By Shigeo Koshitani and İPek Tuvay

Let *k* be an algebraically closed field of prime characteristic *p* and *P* a finite *p*-group. We compute the Scott *kG*-module with vertex *P* when *\mathcal{F}* is a constrained fusion system on *P* and *G* is Park's group for *\mathcal{F}*. In the case *\mathcal{F}* is a fusion system of the... Show more

August 18, 2019

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The Brauer indecomposability of Scott modules and the quadratic group Qd(p)

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