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math.GR2022
Squares of conjugacy classes and a variant on the Baer-Suzuki Theorem
Chris Parker, Jack Saunders
For a prime, a finite group and a normal subset of elements of order , we prove that if consists of -elements then $Q = \langle A \…
math.RT2022
Cohomology and Ext for rank one finite groups of Lie type in cross characteristic
Jack Saunders
We compute the dimensions of for all irreducible , lying in -blocks of cyclic defect in the simple groups , $\operato…