Why don't we block in ALL of Tuesday evening to work together?
> There is one more thing that I would like to discuss with you and others:
> the issue of computing congruences between spaces of cusp forms. With regard
> to our paper, when I was checking whether a newform is congruent modulo a
> prime ideal over a given prime p to an old eigenform, the computations on
> sage slowed down very quickly as the level increased (at around 250). I
> think I may have a faster algorithm to do this when p^2 does not divide the
> level. I have given my student Randy Heaton the task of figuring out the
> details and implementing the algorithm, and he may talk to people at Sage
> days about it before I get there. I thought that it might be easiest if I
> give a short informal talk on my plan, mainly to get any
> comments/criticism/suggestions from people at Sage days, provided this issue
> is of interest to several others (this could be more efficient than talking
> to one person at a time). Let me know if that sounds like a good idea and
> is feasible.
That's a perfect idea for a Sage Days project. Send a description to
the sagedays17 mailing list ASAP. You could also post something to
the wiki.
William