supercommutative algebra &bull; Tensor product &bull; Unique factorization domain &bull; Unital &bull; Word problem (mathematics) &bull; Zero divisor &bull; Zero morphism &bull;

Probability theory (58)
Algebra of random variables &bull; Almost surely &bull; An inequality on location and scale parameters &bull; Bernoulli trial &bull; Chebyshev's inequality &bull; Chernoff bound &bull; Chernoff's inequality &bull; Coefficient of variation &bull; Complementary event &bull; Compound Poisson distribution &bull; Concrete illustration of the central limit theorem &bull; Conditional distribution &bull; Conditional independence &bull; Conditional probability &bull; Continuity correction &bull; Cumulative distribution function &bull; Discrete probability distribution &bull; Dynkin system &bull; Elementary event &bull; Game of chance &bull; Geometric standard deviation &bull; Glivenko-Cantelli class &bull; Hoeffding's inequality &bull; Independent and identically-distributed random variables &bull; Infinite divisibility &bull; Integration of the normal density function &bull; Inverse probability &bull; Law of averages &bull; Law of total expectation &bull; Law of total probability &bull; Location parameter &bull; Logmoment generating function &bull; Marginal distribution &bull; Markov blanket &bull; Markov network &bull; Markov's inequality &bull; Memorylessness &bull; Method of moments (probability theory) &bull; Moment-generating function &bull; Mutually exclusive events &bull; Normally distributed and uncorrelated does not imply independent &bull; Nuisance variable &bull; Pairwise independence &bull; Probabilistic encryption &bull; Probability density function &bull; Probability mass function &bull; Rule of succession &bull; Sample space &bull; Scale parameter &bull; Stein's lemma &bull; Stieltjes moment problem &bull; Subjectivism &bull; Sunrise problem &bull; Survival function &bull; Taylor expansions for the moments of functions of random variables &bull; Theorem of de Moivre–Laplace &bull; Tsallis entropy &bull; Unimodal function &bull;

Mathematical terminology (47)
Absolutely irreducible &bull; Abstract structure &bull; Aliter &bull; Almost &bull; Almost surely &bull; Ansatz &bull; Arbitrarily large &bull; Arithmetic and geometric Frobenius &bull; Canonical form &bull; Characterization (mathematics) &bull; Classification problem &bull; Complete set of invariants &bull; Concurrent lines &bull; Connectedness &bull; Counterexample &bull; Defined and undefined &bull; Essentially unique &bull; Function of a real variable &bull; If and only if &bull; Index (mathematics) &bull; Infinite descent &bull; Invariant (mathematics) &bull; Kernel (mathematics) &bull; Lexicographic product &bull; Mathematical jargon &bull; Modulo &bull; Modulo (jargon) &bull; Parameter &bull; Permille &bull; Plugging in (algebra) &bull; Pointwise &bull; Postulate &bull; Proportionality (mathematics) &bull; Quotition &bull; Reductio ad absurdum &bull; Rigid &bull; Sides of an equation &bull; Strict &bull; Sufficiently large &bull; Theorem &bull; Toy model &bull; Toy theorem &bull; Transport of structure &bull; Trivial (mathematics) &bull; Up to &bull; Well-behaved &bull; Well-defined &bull;

Geometry (41)
Ambient space &bull; Analytic geometry &bull; Antiparallel &bull; Archimedes' use of infinitesimals &bull; Birational geometry &bull; Chirality (mathematics) &bull; Coaxial &bull; Codimension &bull; Complex line &bull; Direction (geometry, geography) &bull; Fundamental plane (spherical coordinates) &bull; General position &bull; Homogeneous space &bull; Horizontal plane &bull; Incidence geometry (structure) &bull; Incidence structure &bull; Integral geometry &bull; Isometry &bull; Mathomat &bull; Meander (mathematics) &bull; Orientation (mathematics) &bull; Planar &bull; Point groups in two dimensions &bull; Polar distance (geometry) &bull; Position vector &bull; Quasiconformal mapping &bull; Regular Division of the Plane &bull; Scaling (geometry) &bull; Small-angle approximation &bull; Solid angle &bull; Sphere-world &bull; Superspace &bull; Surface area &bull; Synthetic geometry &bull; The Geometry Center &bull; Transformation (mathematics) &bull; Transformation geometry &bull; Transversality &bull; Unit square &bull; Vector area &bull; Vertical direction &bull;

Stochastic processes (39)
Abstract Wiener space &bull; Adapted process &bull; Bertrand's ballot theorem &bull; Brownian bridge &bull; Brownian tree &bull; Clark-Ocone theorem &bull; Continuous-time Markov process &bull; Diffusion process &bull; Dissociated press &bull; Doob martingale &bull; Finite-dimensional distribution &bull; Fractional Brownian motion &bull; Gaussian measure &bull; Gauss–Markov process &bull; H-derivative &bull; Hitting time &bull; Jackson network &bull; Kolmogorov backward equation &bull; Lag operator &bull; Law (stochastic processes) &bull; Lévy process &bull; Malliavin derivative &bull; Markov chain geostatistics &bull; Markov property &bull; Mixing (mathematics) &bull; Natural filtration &bull; Non-homogeneous Poisson process &bull; Paley-Wiener integral &bull; Path space &bull; Point process &bull; Population process &bull; Quadratic variation &bull; Queueing model &bull; Sample continuous process &bull; Semi-Markov process &bull; Stationary process &bull; Stopped process &bull; Stopping rule &bull; Time reversibility &bull;

Control theory (37)
Angle condition &bull; Anticausal system &bull; Asymptotic stability &bull; Bang-bang control &bull; Bilinear transform &bull; Closed-loop pole &bull; Control system &bull; Control-Lyapunov function &bull; Controllability &bull; Controller (control theory) &bull; Deadband &bull; Digital control &bull; Discretization &bull; Dual control theory &bull; Frequency response &bull; Full state feedback &bull; Gain scheduling &bull; Higher-order control &bull; Impulse response &bull; Input shaping &bull; Intelligent control &bull; Kalman-Yakubovich-Popov lemma &bull; Magnitude condition &bull; Marginal stability &bull; Mason's rule &bull; Minimum energy control &bull; Motion control &bull; Nichols plot &bull; Observability &bull; Proper transfer function &bull; Robust control &bull; Singular control &bull; State observer &bull; Strictly proper &bull; Time-invariant system &bull; Time-variant system &bull; Transfer function &bull;

Ring theory (37)
Algebra (ring theory) &bull; Artin–Wedderburn theorem &bull; Azumaya algebra &bull; Boolean ring &bull; Classification of Clifford algebras &bull; Commutative ring &bull; Domain (ring theory) &bull; Example of a non-associative algebra &bull; Filtered algebra &bull; Formal power series &bull; Glossary of ring theory &bull; Height (ring theory) &bull; Integral domain &bull; Invariant basis number &bull; Modular representation theory &bull; Monoid ring &bull; Noetherian ring &bull; Order (ring theory) &bull; Polynomial ring &bull; Prime ring &bull; Primitive ring &bull; Principal ideal ring &bull; Product of rings &bull; Quaternion algebra &bull; Ring (mathematics) &bull; Ring homomorphism &bull; Ring of integers &bull; Rng (algebra) &bull; Semiring &bull; Severi-Brauer variety &bull; Symmetric algebra &bull; Tensor product of algebras &bull; Total quotient ring &bull; Unique factorization domain &bull; Unit (ring theory) &bull; Universal enveloping algebra &bull; Zero divisor &bull;

Algebraic topology (36)
Abstract simplicial complex &bull; Adams operation &bull; Alexander duality &bull; Alexander-Spanier cohomology &bull; Associated bundle &bull; Barycentric subdivision &bull; Betti number &bull; Chain (algebraic topology) &bull; Chern-Simons form &bull; Classifying space &bull; Cohomology &bull; Cohomology operation &bull; Combinatorial topology &bull; Degree (mathematics) &bull; Degree of a continuous mapping &bull; Free product &bull; Fundamental group &bull; Genus (mathematics) &bull; Homological algebra &bull; Homology theory &bull; Hurewicz theorem &bull; Künneth theorem &bull; Local coefficients &bull; Mapping cylinder &bull; Massey product &bull; Morava K-theory &bull; N-skeleton &bull; Pair of spaces &bull; Real projective space &bull; Riemann-Hurwitz formula &bull; Sheaf cohomology &bull; Simplicial approximation theorem &bull; Simplicial complex &bull; Solenoid (mathematics) &bull; Swan's theorem &bull; Timelike simply connected &bull;

General topology (35)
Axiom of countability &bull; Clopen set &bull; Closed set &bull; Closure (topology) &bull; Compact-open topology &bull; Compactly generated space &bull; Comparison of topologies &bull; Cover (topology) &bull; Directed set &bull; Disjoint union (topology) &bull; Embedding &bull; Epsilon-neighborhood &bull; Excluded point topology &bull; Finite topology &bull; First-countable space &bull; G-delta set &bull; Generic point &bull; Gluing axiom &bull; Irreducible component &bull; Katetov-Tong insertion theorem &bull; Local homeomorphism &bull; Mapping torus &bull; Metrization theorem &bull; N-connected &bull; N-skeleton &bull; Neighbourhood system &bull; Noetherian topological space &bull; Open and closed maps &bull; Pair of spaces &bull; Point finite collection &bull; Popcorn function &bull; Scott continuity &bull; Separable space &bull; Topology glossary &bull; Zariski topology &bull;

Number theory (34)
Abelian variety of CM-type &bull; Abouabdillah's theorem &bull; Algebraic number &bull; Base conversion divisibility test &bull; Class number formula &bull; Coprime &bull; De Polignac's formula &bull; Eisenstein's theorem &bull; Euclid's lemma &bull; Faltings' theorem &bull; Goldbach's comet &bull; Grothendieck–Katz p-curvature conjecture &bull; Hilbert's irreducibility theorem &bull; Hyperfactorial &bull; Integer-valued polynomial &bull; Kronecker symbol &bull; Lagrange's theorem (number theory) &bull; Linear congruence theorem &bull; Local analysis &bull; Möbius transform &bull; P-adic division algorithm &bull; Prime geodesic &bull; Proof of weak Scholz conjecture &bull; Proofs of Fermat's little theorem &bull; Q-Vandermonde identity &bull; Remainder &bull; Semistable elliptic curve &bull; Solitary number &bull; Square-free integer &bull; Sum-free sequence &bull; Sumset &bull; Unique factorization domain &bull; Weil-Châtelet group &bull; Zsigmondy's theorem &bull;

Statistics (34)
Analysis of categorical data &bull; Base rate &bull; Binary classification &bull; Climate ensemble &bull; Combinatorial meta analysis &bull; Convex combination &bull; Craps principle &bull; Dutch book &bull; Engineering statistics &bull; Frequency (statistics) &bull; Geometric standard deviation &bull; Gravity (social science methodology) &bull; Halton sequence &bull; Latent variable model &bull; Lexis ratio &bull; Linear model &bull; Maximum term method &bull; Nominal category &bull; Nuisance variable &bull; Optimal matching &bull; Planning statistical research &bull; Post-hoc analysis &bull; Proper orthogonal decomposition &bull; Rasch model estimation &bull; Reversible jump &bull; Sample size &bull; Shrinkage (statistics) &bull; Spatial analysis &bull; Spearman-Brown prediction formula &bull; Statistical methodology analysis reporting technique &bull; Statistical phenomena &bull; Statistical regularity &bull; Statistical syllogism &bull; Trispectrum &bull;

Differential geometry (33)
Associated bundle &bull; Bitangent &bull; Cartan's equivalence method &bull; Chern-Simons form &bull; Conformal geometry &bull; Constant curvature &bull; Covariant transformation &bull; Curves in differential geometry &bull; Darboux vector &bull; Differential geometry of curves &bull; Directional derivative &bull; Embedding &bull; Flag manifold &bull; Fundamental theorem of curves &bull; Generalized Gauss-Bonnet theorem &bull; Glossary of differential geometry and topology &bull; Horizontal space &bull; Maurer-Cartan form &bull; Moving frame &bull; Osculating circle &bull; P-vector &bull; Prime geodesic &bull; Projective differential geometry &bull; Pseudogroup &bull; Real projective space &bull; Schwarz–Ahlfors–Pick theorem &bull; Tangent space &bull; Taut submanifold &bull; Tensor field &bull; Theorema Egregium &bull; Torsion of connection &bull; Torsion of curves &bull; Weitzenböck identity &bull;

Polynomials (33)
Algebraic equation &bull; Algebraic set &bull; All one polynomial &bull; Characteristic polynomial &bull; Degree of a polynomial &bull; Delta operator &bull; Descartes' rule of signs &bull; Equally spaced polynomial &bull; Factor theorem &bull; Fibonacci polynomials &bull; Gauss's lemma (polynomial) &bull; Hilbert's irreducibility theorem &bull; Integer-valued polynomial &bull; Irreducible polynomial &bull; Minimal polynomial &bull; Minimal polynomial (field theory) &bull; Minimal polynomial (linear algebra) &bull; Monomial order &bull; Padovan polynomials &bull; Polynomial long division &bull; Polynomial remainder theorem &bull; Polynomial ring &bull; Polynomial sequence &bull; Quadratic polynomial &bull; Quartic function &bull; Separable polynomial &bull; Square-free polynomial &bull; Stability radius &bull; Sturm's theorem &bull; Symmetric algebra &bull; Symmetric function &bull; Touchard polynomials &bull; Tschirnhaus transformation &bull;

Algebra (32)
Algebra homomorphism &bull; Algebraic element &bull; Algebraic extension &bull; Algebraic number &bull; Alternatization &bull; Binary operation &bull; Binomial &bull; Canonical form &bull; Closed-form expression &bull; Cycle (mathematics) &bull; Degree (mathematics) &bull; Generalized arithmetic progression &bull; Indeterminate (variable) &bull; Intersection (set theory) &bull; Inverse element &bull; Irreducible polynomial &bull; Kernel (algebra) &bull; Kernel (set theory) &bull; Monomial &bull; Multinomial theorem &bull; Operand &bull; Operation theory &bull; Pairing &bull; Partial fraction decomposition &bull; Permanent &bull; Plugging in (algebra) &bull; Ratio &bull; Square (algebra) &bull; Symmetric difference &bull; Transforming polynomials &bull; Unital &bull; Variable &bull;

Field theory (32)
Algebraic closure &bull; All one polynomial &bull; Change of bases &bull; Conjugate element (field theory) &bull; Construction of splitting fields &bull; Dual basis in a field extension &bull; Equally spaced polynomial &bull; Field norm &bull; Field of fractions &bull; Field trace &bull; Formally real field &bull; Fundamental theorem of Galois theory &bull; Galois group &bull; Global field &bull; Glossary of field theory &bull; Grothendieck's Galois theory &bull; Kummer theory &bull; Minimal polynomial &bull; Minimal polynomial (field theory) &bull; Multiplicative group &bull; Norm form &bull; Normal basis &bull; P-adic division algorithm &bull; Polynomial basis &bull; Primitive element theorem &bull; Quadratic field &bull; Rational variety &bull; Separable polynomial &bull; Tensor product of fields &bull; Totally real number field &bull; Transcendence degree &bull; Tschirnhaus transformation &bull;

Functional analysis (32)
Bounded set &bull; Compact convergence &bull; Constructive quantum field theory &bull; Continuous linear operator &bull; Continuous wavelet &bull; Dual pair &bull; Eigenfunction &bull; F-space &bull; Hellinger–Toeplitz theorem &bull; Marcinkiewicz theorem &bull; Measure of non-compactness &bull; Minkowski functional &bull; Mollifier &bull; Multiplication operator &bull; Open mapping theorem &bull; Orthogonal complement &bull; Orthogonal projection &bull; Orthonormality &bull; Partial trace &bull; Polarization identity &bull; Positive element &bull; Positive linear functional &bull; Quotient space (linear algebra) &bull; Riesz sequence &bull; Riesz's lemma &bull; Sequence space &bull; Sesquilinear form &bull; Spectral theory of compact operators &bull; Uniform norm &bull; Unit sphere &bull; Weak derivative &bull; Weight function &bull;

Algebraic geometry (31)
Addition theorem &bull; Adjunction formula (algebraic geometry) &bull; Algebraic set &bull; Ample vector bundle &bull; Analytic geometry &bull; Arithmetic and geometric Frobenius &bull; Arithmetic group &bull; Chow ring &bull; Codimension &bull; Complete intersection &bull; Complex dimension &bull; Deformation theory &bull; Descent (category theory) &bull; Differential of the first kind &bull; Family of curves &bull; Finite morphism &bull; Generalized Jacobian &bull; Generalized Riemann hypothesis &bull; Generic point &bull; Homogeneous polynomial &bull; Homological algebra &bull; Hyperplane section &bull; Inverse image functor &bull; Irreducible component &bull; Kodaira embedding theorem &bull; Kähler differential &bull; Mysterious duality &bull; Nakai conjecture &bull; Noetherian topological space &bull; Pluricanonical ring &bull; Toric geometry &bull;

Algebraic curves (31)
Ampersand curve &bull; Bean curve &bull; Bicorn &bull; Bicuspid curve &bull; Bitangent &bull; Bow curve &bull; Bullet-nose curve &bull; Clifford's theorem &bull; Crooked egg curve &bull; Cruciform curve &bull; Deltoid curve &bull; Epicycloid &bull; Faltings' theorem &bull; Fermat curve &bull; Folium of Descartes &bull; Genus (mathematics) &bull; Global field &bull; Gonality of an algebraic curve &bull; Lemniscate of Bernoulli &bull; Limaçon &bull; Nagata's conjecture on curves &bull; Plücker formula &bull; Projective line &bull; Prym variety &bull; Quadrifolium &bull; Riemann-Hurwitz formula &bull; Symmetric product of an algebraic curve &bull; Theta-divisor &bull; Torelli theorem &bull; Watt's curve &bull; Weierstrass point &bull;

Graph theory (31)
1-factorable &bull; Adjacent vertex &bull; Assignment problem &bull; Book (graph theory) &bull; Book embedding &bull; Boxology &bull; Cayley's formula &bull; Clique (graph theory) &bull; Col game &bull; Connected dominating set &bull; Connectivity (graph theory) &bull; Cycle (graph theory) &bull; Degree (mathematics) &bull; Degree matrix &bull; Discrete Laplace operator &bull; Distance (graph theory) &bull; Graph invariant &bull; Graph isomorphism &bull; Graph morphism &bull; HyperbolicTree &bull; Incidence geometry (structure) &bull; Incidence matrix &bull; Kempe chain &bull; Level structure &bull; Operations on graphs &bull; Ore's theorem &bull; Saturation (graph theory) &bull; Seven Bridges of Königsberg/key &bull; Small world routing &bull; Unidirectional &bull; Voltage graph &bull;

Curves (29)
Ampersand curve &bull; Areal velocity &bull; Bean curve &bull; Bicorn &bull; Bicuspid curve &bull; Bow curve &bull; Bullet-nose curve &bull; Cruciform curve &bull; Curve-fitting compaction &bull; Curves in differential geometry &bull; Deltoid curve &bull; Differential geometry of curves &bull; Epicycloid &bull; Folium of Descartes &bull; Fundamental theorem of curves &bull; Hypocycloid &bull; Isogonal trajectory &bull; Lemniscate of Bernoulli &bull; Limaçon &bull; Lituus &bull; Ogive &bull; Oval (geometry) &bull; Quadrifolium &bull; Rhodonea curve &bull; Semicubical parabola &bull; Superformula &bull; Torsion of curves &bull; Transcendental curve &bull; Watt's curve &bull;

Lie groups (29)
Cartan decomposition &bull; Cartan's theorem &bull; Circle group &bull; Clifford-Klein form &bull; Compact group &bull; Continuous symmetry &bull; Euclidean group &bull; Glossary of semisimple groups &bull; Homogeneous space &bull; Improper rotation &bull; Lattice (group) &bull; Lie group decompositions &bull; Lie theory &bull; Maurer-Cartan form &bull; Maximal compact subgroup &bull; Maximal torus &bull; One-parameter group &bull; P-compact group &bull; Poincaré group &bull; Projective linear group &bull; Projective unitary group &bull; Pseudogroup &bull; Rotation group &bull; Segal-Shale-Weil distribution &bull; Simple Lie group &bull; Symplectic group &bull; Unitary group &bull; Vector flow &bull; Weyl group &bull;

Measure theory (28)
Abstract Wiener space &bull; Atom (measure theory) &bull; Ba space &bull; Cameron-Martin theorem &bull; Clark-Ocone theorem &bull; Conull set &bull; Dominated convergence theorem &bull; Essential supremum and essential infimum &bull; Finite-dimensional distribution &bull; H-derivative &bull; Hahn-Kolmogorov theorem &bull; Lebesgue's decomposition theorem &bull; Logarithmically-spaced Dirac comb &bull; Luzin's theorem &bull; Measure zero &bull; Null set &bull; Positive and negative sets &bull; Radonifying function &bull; Regularity theorem for Lebesgue measure &bull; Separable sigma algebra &bull; Sigma additivity &bull; Sigma-algebra &bull; Structure theorem for Gaussian measures &bull; There is no infinite-dimensional Lebesgue measure &bull; Universally measurable set &bull; Vitali set &bull; Vitali–Hahn–Saks theorem &bull; Weight function &bull;

Basic concepts in set theory (28)
Binary set &bull; Choice function &bull; Codomain &bull; Complement (set theory) &bull; Disjoint sets &bull; Disjoint union &bull; Domain (mathematics) &bull; Element (mathematics) &bull; Empty function &bull; Function (set theory) &bull; Function composition &bull; Horizontal line test &bull; Identity function &bull; Image (mathematics) &bull; Inclusion map &bull; Index set &bull; Injective function &bull; Intersection (set theory) &bull; Inverse function &bull; Map (mathematics) &bull; Non-empty set &bull; Pointed set &bull; Projection (set theory) &bull; Range (mathematics) &bull; Simple theorems in the algebra of sets &bull; Subset &bull; Surjective function &bull; Symmetric difference &bull;

Mathematical analysis (28)
Asymptote &bull; Bounded function &bull; Bounded set &bull; Cauchy principal value &bull; Concave function &bull; Convergence tests &bull; Convergent (continued fraction) &bull; Convex combination &bull; Function of a real variable &bull; Fundamental recurrence formulas &bull; Grunwald-Letnikov differintegral &bull; Half iterate &bull; Helly's selection theorem &bull; Hyperbolic growth &bull; Indeterminate form &bull; Infinite product &bull; Interchange of limiting operations &bull; Lebesgue point &bull; Mathematical singularity &bull; Maxima and minima &bull; Negligible set &bull; Non-classical analysis &bull; Normal convergence &bull; Riemann-Liouville differintegral &bull; Stieltjes moment problem &bull; Weight function &bull; Weighted geometric mean &bull; Whitney extension theorem &bull;

Dynamical systems (28)
Analytical mechanics &bull; Asymptotic stability &bull; Autonomous system (mathematics) &bull; Chetayev instability theorem &bull; D'Alembert's principle &bull; Dissipation &bull; Distribution function &bull; Entrainment (physics) &bull; Expansive &bull; Exponential dichotomy &bull; Heteroclinic network &bull; Hilbert's sixteenth problem &bull; Intermittency &bull; Invariant measure &bull; Linearization &bull; Marginal stability &bull; Oscillating reciprocation &bull; Prime geodesic &bull; Quasi-invariant measure &bull; Quasiperiodic motion &bull; Reciprocation &bull; Rotary reciprocation &bull; Rotational-vibrational coupling &bull; Structural stability &bull; Time evolution &bull; Topological conjugacy &bull; Universality (dynamical systems) &bull; Virtual displacement &bull;

Topology (27)
Ambient space &bull; Ball (mathematics) &bull; Band sum &bull; Boundary component &bull; Compactification (mathematics) &bull; Contractible space &bull; Cover (topology) &bull; Descent (category theory) &bull; Full set (topology) &bull; Genus (mathematics) &bull; Hilbert-Smith conjecture &bull; Kernel (set theory) &bull; Limit (mathematics) &bull; Lindelöf's lemma &bull; Normal space &bull; Path (topology) &bull; Pointed space &bull; Regular space &bull; Seven Bridges of Königsberg/key &bull; Simplicial complex &bull; Smash product &bull; Star refinement &bull; Support (mathematics) &bull; T1 space &bull; Topology glossary &bull; Unit interval &bull; Wedge sum &bull;

Riemannian geometry (27)
Bishop–Gromov inequality &bull; Christoffel symbols/Proofs &bull; Constant curvature &bull; Curvature of Riemannian manifolds &bull; Fermi coordinates &bull; Fundamental theorem of Riemannian geometry &bull; Gauss-Codazzi equations &bull; Gauss-Codazzi equations (relativity) &bull; Geodesic curvature &bull; Geodesic manifold &bull; Glossary of Riemannian and metric geometry &bull; Hodge theory &bull; Kretschmann scalar &bull; Musical isomorphism &bull; Parallel transport &bull; Pseudo-Riemannian manifold &bull; Riemann curvature tensor &bull; Riemannian submersion &bull; Scalar curvature &bull; Schouten tensor &bull; Sectional curvature &bull; Theorema Egregium &bull; Torsion of connection &bull; Uniformization theorem &bull; Unit tangent bundle &bull; Vector flow &bull; Weyl tensor &bull;

Projective geometry (27)
3D projection &bull; Circular points at infinity &bull; Collineation &bull; Complex projective plane &bull; Complex projective space &bull; Duality (projective geometry) &bull; Fano plane &bull; Fubini-Study metric &bull; Homogeneous coordinates &bull; Imaginary line &bull; Imaginary point &bull; Incidence (geometry) &bull; Isotropic line &bull; Maximal arc &bull; Orthogonal projection &bull; Ovoid (projective geometry) &bull; Plane at infinity &bull; Point at infinity &bull; Projective differential geometry &bull; Projective frame &bull; Projective line &bull; Projective linear group &bull; Quadric (projective geometry) &bull; Quaternionic projective space &bull; Real point &bull; Real projective space &bull; Translation plane &bull;

Lemmas (27)
Burnside's lemma &bull; Closed and exact differential forms &bull; Covering lemma &bull; Dynkin system &bull; Euclid's lemma &bull; Fitting lemma &bull; Five lemma &bull; Frattini's argument &bull; Gauss's lemma (number theory) &bull; Gauss's lemma (polynomial) &bull; Grönwall's inequality &bull; Kalman-Yakubovich-Popov lemma &bull; Knaster-Kuratowski-Mazurkiewicz lemma &bull; Lebesgue's lemma &bull; Lindelöf's lemma &bull; Littlewood-Offord problem &bull; Noether normalization lemma &bull; Open and closed maps &bull; Riesz's lemma &bull; Sard's lemma &bull; Shephard's lemma &bull; Short five lemma &bull; Snake lemma &bull; Splitting lemma &bull; Stewart-Walker lemma &bull; Yoneda lemma &bull; Zassenhaus lemma &bull;

Order theory (27)
Ascending chain condition &bull; Atomic (order theory) &bull; Bounded complete poset &bull; Bourbaki–Witt theorem &bull; Chain complete &bull; Complete Boolean algebra &bull; Countable chain condition &bull; Directed set &bull; Duality (order theory) &bull; Embedding &bull; Extreme value &bull; Hausdorff maximal principle &bull; Infinite descending chain &bull; Infinite divisibility &bull; Join (mathematics) &bull; Lexicographical order &bull; Limit-preserving function (order theory) &bull; Maximal element &bull; Meet (mathematics) &bull; Order-embedding &bull; Preorder &bull; Prime (order theory) &bull; Scott continuity &bull; Strong antichain &bull; Supermodular &bull; Upper and lower bounds &bull; Well-order &bull;

Homological algebra (26)
Cohomology &bull; De Rham-Weil theorem &bull; Derived functor &bull; Differential graded category &bull; Exact functor &bull; Exact sequence &bull; Filtered algebra &bull; Five lemma &bull; Gluing axiom &bull; Grothendieck group &bull; Group cohomology &bull; Hilbert's syzygy theorem &bull; Homological algebra &bull; Homological conjectures in commutative algebra &bull; Invariant basis number &bull; Künneth theorem &bull; Projective module &bull; Projective object &bull; Severi-Brauer variety &bull; Sheaf cohomology &bull; Short five lemma &bull; Snake lemma &bull; Splitting lemma &bull; Tensor product of modules &bull; Topological half-exact functor &bull; Tor functor &bull;

Binary operations (26)
Alternativity &bull; Associativity &bull; Band sum &bull; Binary operation &bull; Circular convolution &bull; Commutativity &bull; Complement (set theory) &bull; Cup product &bull; Discrete logarithm &bull; If and only if &bull; Intersection (set theory) &bull; Inverse element &bull; Join (mathematics) &bull; Logical biconditional &bull; Meet (mathematics) &bull; Minkowski addition &bull; Pointwise product &bull; Power associativity &bull; Product of rings &bull; Semidirect product &bull; Smash product &bull; Symmetric difference &bull; Tensor product &bull; Tensor product of modules &bull; Tor functor &bull; Wedge sum &bull;

Commutative algebra (26)
Algebra (ring theory) &bull; Ascending chain condition &bull; Commutative ring &bull; Complete intersection &bull; Discrete valuation &bull; Dual number &bull; Field of fractions &bull; Hilbert's syzygy theorem &bull; Homological conjectures in commutative algebra &bull; Ideal theory &bull; Integral domain &bull; Integrality &bull; Invariant basis number &bull; Krull dimension &bull; Kähler differential &bull; Lasker–Noether theorem &bull; Noether normalization lemma &bull; Polynomial ring &bull; Primary ideal &bull; Principal ideal domain &bull; Regular sequence (algebra) &bull; Serre's multiplicity conjectures &bull; Swan's theorem &bull; Tensor product of algebras &bull; Total quotient ring &bull; Weierstrass preparation theorem &bull;

Category theory (24)
Auto magma object &bull; Cartesian morphism &bull; Cokernel &bull; Comma category &bull; Descent (category theory) &bull; Discrete category &bull; Dual (category theory) &bull; F-algebra &bull; Filtered category &bull; Glossary of category theory &bull; Graded category &bull; Grothendieck's Galois theory &bull; Grothendieck's relative point of view &bull; Image (category theory) &bull; Initial algebra &bull; Injective cogenerator &bull; Karoubi envelope &bull; Kernel (category theory) &bull; Morphism &bull; Quotient category &bull; Sieve (category theory) &bull; Structure (category theory) &bull; Yoneda lemma &bull; Zero morphism &bull;

Complex analysis (24)
Analytic continuation &bull; Antiholomorphic function &bull; Branch point &bull; Cartan's theorems A and B &bull; De Moivre's formula &bull; Doubly-periodic function &bull; Essential singularity &bull; Fundamental recurrence formulas &bull; Holomorphic function &bull; Holomorphic sheaf &bull; Holomorphically separable &bull; Lacunary value &bull; Logarithmic derivative &bull; Movable singularity &bull; Open mapping theorem &bull; Polynomial function theorems for zeros &bull; Principal value &bull; Quasiperiodic function &bull; Regular part &bull; Removable singularity &bull; Schwarz reflection principle &bull; Siegel upper half-plane &bull; Value distribution theory of holomorphic functions &bull; Weierstrass–Casorati theorem &bull;

Proofs (23)
Cayley's theorem &bull; Closed-form expression &bull; Combinatorial proof &bull; De Moivre's formula &bull; Existence theorem &bull; Fundamental theorem of Riemannian geometry &bull; Infinite descent &bull; Leibniz formula for determinants &bull; Minimal counterexample &bull; Nonconstructive proof &bull; Proof by exhaustion &bull; Proof by verbosity &bull; Proof of Bertrand's postulate &bull; Proof of the Euler product formula for the Riemann zeta function &bull; Proof of weak Scholz conjecture &bull; Proof that Boolean satisfiability problem is NP-complete &bull; Proofs of Fermat's little theorem &bull; Pythagoras's theorem proof (rational trigonometry) &bull; Pythagorean trigonometric identity &bull; Reductio ad absurdum &bull; Single-sideband modulation/Proofs &bull; Triple quad formula proof &bull; Viète formula &bull;

Symmetry (23)
Centrosymmetry &bull; Chirality (mathematics) &bull; Circular symmetry &bull; Commutativity &bull; Conformal symmetry &bull; Conserved current &bull; Continuous symmetry &bull; Cyclic symmetries &bull; Dihedral symmetry in three dimensions &bull; Icosahedral symmetry &bull; Inversion transformation &bull; Isometries in physics &bull; Isometry &bull; Octahedral symmetry &bull; One-dimensional symmetry group &bull; P-compact group &bull; Poincaré group &bull; Symmetric group &bull; Symmetric relation &bull; Symmetry groups in one dimension &bull; Symmetry in mathematics &bull; Tetrahedral symmetry &bull; Transformation geometry &bull;

Real analysis (22)
Cauchy product &bull; Compact convergence &bull; Construction of real numbers &bull; Continuity property &bull; Dini derivative &bull; Dominated convergence theorem &bull; Fundamental axiom of analysis &bull; How to evaluate the limit of a real-valued function &bull; Integrable function &bull; Interleave sequence &bull; Least upper bound axiom &bull; Limit (mathematics) &bull; Littlewood's three principles of real analysis &bull; Luzin's theorem &bull; Nested intervals &bull; Oscillation (mathematics) &bull; Path space &bull; Piecewise linear function &bull; Pointwise convergence &bull; Support (mathematics) &bull; Vanish at infinity &bull; Wiener's tauberian theorem &bull;

Functions and mappings (22)
Angle of parallelism &bull; Antilinear map &bull; Codomain &bull; Domain (mathematics) &bull; Function composition &bull; Graph of a function &bull; Identity function &bull; Injective function &bull; Inverse function &bull; Isometry &bull; Map (mathematics) &bull; Morphism &bull; Range (mathematics) &bull; Real matrices (2 x 2) &bull; Root (mathematics) &bull; Rotation (mathematics) &bull; Rotation of axes &bull; Scaling (geometry) &bull; Shear (mathematics) &bull; Steiner's problem &bull; Surjective function &bull; Transformation (mathematics) &bull;

Mathematical notation (22)
Derivative (examples) &bull; Greek letters used in mathematics &bull; Hatch mark &bull; Index notation &bull; Index set &bull; Internet shorthand notation &bull; Juxtaposition &bull; Kronecker delta &bull; Large numbers &bull; Leibniz notation &bull; Leibniz's notation for differentiation &bull; Newton's notation &bull; Newton's notation for differentiation &bull; Operand &bull; Parametric operator &bull; Pomega &bull; Roman letters used in mathematics &bull; Set-builder notation &bull; Small number &bull; Table of logic symbols &bull; Typographical conventions in mathematical formulae &bull; Voigt notation &bull;

Differential topology (21)
Associated bundle &bull; Atlas (topology) &bull; Band sum &bull; Canonical coordinates &bull; Current (mathematics) &bull; Embedding &bull; Glossary of differential geometry and topology &bull; Hairy ball theorem &bull; Horizontal space &bull; Inverse function theorem &bull; Massey product &bull; Orientability &bull; Riemann-Roch theorem for smooth manifolds &bull; Stunted projective space &bull; Swan's theorem &bull; Tangent space &bull; Tensor field &bull; Transversality &bull; Unit tangent bundle &bull; Vector flow &bull; Whitney embedding theorem &bull;

Algebraic varieties (21)
Branched covering &bull; Canonical bundle &bull; Complete algebraic variety &bull; Complex projective space &bull; Degree of an algebraic variety &bull; Diagonal form &bull; Dimension of an algebraic variety &bull; Function field of an algebraic variety &bull; Hilbert's Nullstellensatz &bull; Irreducible component &bull; Local zeta-function &bull; Noether normalization lemma &bull; Quasiprojective variety &bull; Rational function &bull; Rational variety &bull; Seshadri constant &bull; Severi-Brauer variety &bull; Singular point of an algebraic variety &bull; Theorem of the cube &bull; Transcendence degree &bull; Zariski topology &bull;

Matrices (21)
Binary matrix &bull; Block matrix &bull; Cartan matrix &bull; Column vector &bull; Companion matrix &bull; Fock matrix &bull; Generalized permutation matrix &bull; Hermitian matrix &bull; Hessian matrix &bull; Incidence matrix &bull; Involutary matrix &bull; Matrix equivalence &bull; Montante's method &bull; Mueller calculus &bull; Normal matrix &bull; Pentadiagonal matrix &bull; Row vector &bull; Similar matrix &bull; Skew-Hermitian matrix &bull; Transformation matrix &bull; Zero matrix &bull;

Numeration (20)
Bi-quinary coded decimal &bull; Brahmi numeral &bull; Chuvash numerals &bull; Counter &bull; Cyrillic numerals &bull; Cyrillic thousands sign &bull; Decimal separator &bull; Decimal superbase &bull; Eastern Arabic numerals &bull; Elias delta coding &bull; Elias gamma coding &bull; Elias omega coding &bull; European numerals &bull; Excess-3 &bull; Exponential-Golomb coding &bull; Glyphs used with the Hindu-Arabic numeral system &bull; Levenshtein coding &bull; Number names &bull; Radix point &bull; Table of bases &bull;

Differential calculus (20)
Chain rule &bull; Constant factor rule in differentiation &bull; Derivative of a constant &bull; Differentiation under the integral sign &bull; Dini derivative &bull; H-derivative &bull; Inverse functions and differentiation &bull; Leibniz's notation for differentiation &bull; Linear approximation &bull; Linearity of differentiation &bull; Linearization &bull; Logarithmic derivative &bull; Malliavin derivative &bull; Parametric derivative &bull; Product rule &bull; Quotient rule &bull; Reciprocal rule &bull; Sum rule in differentiation &bull; Table of derivatives &bull; Techniques for differentiation &bull;

Geometric topology (20)
Alexander's trick &bull; Barycentric subdivision &bull; Boundary parallel &bull; Branched surface &bull; Closed surface &bull; Codimension &bull; Genus (mathematics) &bull; Handle (mathematics) &bull; Handle decomposition &bull; Handlebody &bull; Manifold decomposition &bull; Mapping class group &bull; Mapping torus &bull; Nielsen realization problem &bull; PDIFF &bull; Real projective plane &bull; Signature (topology) &bull; Spherical space form conjecture &bull; Surface bundle &bull; Tubular neighborhood &bull;

Operator theory (20)
Bounded operator &bull; Closed operator &bull; Compact operator &bull; Discrete Laplace operator &bull; Fuglede's theorem &bull; Hamiltonian (quantum mechanics) &bull; Hermitian adjoint &bull; Invariant subspace &bull; Kuiper's theorem &bull; Nest algebra &bull; Normal operator &bull; Operator (physics) &bull; Operator algebra &bull; Operator norm &bull; Orthogonal projection &bull; Partial isometry &bull; S-number &bull; Subnormal operator &bull; Unitary operator &bull; Volterra operator &bull;

Calculus (19)
Archimedes' use of infinitesimals &bull; Binomial series &bull; Cauchy's convergence test &bull; Curve transformation &bull; Dynamic equations on time scales &bull; Evaluating sums &bull; Extreme value &bull; Finding the centroid &bull; Geometric progression &bull; Integration by substitution &bull; Leibniz integral rule &bull; Leibniz notation &bull; Limit (mathematics) &bull; Maxima and minima &bull; Piecewise &bull; Popcorn function &bull; Related rates &bull; Table of limits &bull; Viète formula &bull;

Homotopy theory (19)
Andreotti–Frankel theorem &bull; Brown's representability theorem &bull; Classifying space &bull; Compactly generated space &bull; Contractible space &bull; Fundamental group &bull; Homotopy &bull; Homotopy category &bull; Homotopy group &bull; Hurewicz theorem &bull; Path (topology) &bull; Pointed space &bull; Smash product &bull; Spanier-Whitehead duality &bull; Spectrum (homotopy theory) &bull; Stunted projective space &bull; Timelike simply connected &bull; Topological half-exact functor &bull; Weak equivalence &bull;

Inequalities (19)
An inequality on location and scale parameters &bull; Bernoulli's inequality &bull; Bessel's inequality &bull; Binet-Cauchy identity &bull; Bishop–Gromov inequality &bull; Chebyshev's inequality &bull; Chebyshev's sum inequality &bull; Chernoff's inequality &bull; Grönwall's inequality &bull; Hadamard's inequality &bull; Hoeffding's inequality &bull; Ky Fan inequality &bull; Markov's inequality &bull; Newton's inequalities &bull; Rearrangement inequality &bull; Schur's inequality &bull; Singleton bound &bull; Wirtinger's inequality &bull; Young's inequality &bull;

Complex manifolds (19)
Andreotti–Frankel theorem &bull; Branched covering &bull; Coherent sheaf &bull; Compact Riemann surface &bull; Complex dimension &bull; Complex manifold &bull; Complex projective plane &bull; Complex projective space &bull; Complex torus &bull; Differential of the first kind &bull; Dolbeault cohomology &bull; Exponential sheaf sequence &bull; Fubini-Study metric &bull; Generalized Jacobian &bull; Hodge theory &bull; Kodaira embedding theorem &bull; Pluricanonical ring &bull; Serre duality &bull; Torelli theorem &bull;

Euclidean geometry (18)
Abouabdillah's theorem &bull; Disk (mathematics) &bull; Integer lattice &bull; Intersection of a polyhedron with a line &bull; Inversion in a point &bull; Minkowski addition &bull; One-dimensional symmetry group &bull; Orientation (geometry) &bull; Orientation (rigid body) &bull; Orthant &bull; Orthographic projection (geometry) &bull; Rotation of axes &bull; Shape dissection &bull; Similarity (geometry) &bull; Square lattice &bull; Symmetry groups in one dimension &bull; Triangulation &bull; Trilateration &bull;

Subgroup properties (18)
Abnormal subgroup &bull; C closed subgroup &bull; Central subgroup &bull; Centrally closed subgroup &bull; Characteristic subgroup &bull; Component (group theory) &bull; Fully characteristic subgroup &bull; Hall subgroup &bull; Malnormal subgroup &bull; Maximal subgroup &bull; Modular subgroup &bull; Paranormal subgroup &bull; Pronormal subgroup &bull; Pure subgroup &bull; SA subgroup &bull; Subgroup &bull; Subnormal subgroup &bull; Transitively normal subgroup &bull;

Elementary mathematics (18)
Abstraction (mathematics) &bull; Arg max &bull; Constant &bull; Degeneracy (mathematics) &bull; Distinct &bull; Graph of a function &bull; Identifiability condition &bull; Identity function &bull; Magnitude (mathematics) &bull; Number line &bull; Open sentence &bull; Operation (mathematics) &bull; Point plotting &bull; Roman letters used in mathematics &bull; Root (mathematics) &bull; Slope &bull; Variable &bull; Y-intercept &bull;

Statistical theory (17)
Accuracy and precision &bull; Ancillary statistic &bull; Association (statistics) &bull; Completeness (statistics) &bull; Data point &bull; Efficiency (statistics) &bull; Loss function &bull; Parameter space &bull; Parametric model &bull; Statistic &bull; Statistical assumption &bull; Statistical inference &bull; Statistical model &bull; Statistical parameter &bull; Statistical theory &bull; Sufficiency (statistics) &bull; Variable &bull;

Permutations (17)
(p,q) shuffle &bull; Cayley's theorem &bull; Cycle (mathematics) &bull; Cycle notation &bull; Cycles and fixed points &bull; Cyclic permutation &bull; Even and odd permutations &bull; Generalized permutation matrix &bull; Ghost Leg &bull; Identical particles &bull; Mantel test &bull; Parastatistics &bull; Permanent &bull; Permutation cipher &bull; Subfactorial &bull; Symmetric function &bull; Transposition cipher &bull;

Numerical analysis (16)
Approximation &bull; Arithmetic precision &bull; Basis function &bull; Clenshaw algorithm &bull; Constructions of low-discrepancy sequences &bull; Continuous wavelet &bull; Discretization &bull; Lebedev grid &bull; Linear approximation &bull; Loss of significance &bull; Orders of approximation &bull; Pidgin code &bull; Pseudo-spectral method &bull; Radial basis function &bull; Secular equation &bull; Termination &bull;

Continuous distributions (17)
Chi distribution &bull; Exponential power distribution &bull; Fano resonance &bull; Fisher-Tippett distribution &bull; Hyperbolic distribution &bull; Inverse-chi-squared distribution &bull; Inverse-gamma distribution &bull; Matrix normal distribution &bull; Noncentral chi distribution &bull; Raised cosine distribution &bull; Rayleigh distribution &bull; Scaled-inverse-chi-squared distribution &bull; Sum of normally distributed random variables &bull; Type-2 Gumbel distribution &bull; Uniform distribution (continuous) &bull; Voigt profile &bull; Wishart distribution &bull;

Factorial and binomial topics (17)
Binomial series &bull; De Polignac's formula &bull; Factorial moment &bull; Factorial moment generating function &bull; Generalized Pochhammer symbol &bull; Lah number &bull; Mahler's theorem &bull; Multinomial distribution &bull; Multinomial theorem &bull; Negative binomial distribution &bull; Newton polynomial &bull; Pochhammer symbol &bull; Proof of Bertrand's postulate &bull; Subfactorial &bull; Trinomial expansion &bull; Vandermonde's identity &bull; Wilson's theorem &bull;

Multilinear algebra (17)
Bilinear operator &bull; Binet-Cauchy identity &bull; Definite bilinear form &bull; Exterior algebra &bull; Glossary of tensor theory &bull; Homogeneous polynomial &bull; Lagrange's identity &bull; Multilinear algebra &bull; Multilinear form &bull; Multilinear map &bull; Multiple cross products &bull; Symmetric algebra &bull; Tensor algebra &bull; Tensor field &bull; Tensor product &bull; Tensor product of algebras &bull; Tensor product of modules &bull;

Algebraic number theory (17)
Adelic algebraic group &bull; Arithmetic and geometric Frobenius &bull; Biquadratic field &bull; Class number problem for imaginary quadratic fields &bull; Dedekind zeta function &bull; Different ideal &bull; Discriminant of an algebraic number field &bull; Field norm &bull; Galois module &bull; Global field &bull; Group cohomology &bull; Ideal class group &bull; Kummer theory &bull; Landau prime ideal theorem &bull; Newton polygon &bull; Quadratic field &bull; Totally real number field &bull;

Combinatorics (17)
Automatic sequence &bull; Bertrand's ballot theorem &bull; Block walking &bull; Combinatorial proof &bull; Covering problem &bull; Crazy dice &bull; Cyclic order &bull; Double counting (proof technique) &bull; Enumeration &bull; Fibonacci word &bull; Formal power series &bull; Generalized arithmetic progression &bull; Incidence matrix &bull; Incidence structure &bull; Littlewood-Offord problem &bull; Squarefree word &bull; Sum-free sequence &bull;

Topological groups (17)
Adelic algebraic group &bull; Amenable group &bull; Bohr compactification &bull; Circle group &bull; Compact group &bull; Compactly generated group &bull; Discrete group &bull; Free regular set &bull; Homogeneous space &bull; Kronecker's theorem &bull; Locally compact group &bull; Loop group &bull; Maximal compact subgroup &bull; Non-commutative harmonic analysis &bull; One-parameter group &bull; Restricted product &bull; Solenoid (mathematics) &bull;

Logic (17)
Canonical form &bull; Comparability &bull; Counterexample &bull; If and only if &bull; Inverse relation &bull; Logical biconditional &bull; Matrix (logic) &bull; Mutually exclusive events &bull; Parametric operator &bull; Pramāṇa-samuccaya &bull; Reflexive relation &bull; Relation reduction &bull; Relative term &bull; Statistical syllogism &bull; Table of logic symbols &bull; Triadic relation &bull; Zeroth-order logic &bull;

Duality theories (16)
Alexander duality &bull; Alexander-Spanier cohomology &bull; Coherent duality &bull; Dual (category theory) &bull; Dual pair &bull; Duality (electrical engineering) &bull; Duality (order theory) &bull; Duality (projective geometry) &bull; Mysterious duality &bull; Non-commutative harmonic analysis &bull; Poincaré duality &bull; Reflexive space &bull; S-duality &bull; Serre duality &bull; Spanier-Whitehead duality &bull; T-duality &bull;

Measures (measure theory) (16)
Borel measure &bull; Carleson measure &bull; Complete measure &bull; Counting measure &bull; Dirac measure &bull; Ergodic measure &bull; Gaussian measure &bull; Invariant measure &bull; Lebesgue measure &bull; Product measure &bull; Pushforward measure &bull; Quasi-invariant measure &bull; Resource bounded measure &bull; Sigma-finite measure &bull; Strictly positive measure &bull; Trivial measure &bull;

Partial differential equations (16)
Chaplygin's equation &bull; Conserved current &bull; Diffusion equation &bull; Examples of boundary value problems &bull; Fundamental solution &bull; H-principle &bull; Hasegawa-Mima equation &bull; Kolmogorov backward equation &bull; Kuramoto model &bull; Lamm equation &bull; Large eddy simulation &bull; Newtonian potential &bull; Particle in a spherically symmetric potential &bull; Screened Poisson equation &bull; Shallow water equations &bull; Viscosity solution &bull;

Ordinary differential equations (16)
Cauchy-Euler equation &bull; Chebyshev equation &bull; Clairaut's equation &bull; Exact differential equation &bull; Examples of boundary value problems &bull; Frobenius method &bull; Grothendieck–Katz p-curvature conjecture &bull; Growth curve &bull; Inseparable differential equation &bull; Integrating factor &bull; Laser diode rate equations &bull; Method of variation of parameters &bull; Movable singularity &bull; Ordered exponential &bull; Power series method &bull; Sturm-Picone comparison theorem &bull;

Tensors (16)
Application of tensor theory in engineering &bull; Camino (diffusion MRI toolkit) &bull; Characteristic polynomial &bull; Covariant transformation &bull; Dyadic product &bull; Dyadic tensor &bull; Glossary of tensor theory &bull; Invariants of tensors &bull; Kronecker delta &bull; P-vector &bull; Reynolds stresses &bull; Schouten tensor &bull; Stewart-Walker lemma &bull; Tensor (intrinsic definition) &bull; Two-vector &bull; Voigt notation &bull;

Optimization (16)
Algebraic modeling language &bull; Database tuning &bull; Demand Optimization &bull; Descent direction &bull; Dual cone &bull; Global optimum &bull; Job-shop problem &bull; Lagrange duality &bull; Lagrangian relaxation &bull; MPS (format) &bull; Maxima and minima &bull; Simplex algorithm method &bull; Single machine scheduling &bull; Steiner's problem &bull; Stigler diet &bull; Trajectory optimization &bull;

Matrix theory (16)
Bidiagonalization &bull; Binomial inverse theorem &bull; Change of basis &bull; Elementary matrix transformations &bull; Freivald's algorithm &bull; Jacobi's formula &bull; Laplace expansion &bull; Logarithm of a matrix &bull; Matrix decomposition &bull; Matrix unit &bull; Minimal polynomial (linear algebra) &bull; Minor (linear algebra) &bull; Permanent &bull; Submatrix &bull; Sylvester's law of inertia &bull; Trace (linear algebra) &bull;

Quantum field theory (15)
Anomalous scaling dimension &bull; Bose–Einstein statistics &bull; Constructive quantum field theory &bull; Dirac operator &bull; Effective action &bull; Fano resonance &bull; Fermi–Dirac statistics &bull; Feynman graph &bull; Fock space &bull; Noncommutative quantum field theory &bull; Parastatistics &bull; Poincaré group &bull; Representation theory of the Poincaré group &bull; S-duality &bull; Topological quantum number &bull;

Finite groups (15)
Alternating group &bull; Cyclic group &bull; Dicyclic group &bull; Dihedral group &bull; Finite group &bull; Hall subgroup &bull; Icosahedral symmetry &bull; Klein four-group &bull; Lagrange's theorem (group theory) &bull; Multiplicative group of integers modulo n &bull; Octahedral symmetry &bull; Quasidihedral group &bull; Quaternion group &bull; Tetrahedral symmetry &bull; Trivial group &bull;

Properties of groups (15)
Arithmetic group &bull; Artin group &bull; Cyclic group &bull; Dihedral group &bull; Finite group &bull; Free abelian group &bull; Free group &bull; Hamiltonian group &bull; Imperfect group &bull; M group &bull; Metanilpotent group &bull; Nilpotent group &bull; Powerful p-group &bull; Simple group &bull; T-group &bull;

Elementary geometry (15)
AA postulate &bull; Angular diameter &bull; Apollonius' theorem &bull; Circumscribe &bull; Concurrent lines &bull; Confocal &bull; Golden angle &bull; Leg (geometry) &bull; Line-plane intersection &bull; Locus (mathematics) &bull; Pascal's Mystic Hexagram &bull; Plane–sphere intersection &bull; Triangulation &bull; Trilateration &bull; Vertical translation &bull;

Mathematical relations (15)
Antisymmetric relation &bull; Asymmetric relation &bull; Binary relation &bull; Comparability &bull; Cyclic order &bull; Dependence relation &bull; Equivalence class &bull; Inverse relation &bull; Reflexive relation &bull; Relation construction &bull; Relation reduction &bull; Symmetric relation &bull; Total relation &bull; Transitive closure &bull; Triadic relation &bull;

Integral calculus (15)
Arbitrary constant of integration &bull; Constant factor rule in integration &bull; Differentiation under the integral sign &bull; Disc integration &bull; Disk integration &bull; Essential supremum and essential infimum &bull; Lebesgue's decomposition theorem &bull; Linearity of integration &bull; Nonelementary integral &bull; Product measure &bull; Rectangle method &bull; Shell integration &bull; Sum rule in integration &bull; Surface of revolution &bull; Trigonometric substitution &bull;

Module theory (15)
Annihilator (ring theory) &bull; Artinian module &bull; Comodule &bull; Direct sum of modules &bull; Finitely-generated module &bull; Fitting lemma &bull; Free module &bull; Indecomposable module &bull; Invariant basis number &bull; Localization of a module &bull; Mitchell's embedding theorem &bull; Modular representation theory &bull; Projective module &bull; Tensor product of modules &bull; Zero module &bull;

Multivariate calculus (14)
Comparametric equation &bull; Critical point (mathematics) &bull; Differential operator &bull; Directional derivative &bull; Equipotential &bull; Hessian matrix &bull; Implicit surface &bull; Inverse function theorem &bull; Multivariable calculus &bull; Partial derivative &bull; Saddle point &bull; Saddle surface &bull; Sard's lemma &bull; Second partial derivative test &bull;

Mathematical logic (14)
Canonicalization &bull; Categorial grammar &bull; Classical mathematics &bull; Equiconsistency &bull; Formal system &bull; Inhabited set &bull; Logical machine &bull; Matrix (logic) &bull; Non-classical analysis &bull; Open sentence &bull; Operation (mathematics) &bull; Stratification (mathematics) &bull; Universe (mathematics) &bull; Zeroth-order logic &bull;

Modular arithmetic (14)
Congruence of squares &bull; Discrete logarithm &bull; Euler's criterion &bull; Gauss's lemma (number theory) &bull; Jacobi symbol &bull; Legendre symbol &bull; Linear congruence theorem &bull; Method of successive substitution &bull; Multiplicative group of integers modulo n &bull; Multiplicative order &bull; Primitive root modulo n &bull; Proofs of Fermat's little theorem &bull; Residue number system &bull; Wilson's theorem &bull;

Continuous mappings (14)
Arzelà-Ascoli theorem &bull; Bounded operator &bull; Bundle map &bull; Continuous function (topology) &bull; Continuous functional calculus &bull; Degree of a continuous mapping &bull; Direct image functor &bull; Equicontinuity &bull; Homotopy &bull; Open and closed maps &bull; Proper map &bull; Runge's phenomenon &bull; Simplicial approximation theorem &bull; Uniform continuity &bull;

Sheaf theory (14)
Borel-Moore homology &bull; Coherent duality &bull; Coherent sheaf &bull; De Rham-Weil theorem &bull; Direct image functor &bull; Exponential sheaf sequence &bull; Holomorphic sheaf &bull; Inverse image functor &bull; Local coefficients &bull; Locally constant function &bull; Restriction (mathematics) &bull; Ringed space &bull; Sheaf cohomology &bull; Sheaf spanned by global sections &bull;

Riemann surfaces (14)
Abelian integral &bull; Analytic continuation &bull; Branching theorem &bull; Cusp neighborhood &bull; Fuchsian model &bull; Gauss–Bonnet theorem &bull; Hurwitz's automorphisms theorem &bull; Identity theorem for Riemann surfaces &bull; Prime geodesic &bull; Riemann sphere &bull; Riemann-Hurwitz formula &bull; Schwarz–Ahlfors–Pick theorem &bull; Teichmüller space &bull; Uniformization theorem &bull;

Properties of topological spaces (14)
Contractible space &bull; Feebly compact space &bull; First-countable space &bull; Limit point compact &bull; Locally simply connected space &bull; Mesocompact space &bull; N-connected &bull; Normal space &bull; Paracompact space &bull; Regular space &bull; Relatively compact subspace &bull; Separable space &bull; T1 space &bull; Toronto space &bull;

Homology theory (13)
Alexander-Spanier cohomology &bull; Borel-Moore homology &bull; Cellular homology &bull; Chern-Simons form &bull; Cohomology &bull; Cup product &bull; Dolbeault cohomology &bull; Excision theorem &bull; Homology theory &bull; Hurewicz theorem &bull; Poincaré duality &bull; Reduced homology &bull; Singular homology &bull;

Fundamental physics concepts (13)
Ansatz &bull; Bose–Einstein statistics &bull; Commutativity &bull; Degrees of freedom (physics and chemistry) &bull; Ergodic hypothesis &bull; Euler equations &bull; Fermi–Dirac statistics &bull; Liouville's theorem (Hamiltonian) &bull; Maxwell–Boltzmann statistics &bull; Onsager reciprocal relations &bull; Photon &bull; Probability density function &bull; Statistical ensemble (mathematical physics) &bull;

Regression analysis (13)
Breusch-Pagan test &bull; Calibration (statistics) &bull; DFFITS &bull; Deming regression &bull; Dependent and independent variables &bull; Dependent variable &bull; Fraction of variance unexplained &bull; Hypothesis of linear regression &bull; Independent variable &bull; Least-squares estimation of linear regression coefficients &bull; Linear probability models &bull; Mathematical formalization of the statistical regression problem &bull; Poisson regression &bull;

Surfaces (13)
Bézier triangle &bull; Closed surface &bull; Cross-cap &bull; Ellipsoid &bull; Genus (mathematics) &bull; Orientability &bull; Parametric surface &bull; Prolate &bull; Real projective plane &bull; Saddle surface &bull; Spring (mathematics) &bull; Superformula &bull; Surface of revolution &bull;

Statistical mechanics (13)
Boltzmann distribution &bull; Bose–Einstein statistics &bull; Distribution function &bull; Ergodic hypothesis &bull; Fermi–Dirac statistics &bull; Feynman graph &bull; Gibbs algorithm &bull; Green-Kubo relations &bull; Liouville's theorem (Hamiltonian) &bull; Maxwell–Boltzmann statistics &bull; S-duality &bull; Statistical ensemble (mathematical physics) &bull; Upper confidence bounds applied to trees &bull;

Glossaries (12)
Glossary of Riemannian and metric geometry &bull; Glossary of category theory &bull; Glossary of differential geometry and topology &bull; Glossary of field theory &bull; Glossary of group theory &bull; Glossary of probability and statistics &bull; Glossary of ring theory &bull; Glossary of scheme theory &bull; Glossary of semisimple groups &bull; Glossary of shapes with metaphorical names &bull; Glossary of tensor theory &bull; Topology glossary &bull;

Coding theory (12)
Bar product (coding theory) &bull; Block code &bull; Canonical Huffman code &bull; Channel code &bull; Dual code &bull; Enumerator polynomial &bull; Gilbert-Varshamov bound &bull; Hamming bound &bull; Hamming(7,4) &bull; Singleton bound &bull; Systematic code &bull; Tornado code &bull;

Numerical linear algebra (12)
Basis function &bull; Biconjugate gradient method &bull; Bidiagonalization &bull; Block LU decomposition &bull; Crout matrix decomposition &bull; Divide-and-conquer eigenvalue algorithm &bull; Eigenvalue algorithm &bull; Freivald's algorithm &bull; Montante's method &bull; Pentadiagonal matrix &bull; Pivot element &bull; Symbolic Cholesky decomposition &bull;

Mathematical identities (12)
Difference of two squares &bull; Enumerator polynomial &bull; Euler's four-square identity &bull; Green's identities &bull; Hermite's identity &bull; Jacobi identity &bull; Lagrange's identity &bull; Polarization identity &bull; Pythagorean trigonometric identity &bull; Tangent half-angle formula &bull; Vandermonde's identity &bull; Weitzenböck identity &bull;

Conjectures (12)
Conjecture &bull; Generalized Riemann hypothesis &bull; Grothendieck–Katz p-curvature conjecture &bull; Herzog-Schönheim conjecture &bull; Hilbert-Smith conjecture &bull; Homological conjectures in commutative algebra &bull; Nagata's conjecture on curves &bull; Nagata-Biran conjecture &bull; Nakai conjecture &bull; Serre conjecture (number theory) &bull; Serre's multiplicity conjectures &bull; Seshadri constant &bull;

Estimation theory (12)
Efficiency (statistics) &bull; Fisher information &bull; Forecast error &bull; Fraction of variance unexplained &bull; Generalized canonical correlation &bull; Least-squares estimation of linear regression coefficients &bull; Lehmann–Scheffé theorem &bull; Mean squared prediction error &bull; Point estimation &bull; Qualitative forecasting &bull; Root mean square deviation &bull; Score (statistics) &bull;

Euclidean symmetries (12)
Charts on SO(3) &bull; Conjugation of isometries in Euclidean space &bull; Coordinate rotations and reflections &bull; Dihedral group &bull; Euclidean group &bull; Euler's rotation theorem &bull; Euler-Rodrigues parameters &bull; Fixed points of isometry groups in Euclidean space &bull; Improper rotation &bull; Point groups in two dimensions &bull; Rotation (mathematics) &bull; Rotation around a fixed axis &bull;

Lie algebras (12)
Cartan matrix &bull; Casimir goes to Casimir &bull; Casimir invariant &bull; Jacobi identity &bull; Lie ring &bull; Monster Lie algebra &bull; Quasi-Lie algebra &bull; Representation of a Lie algebra &bull; Simple Lie group &bull; Solvmanifold &bull; Universal enveloping algebra &bull; Weyl group &bull;

Elementary arithmetic (11)
Addition of natural numbers &bull; Division by two &bull; Egyptian Mathematical Leather Roll &bull; Equality (mathematics) &bull; Even and odd numbers &bull; Irreducible fraction &bull; Multiplication table &bull; Plus-minus sign &bull; Product (mathematics) &bull; Remainder &bull; Roman arithmetic &bull;

Quantum mechanics (11)
Dirac operator &bull; Fano resonance &bull; Fock space &bull; Fubini-Study metric &bull; Hamiltonian (quantum mechanics) &bull; Perturbation theory (quantum mechanics) &bull; Potential energy surface &bull; Quantum state &bull; Quantum superposition &bull; Racah W-coefficient &bull; Topological quantum number &bull;

Numerical differential equations (11)
Adaptive mesh refinement &bull; Cash-Karp &bull; Discrete Laplace operator &bull; Dormand-Prince &bull; Euler integration &bull; Explicit and implicit methods &bull; Midpoint method &bull; Multistep method &bull; Newmark-beta method &bull; Stiff equation &bull; Uniform theory of diffraction &bull;

Integer sequences (11)
Anti-Fibonacci number &bull; Euler number &bull; Highly cototient number &bull; Lah number &bull; Lucas chain &bull; Meander (mathematics) &bull; Motzkin number &bull; Power of two &bull; Somer pseudoprime &bull; Square-free integer &bull; Sum-free sequence &bull;

Rotational symmetry (11)
Charts on SO(3) &bull; Euler-Rodrigues parameters &bull; Magnetic quantum number &bull; Racah W-coefficient &bull; Representation theory of SU(2) &bull; Representation theory of the Galilean group &bull; Rigid body &bull; Rotation (mathematics) &bull; Rotation group &bull; Rotation operator &bull; Torque/Proofs &bull;

Logarithms (11)
Additional logarithm topics &bull; Common logarithm &bull; Discrete logarithm &bull; Imaginary-base logarithm &bull; Indefinite logarithm &bull; Inverse hyperbolic function &bull; Logarithm of a matrix &bull; Logarithmic convolution &bull; Logarithmic growth &bull; Logarithmic scale &bull; Logarithmic units &bull;

Information
Run at: Tue Jun 12 18:22:28 UTC 2007 Total articles: 2502