Zassenhaus Conjecture for Integral Group Rings of Simple Linear Groups

Abstract

We prove that the Zassenhaus conjecture is true for $PSL(2,8)$ and $PSL(2,17)$. This is a continuation of research initiated by W. Kimmerle, M. Hertweck and C. Höfert.

Cited by in corpus (3)

• On the Prime Graph Question for Integral Group Rings of 4-primary groups II
• Rational conjugacy of torsion units in integral group rings of non-solvable groups
• On the torsion units of the integral group ring of finite projective special linear groups