[GAP Forum] question

[Alireza Abdollahi]

Dear Ms. Khamseh,

The point is that if G is a group of order p^n and p>= n, then the (nilpotenty) class of G is less than p. So it is possible to use Lazard Correspondence between
 nilpotent p-groups and Lie rings of class <p.  And in the case p>=n, one may find a "uniform" classification for all p-groups of order p^n with p>=n.

What remains, is to deal with the other values of p<n, the method here is completely computational (by means of using machin computation) and depends to 
many technical tools.

Best Regards
Alireza Abdollahi
 Alireza Abdollahi
Department of Mathematics
University of Isfahan 
Isfahan 81746-73441,Iran
a.abdollahi at math.ui.ac.ir
abdollahi at member.ams.org
http://sci.ui.ac.ir/~a.abdollahi 



----- Original Message ----
From: Elaheh khamseh <elahehkhamseh at gmail.com>
To: forum at gap-system.org
Sent: Sat, February 6, 2010 10:52:29 PM
Subject: [GAP Forum] question

Dears

There is a charactertion of p-groups of order P^5 in one paper for
p>=5. I want to know what we have for groups order p^5 when p=2 or
p=3. Are they different?

Yours;
E. Khamseh.

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