Category:Representation theory of finite groups
![]() | Computing portal |
Here is a list of articles in the Representation theory of finite groups category of the Computing portal that unifies foundations of mathematics and computations using computers.
Pages in category "Representation theory of finite groups"
The following 22 pages are in this category, out of 22 total.
- Representation theory of finite groups (computing)
*
- Modular representation theory (computing)
A
- Artin's theorem on induced characters (computing)
B
- Brauer's theorem on induced characters (computing)
- Brauer's three main theorems (computing)
- Brauer–Nesbitt theorem (computing)
F
- Frobenius reciprocity (computing)
G
- Garnir relations (computing)
J
- Jucys–Murphy element (computing)
M
- Maschke's theorem (computing)
- Murnaghan–Nakayama rule (computing)
P
- Permutation representation (computing)
- Principal indecomposable module (computing)
R
- Representation theory of the symmetric group (computing)
- Robinson–Schensted correspondence (computing)
S
- Schur polynomial (computing)
- Segal conjecture (computing)
- Segal's conjecture (computing)
- Specht module (computing)
T
- Tensor product of representations (computing)
Y
- Young symmetrizer (computing)
- Young tableau (computing)