| Group #2: Cyclic(4) |
| Magma small group library number: 4 |
| Cohomology ring P = H*(G) is a quotient of | |||
| Polynomial ring in variables: z , y | |||
| in degrees: 1 , 2 | |||
| The ideal of relations is generated by: z2 |
| SUPERGROUPS AND SUPERQUOTIENTS | |||
| The subindices indicate multiplicities. | |||
| This group is a maximal subgroup of the non-abelian groups | |||
| of order 8 and Hall-Senior numbers: 4 , 53 | |||
| This group is a maximal quotient of the non-abelian groups | |||
| of order 8 and Hall-Senior numbers: |