W. Kimmerle

most citedFinite groups of units and their composition factors in the integral group rings of the groups

PSL (2, q)

8 citations · 8 across the 2 of their papers we have counts for

collaborators

Showing math.GRShow all

2 papers · 1 filter

math.GR2008★ 8 cited

Finite groups of units and their composition factors in the integral group rings of the groups $PSL (2, q)$

Martin Hertweck, Christian R. Höfert, Wolfgang Kimmerle

Let $G$ denote the projective special linear group $PSL (2, q)$ , for a prime power $q$ . It is shown that a finite 2-subgroup of the group $V (Z G)$ of augmentation 1 un…

math.GR2005

On the first Zassenhaus conjecture for integral group rings

V. Bovdi, C. Höfert, W. Kimmerle

It was conjectured by H. Zassenhaus that a torsion unit of an integral group ring of a finite group is conjugate to a group element within the rational group algebra. The object of…

Finite groups of units and their composition factors in the integral group rings of the groups PSL(2,q)

On the first Zassenhaus conjecture for integral group rings

Finite groups of units and their composition factors in the integral group rings of the groups $PSL (2, q)$