The groups with order
dividing p^7, p an odd prime
Here we provide access to notes which describe aspects of our
of the groups with order dividing p^7, where p is an odd prime.
We make no claims regarding the coherence nor completeness of these
They are contemporaneous records of various computations.
The notes are provided "as
is" and are available as four pdf files.
on groups with order p^5
on groups with order p^6
on groups with order p^7, exponent p
on groups with order p^7
You can download pdf versions of the following paper,
which reports on our classification of the groups with order
M.F. Newman, E.A. O'Brien and M.R. Vaughan-Lee,
and nilpotent Lie rings whose order is the sixth power of a
J. Algebra, 278, 383-401,
or a preprint
on our classification of the groups with order
E.A. O'Brien and M.R. Vaughan-Lee,
The groups with order p^7 for odd prime p,
accepted J. Algebra,
library already contains descriptions of the groups with order
We plan to make our descriptions for those with order p^7
available as part of this library.
You may wish to download a preliminary
Read the enclosed README file for instructions on its use.
Eamonn O'Brien and Michael Vaughan-Lee
Last updated January 2005.