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Group cohomology of semidihedral groups

This article gives specific information, namely, group cohomology, about a family of groups, namely: semidihedral group.
View group cohomology of group families | View other specific information about semidihedral group

We describe here the homology and cohomology groups of the semidihedral group of order 2^n, which is obtained as the external semidirect product of a cyclic group of order 2^{n-1} and cyclic group:Z2 where the non-identity element acts via multiplication by 2^{n-2} - 1.

Contents

Homology groups for trivial group action