Category:Matrix theory
Here is a list of articles in the category Matrix theory of the Computing portal that unifies foundations of mathematics and computations using computers. Matrix theory is a branch of mathematics which is focused on study of matrices. Initially, it was a sub-branch of linear algebra, but soon it grew to cover subjects related to graph theory, algebra, combinatorics and statistics as well.
Subcategories
This category has the following 4 subcategories, out of 4 total.
D
M
T
Pages in category "Matrix theory"
The following 115 pages are in this category, out of 115 total.
A
- Adjugate matrix (computing)
- Amitsur–Levitzki theorem (computing)
- Antieigenvalue theory (computing)
B
- Bendixson's inequality (computing)
- Bidiagonalization (computing)
- Block matrix pseudoinverse (computing)
C
- Carleman matrix (computing)
- Cayley–Hamilton theorem (computing)
- Change of basis (computing)
- Commuting matrices (computing)
- Companion matrix (computing)
- Computing the permanent (computing)
- Coppersmith–Winograd algorithm (computing)
- Cracovian (astronomy)
- Crouzeix's conjecture (computing)
- Cuthill–McKee algorithm (computing)
D
- Derivative of the exponential map (computing)
- Determinant (computing)
E
- Eigendecomposition of a matrix (computing)
- Eigenoperator (computing)
- Eigenvalues and eigenvectors (computing)
- Eigenvalues and eigenvectors of the second derivative (computing)
F
- Faddeev–LeVerrier algorithm (computing)
- Freivalds' algorithm (computing)
- Frobenius covariant (computing)
- Frobenius determinant theorem (computing)
G
- Generalized eigenvector (computing)
- Gershgorin circle theorem (computing)
- Golden–Thompson inequality (computing)
H
- Hadamard product (matrices) (computing)
- Haynsworth inertia additivity formula (computing)
I
- Immanant (computing)
- International Linear Algebra Society (organization)
- Invertible matrix (computing)
J
- Jacobi's formula (computing)
- Jordan matrix (computing)
- Jordan normal form (computing)
K
- Khatri-Rao product (computing)
- Khatri–Rao product (computing)
- Kronecker product (computing)
- Kronecker sum of discrete Laplacians (computing)
L
- Laplace expansion (computing)
- Lie product formula (computing)
- Loewner order (computing)
- Logarithm of a matrix (computing)
- Logarithmic norm (computing)
M
- Manin matrix (computing)
- Matrix calculus (computing)
- Matrix completion (computing)
- Matrix decomposition (computing)
- Matrix determinant lemma (computing)
- Matrix exponential (computing)
- Matrix function (computing)
- Frobenius inner product (computing)
- Matrix multiplication (computing)
- Matrix polynomial (computing)
- Matrix ring (computing)
- Matrix semialgebra (computing)
- Matrix semiring (computing)
- Matrix unit (computing)
- Minimal polynomial (linear algebra) (computing)
- Minimum degree algorithm (computing)
- Minor (linear algebra) (computing)
- Proofs involving the Moore–Penrose inverse (computing)
- Moore–Penrose inverse (computing)
- Mutual coherence (linear algebra) (computing)
N
- Non-negative matrix factorization (computing)
- Nullity theorem (computing)
- Numerical range (computing)
O
- Operator monotone function (computing)
- Orthogonal Procrustes problem (computing)
P
- P-matrix (computing)
- Partial inverse of a matrix (computing)
- Permanent (mathematics) (computing)
- Perron–Frobenius theorem (computing)
- Poincaré separation theorem (computing)
- Polar decomposition (computing)
- Productive matrix (computing)
Q
- Q-matrix (computing)
- Quasideterminant (computing)
R
- Rouché–Capelli theorem (computing)
S
- Schur decomposition (computing)
- Schur product theorem (computing)
- Schur–Horn theorem (computing)
- Sherman–Morrison formula (computing)
- Singular matrix (computing)
- Singular value decomposition (computing)
- Sinkhorn's theorem (computing)
- SMAWK algorithm (computing)
- Smith normal form (computing)
- Spark (mathematics) (computing)
- Sparse graph code (computing)
- Specht's theorem (computing)
- Spectral abscissa (computing)
- Spectral theorem (computing)
- Spectrum of a matrix (computing)
- Spread of a matrix (computing)
- Square root of a matrix (computing)
- Sylvester's criterion (computing)
- Sylvester's determinant identity (computing)
- Sylvester's formula (computing)
- Sylvester's law of inertia (computing)
T
- Totally positive matrix (computing)
- Trace (linear algebra) (computing)
- Trace diagram (computing)
- Trace inequality (computing)
- Tracy-Singh product (computing)
- Trigonometric functions of matrices (computing)
U
- Unipotent (computing)
W
- Weighing matrix (computing)
- Weinstein–Aronszajn identity (computing)
- Weyr canonical form (computing)
- Whitehead's lemma (computing)
- Woodbury matrix identity (computing)
- Workshop on Numerical Ranges and Numerical Radii (computing)
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