On 1/14/08, Pierre <[EMAIL PROTECTED]> wrote:
>
> It may be appropriate to quote some other existing results on the
> subject. There are mostly two sources of computations of cohomology
> rings (not just in low degrees):
>
> *** Jon Carlson's page:
>
> http://www.math.uga.edu/~lvalero/cohointro.html
>
> He computes the cohomology rings, as well as a wealth of relevant
> information about them, for all the groups of order dividing 64 (not a
> single group is missing). His programs are in Magma, and have
> benefited from specific tweaking from the team that developped Magma.
>
> *** David Green's page:
>
> http://www.math.uni-wuppertal.de/~green/Coho_v2/
> (there are a couple of other locations or mirrors)
>
> Here you'll find some computations at odd primes as well as at 2, and
> some computations for very large groups (256 for example). The
> programs are in C. You'll be interested to know that David and one co-
> author whose name escapes me are currently re-writing the whole thing
> with SAGE. Normally a user-friendly interface should come with it.
>
> You might find my own computations relevant (under construction):
>
> http://www-irma.u-strasbg.fr/~guillot/research/cohomology_of_groups/index.html
>
> I have added information on Stiefel-Whitney classes and Steenrod
> operations. Most of the computations were in C++ but SAGE has also
> been crucially used (how else could you call GAP, mathematically
> process the information, download stuff from Carlson's page, call the C
> ++ programs, and then produce the HTML files, all in one language ?)

I've added a link for this cool project here:

 http://sagemath.org/pub.html

Let me know if you want me to change anything.

Perhaps you'll want to make all the data available as a database
as part of Sage at some point?

William

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