Category:Module theory
Here is a list of articles in the category Module theory of the Computing portal that unifies foundations of mathematics and computations using computers.
Pages in category "Module theory"
The following 80 pages are in this category, out of 80 total.
- Glossary of module theory (computing)
*
- Modular representation theory (computing)
- Module (mathematics) (computing)
- Morita equivalence (computing)
A
- Algebra representation (computing)
- Algebraically compact module (computing)
- Annihilator (ring theory) (computing)
- Artin–Rees lemma (computing)
- Artinian module (computing)
- Associated prime (computing)
B
- Balanced module (computing)
- Beauville–Laszlo theorem (computing)
- Bimodule (computing)
C
- Character module (computing)
- Comodule (computing)
- Composition series (computing)
- Continuous module (computing)
- Countably generated module (computing)
- Cyclic module (computing)
D
- Decomposition of a module (computing)
- Dense submodule (computing)
- Depth (ring theory) (computing)
- Direct sum of modules (computing)
- Dual module (computing)
E
- Eilenberg–Mazur swindle (computing)
- Elementary divisors (computing)
- Endomorphism ring (computing)
- Essential extension (computing)
F
- Finite module (computing)
- Finitely generated module (computing)
- Fitting lemma (computing)
- Flat cover (computing)
- Flat module (computing)
- Free module (computing)
- Frobenius algebra (computing)
G
- Global dimension (computing)
H
- Hopfian object (computing)
I
- Indecomposable module (computing)
- Injective hull (computing)
- Injective module (computing)
- Invariant basis number (computing)
- Invariant factor (computing)
- Isotypical representation (computing)
J
- Jacobson density theorem (computing)
K
- Krull–Schmidt theorem (computing)
L
- Lattice (module) (computing)
- Length of a module (computing)
- Localization (algebra) (computing)
- Localization (commutative algebra) (computing)
- Localization of a module (computing)
M
- Mitchell's embedding theorem (computing)
- Module of covariants (computing)
N
- Noetherian module (computing)
P
- Pairing (computing)
- Primitive ideal (computing)
- Principal indecomposable module (computing)
- Projective cover (computing)
- Projective module (computing)
- Pure submodule (computing)
Q
- Quasi-Frobenius ring (computing)
- Quotient module (computing)
R
- Radical of a module (computing)
- Reflexive module (computing)
- Remak decomposition (computing)
- Resolution (algebra) (computing)
S
- Schanuel's lemma (computing)
- Semimodule (computing)
- Semisimple module (computing)
- Serial module (computing)
- Simple module (computing)
- Singular submodule (computing)
- Socle (mathematics) (computing)
- Stably free module (computing)
- Supermodule (computing)
- Support of a module (computing)
T
- Tensor product of modules (computing)
- Top (mathematics) (computing)
- Torsion (algebra) (computing)
- Torsionless module (computing)
U
- Uniform module (computing)