I'm not sure this will help but it is related to your question:
http://wiki.sagemath.org/days4/projects/database

On Wed, May 27, 2009 at 4:49 AM, Simon King <simon.k...@uni-jena.de> wrote:
>
> Hi!
>
> The mission statement or our project on cohomology rings says that we
> should make a data base publically available. It should in some way be
> available for Sage (say, as an optional/experimental package), but I
> wonder if it is possible.
>
> 1) An spkg just with our programs would be about 460 MB. I think this
> is ok. But a gzipped tar ball of our results (forming the data of a
> data base) would be 20 GB for about 2500 cohomology rings. Is this too
> much for inclusion into the spkg? I guess it is.
>
> But how else could I provide the data? Perhaps I can keep it on some
> web site (on sage.math?), for downloading the data of single
> cohomology rings on demand?
>
> 2) Having the data is one thing. Having a relational data base is a
> different thing.
> What I can do:
>  Given the address (q,n) of a finite p-group in the Small Groups
> Library, my cohomology constructor first tries to find the cohomology
> data stored on disk, and if it fails then it creates the ring from
> scratch.
> What I want to be able to do:
>  The data base should be able to return, say, a list of all known
> cohomology rings of depth 2, or a list of all cohomology rings with a
> given Poincare series.
>
> I guess that those things are doable with sqlalchemy, but perhaps you
> have a different/better suggestion.
>
> And I would appreciate a direct pointer to manual pages that explain
> how to create a data base, given a function that returns some object
> to a given key, so that the data base relates the key with certain
> special properties (depth, Poincare series,...) of the returned
> objects.
>
> Best regards,
>     Simon
>
> >
>

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