About this representation
| Group |
S6(2) |
| Group generators |
Standard generators |
|
Dimension |
7 |
| Ring |
Z[½] |
|
Characteristic |
0 |
|
Description |
Basis 3: Orthogonal. |
|
Irreducibility information |
Absolutely irreducible |
|
Indicator |
+ |
|
Character |
χ2 |
| Character
ring |
Z |
| Schur
index |
1 |
| Notes |
Monomial subgroup is M := 〈
z, y 〉 = 26:L3(2),
where z =
(xy-2xy2)yxyxy-1x. |
| Contributed
by |
Not recorded |
Download
This representation is available in the following
formats:
Checks applied
| Check |
Description |
Date |
Checked by |
Result |
| Files exist |
Check whether files exist (where
stated). |
Jul 20, 2006 |
certify.pl version 0.05 |
Pass |