> < ^ Date: Sun, 06 Jul 1997 12:31:40 +0300
> ^ From: Ella Shalev <shalev@math.tau.ac.il >
> ^ Subject: Group Representation

Dear GAP Forum
I am trying to create the burnside group of exponent 3 and 4 generators.
According to P.Hall the elements of this group can all be written in the


Where a,b,c,d are the generators and
0 <= i1,i2,i3,i4,i5,i6,i7,i8,i9,i10,i11,i12,i13,i14 <= 3
The size of this group is 3^14.
Can someone tell me how can I present it as a Finitely Presented
Group with four generators and relations?
Or even just as a group?

Best Regards
Ella Shalev
Tel-Aviv university.

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