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
|
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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
|