Category:Mathematical section
Pages in category "Mathematical section"
The following 200 pages are in this category, out of 295 total.
(previous page) (next page)A
- Adjoint endomorphism/Introduction/Section
- Adjugate matrix and Cramer's rule/Introduction/Section
- Affine mapping/Introduction/Section
- Affine scheme/Cohomological criterion/Introduction/Section
- Affine space/Affine bases/Introduction/Section
- Affine space/Affine generating system/Introduction/Section
- Affine space/Affinely independence/Introduction/Section
- Affine space/Introduction/Section
- Angle/Introduction/Section
- Approximation/Introduction/Section
- Axioms/Applied sciences/Introduction/Section
B
- Bilinear form/Gradient/Section
- Bilinear form/Gram matrix/Introduction/Section
- Bilinear form/Introduction/Section
- Bilinear form/Symmetric/Definiteness/Introduction/Section
- Bilinear form/Symmetric/Introduction/Section
- Bilinear form/Symmetric/Type criteria/Introduction/Section
- Bilinear form/Vector space/Section
- Binary operation/Computing operation/Introduction/Section
- Binary operations/Introduction/Section
- Binomial coefficients/Introduction/Section
C
- Circle/Trigonometric functions/Direct and problems/Introduction/Section
- Commensurability/Q and R/Equivalence relation/Section
- Commutative ring/Ideal/Introduction/Section
- Commutative ring/Residue class ring/Group known/Introduction/Section
- Complex numbers/Real part, conjugation, modulus/Introduction/Section
- Continuous function/R/Intermediate value theorem/Constructive/Section
- Cross product/K^3/Introduction/Section
D
- Determinant/Alternating/Section
- Determinant/Field/Recursively/Introduction/Section
- Determinant/Field/Recursively/Multilinearity/No proof/Section
- Determinant/Field/Recursively/Multiplication theorem/No proof/Section
- Determinant/Field/Recursively/Multiplication theorem/Section
- Determinant/Field/Universal property/Section
- Differentiable function/R/Local extrema/Derivative/Introduction/Section
- Differentiable functions/Mean value theorem/General/L'Hôpital's rule/Section
- Differentiable functions/Mean value theorem/Section
- Differentiable functions/R/Higher derivatives/Introduction/Section
- Direct product/Direct sum/Introduction/Section
- Dual space/Introduction/Section
E
- Eigenspace/Kernel/Linearly independent/Section
- Eigenvalues and eigenvectors/2/Introduction/Section
- Eigenvalues and eigenvectors/Endomorphism/Section
- Eigenvalues and eigenvectors/Introduction/Section
- Elementary matrices/Introduction/Section
- Endomorphism/Algebraic multiplicity/Introduction/Section
- Endomorphism/Bilinear form/Introduction/Section
- Endomorphism/Cayley-Hamilton/Section
- Endomorphism/Characteristic polynomial/Introduction/Section
- Endomorphism/Diagonalizability/Introduction/Section
- Endomorphism/Eigenspaces/Relations/Section
- Endomorphism/Finite order/Permutation matrices/Eigenvalues/Section
- Endomorphism/Generalized eigenspace/Introduction/Section
- Endomorphism/Geometric multiplicity/Section
- Endomorphism/Jordan normal form/Introduction/Section
- Endomorphism/Minimal polynomial/Characteristic polynomial/Section
- Endomorphism/Minimal polynomial/Introduction/Section
- Endomorphism/Multiplicities/Diagonalizability/Section
- Endomorphism/Nilpotent/Introduction/Section
- Endomorphism/Nilpotent/Jordan decomposition/Section
- Endomorphism/Norm/Introduction/Section
- Endomorphism/Polynomial/Inserting/Introduction/Section
- Endomorphism/Trigonalizable/Characterizations/Section
- Endomorphism/Trigonalizable/Introduction/Section
- Endomorphism/Trigonalizable/Invariant linear subspaces/Section
- Equivalence relation/Equivalence classes/Section
- Equivalence relation/Examples/Introduction/Section
- Equivalence relation/Quotient set/Section
- Euclidean space/Distances/Subsets/Introduction/Section
- Euclidean spaces/Angle-preserving mappings/Section
- Euclidean vector space/Isometry/Section
- Euclidean vector space/Proper Isometry/Introduction/Section
F
- Field/Focus on R/Introduction/Section
- Field/Linear algebra/Introduction/Section
- Finite symmetry group/Plane/Dihedral group/Section
- Finite symmetry group/Systems of semiaxes/Introduction/Section
- Finite symmetry group/Systems of semiaxes/Stabilizer group/Section
- Finite symmetry groups/Numerical condition/Section
- Finite symmetry groups/Space/Classification/Section
- Forcing algebra/Closure operations for ideals/Examples/Section
- Forcing algebra/Linear equation/Introduction/Section
- Forcing algebras/Induced torsors/Section
- Function/R/Limit/Epsilon/Introduction/Section
- Fundamental theorem of calculus/Riemann/Section
G
- Geometric series/Ratio test/R/Section
- Geometric vector bundles/Locally free sheaves/Correspondence/Section
- Group homomorphism/Introduction/Section
- Group homomorphism/Kernel/Injectivity criterion/Introduction/Section
- Group isomorphisms/Automorphism/Introduction/Section
- Group theory/Homomorphism theorems/Examples/Section
- Group theory/Lagrange's theorem/Section
- Group theory/Left and right cosets/Examples/Introduction/Section
- Group/Linear algebra/Introduction/Section
H
- Harder-Narasimhan filtration/Strong version/Tight closure/Section
- Hilbert-Kunz function/Projective curve/Global sections and Frobenius pull-back/Section
- Hilbert-Kunz function/Projective variety/Global sections and Frobenius pull-back/Section
- Hilbert-Kunz theory/Graded situation/Introduction/Section
- Hilbert-Kunz theory/Introduction/Section
- Hilbert-Kunz theory/Invariant theory/Section
- Hilbert-Kunz theory/Two-dimensional graded/Relative situation/Section
- Hyperbolic functions/R/Introduction/Section
I
- Induction/Line configurations/Introduction/Section
- Inner product/K/Introduction/Section
- Inner product/K/Norm/Cauchy-Schwarz/Section
- Inner product/K/Orthogonal basis/Introduction/Section
- Inner product/K/Orthogonality/Introduction/Section
- Intercept theorems/Linear algebra/Section
- Invertible matrix/Field/Similar/Introduction/Section
- Isometry of space/Rotation axis/Complement/Unitary/Section
- Isometry/C/Diagonalizability/Section
- Isometry/Decomposition/Section
- Isomorphic vector spaces/Introduction/Section
L
- Linear algebra/K/Homomorphism space/Introduction/Section
- Linear form/Introduction/Section
- Linear mapping/Base change/Section
- Linear mapping/Change of basis/No proof/Section
- Linear mapping/Change of field/Introduction/Section
- Linear mapping/Determinant/Introduction/Section
- Linear mapping/Determination theorem/Finite-dimensional/Section
- Linear mapping/Diagonalizable/Eigentheory/Section
- Linear mapping/Dimension formula/No proof/Section
- Linear mapping/Dimension formula/Rank/Section
- Linear mapping/Dual mapping/Introduction/Section
- Linear mapping/Examples/Introduction/Section
- Linear mapping/Introduction/Section
- Linear mapping/Kernel/Injectivity criterion/Section
- Linear mapping/Linear subspaces/Kernel/Introduction/Section
- Linear mapping/Matrix/Relation/2/Section
- Linear mapping/Matrix/Relation/Section
- Linear mapping/Multiplicities/Introduction/Section
- Linear mappings/Determination theorem/Projection image/Section
- Linear subspace/Solution space for linear system/Introduction/Section
- Linear subspaces/Sum/Section
- Linear system/Elimination method/Introduction/Section
- Linear system/Examples/Introduction/Section
- Linear system/Solution method/Introduction/Section
- Linear system/Solution method/Several remarks/Section
- Linear system/Superposition principle/Section
- Linear systems of equations/Homogeneous and inhomogeneous/Torsor/Introduction/Section
- Logarithms/Exponential functions/Introduction/Section
M
- Mapping/Composition/Section
- Mapping/Graph/Image/Preimage/Introduction/Section
- Mapping/Injective/Surjective/Bijective/Introduction/Section
- Mapping/Injective/Surjective/Composition/Introduction/Section
- Mapping/Introduction/Section
- Mapping/Linear algebra/Section
- Mapping/Possible illustrations/Gallery/Section
- Mappings/Applied mathematics/Motivation/Section
- Mathematical reasoning/Introduction/Section
- Mathematics/Applied sciences/Introduction/Section
- Matrices/K/Introduction/Section
- Matrices/Linear system/Introduction/Section
- Matrices/Several concepts/Section
- Matrix powers/C/Convergence/Introduction/Section
- Matrix/Column rank/Row rank/Introduction/Section
- Matrix/Rank/Columns and rows/Invertible/Introduction/Section
- Matrix/Stochastic/Introduction/Section
- Matrix/Stochastic/Powers/Section
- Mean value theorem for definite integrals/Riemann/Section
- Minkowski-spaces/Special relativity theory/Section
- Multilinear mapping/Alternating/Introduction/Section
N
- Natural logarithm/Inverse function to real exponential function/Introduction/Section
- Normal endomorphism/Introduction/Section
- Normal subgroup/Kernel/Introduction/Section
- Normal subgroup/Residue class group/Introduction/Section
- Normed vector space/K/Introduction/Section
- Normed vector space/Metric/Introduction/Section
- Normed vector spaces/Topology/Continuity/Introduction/Section
- Number sets/Overview/Section
O
P
- Permutation group/Number/2/Introduction/Section
- Permutation/Sign/Introduction/Section
- Pi/Zero of cosine/Introduction/Section
- Plane isometries/Section
- Plus closure/Two-dimensional/Graded/Torsor/General case/Section
- Plus closure/Two-dimensional/Graded/Torsor/Introduction/Section
- Plus closure/Two-dimensional/Graded/Torsor/Strongly semistable/Section
- Polar and cylindrical coordinates/Angle naive/Multiplication in C/Introduction/Section
- Polynomial ring/Field/1/Common divisor/Section
- Polynomial ring/Field/1/Lemma of Bezout/Endomorphism/Application/Section
- Polynomial ring/Field/Euclidean division/2/Introduction/Section
- Polynomial ring/Field/Lemma of Bezout/Section
- Polynomial ring/Field/Polynomial function/Introduction/Section
- Polynomial ring/Field/Zeroes/Introduction/Section
- Polynomial/K/Interpolation/Section
- Polynomials/Field/Euclidean division/Introduction/Section
- Polynomials/Field/Introduction/Section
- Polynomials/n/Vanishing sets/Introduction/Section
- Power series/R/Introduction/Section
- Power series/R/Properties of derivations/No proof/Section
- Powers of endomorphism/C/Convergence/Introduction/Section
- Primitive function/Definite integral/Examples and remarks/Section
- Primitive function/Integration by parts/Section
- Primitive function/Inverse function/Section
- Primitive function/Substitution/Section
- Primitive functions/Relation to fundamental theorem/Section
- Principal axis transformation/Real quadrics/Section
- Product set/Arithmetic operations/Geometric examples/Introduction/Section