By Shigeo Koshitani and İPek Tuvay

We present a sufficient condition for the *kG*-Scott module with vertex *P* to remain indecomposable under the Brauer construction for any subgroup *Q* of *P* as *k[Q\,C_G(Q)]*-module, where *k* is a field of characteristic *2*, and *P* is a semidihedral *2*-subgroup of a finite group *G*. This generalizes results for... Show more

August 17, 2019

Loading full text...

Similar articles

Loading recommendations...

x1

The Brauer indecomposability of Scott modules with semidihedral vertex

Click on play to start listening