Category:Matrix Algebra
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This category contains results about Matrix Algebra.
Definitions specific to this category can be found in Definitions/Matrix Algebra.
Matrix algebra is the subfield of algebra whose subjects of manipulation are matrices.
Subcategories
This category has the following 39 subcategories, out of 39 total.
A
C
- Characteristic Equations (empty)
- Congruence Transformations (empty)
D
E
F
G
H
- Hermitian Conjugates (empty)
M
- Matrix Equivalence (3 P)
- Matrix Exponential (10 P)
- Matrix Logarithms (1 P)
- Matrix Similarity (1 P)
- Matrix Spaces (1 P)
N
- Negative Matrices (4 P)
O
P
- Pairwise Orthogonality (empty)
R
S
- Special Linear Group (6 P)
Pages in category "Matrix Algebra"
The following 32 pages are in this category, out of 32 total.
C
E
I
M
S
- Set of Linear Transformations is Isomorphic to Matrix Space
- Similar Matrices are Equivalent
- Special Linear Group is Subgroup of General Linear Group
- Square Matrices over Real Numbers under Multiplication form Monoid
- Square Matrix with Duplicate Columns has Zero Determinant
- Square Matrix with Duplicate Rows has Zero Determinant
- Square of Ones Matrix
- Substitution Rule for Matrices
- Substitution Rule for Matrices/Einstein Summation Convention