Sweet!

I'm assuming you're using a dictionary map? I think this could kill two
birds with one stone. If we want to make Sage act more like GAP and consider
the domain of a permutation group to be the collection of non-fixed points
(I think we should consider subgroups separately), then even in the case
when the generators contain integers, those integers could be dictionaried
(I think that's a word) into a compacted list of integers. In that
situation, 99% of the existing methods could be used.

I have some things to add to the subgroup discussion from farther up, and
I'll be back from vacation on Wednesday. Unfortunately, this will be my last
computer access until then. :-(

Jason B. Hill





On Sun, May 30, 2010 at 3:46 PM, Mike Hansen <mhan...@gmail.com> wrote:

> On Fri, May 21, 2010 at 5:58 PM, Jason B Hill <jason.b.h...@colorado.edu>
> wrote:
> > Can we get a list together of all of those who may be interested in
> > contributing to the rewrite of permutation groups on some level? We can
> move
> > to an in-depth discussion and inventory. I don't want to flood the
> > sage-devel list with too much, unless there are those who think the
> > discussion should remain here.
>
> I've been working on this over the next few days, cleaning up the
> code, and making permutation groups act over an "arbitrary" domain.
> I'll be posting these in the next few days.
>
> --Mike
>
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