[GAP Forum] Semisimple group
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
Assistant Professor, (Dr.)
Department of Mathematics
University of Isfahan,
e-mail: abdollahi at member.ams.org
a.abdollahi at math.ui.ac.ir
Do you Yahoo!?
New and Improved Yahoo! Mail - Send 10MB messages!
More information about the Forum