[GAP Forum] Semisimple group

Alireza Abdollahi alireza_abdollahi at yahoo.com
Sat Sep 25 13:16:36 BST 2004


I need to compute all "semisimple" subgroups (up to
isomorphism) of the direct product of seven

I mean by a semisimple group, a group which contains
no non-trivial normal abelian subgroup. (we know that
if $G$ is a finite semisimple group and $R$ is the
socle  of $G$, then $R\leq G\leq Aut(R)$.

Does there  exist an "ad hoc" way for solving this

Any information is appreciated.

All the best

Alireza Abdollahi

Alireza Abdollahi
Assistant Professor, (Dr.) 
Department of Mathematics
University of Isfahan, 
Isfahan 81744,Iran
e-mail: abdollahi at member.ams.org
            a.abdollahi at math.ui.ac.ir
URL:    http://sci.ui.ac.ir/math/New/abdollahi1.htm

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