[sage-support] Re: numerical eigenforms

2009-07-23 Thread Minh Nguyen
Hi Ron, On Thu, Jul 23, 2009 at 5:13 PM, rje wrote: > p.s. Just to make sure there is at least one thing useful in this > post, I point out a misprint after the word "polynomial" at > http://www.sagemath.org/doc/bordeaux_2008/level_one_forms.html This is now ticket #6600 http://trac.sagemat

[sage-support] Re: numerical eigenforms

2009-07-23 Thread Minh Nguyen
On Thu, Jul 23, 2009 at 5:13 PM, rje wrote: > p.s. Just to make sure there is at least one thing useful in this > post, I point out a misprint after the word "polynomial" at > http://www.sagemath.org/doc/bordeaux_2008/level_one_forms.html You're invited to upload a patch to the trac server. I

[sage-support] Re: numerical eigenforms

2009-07-23 Thread rje
It's not so much that I haven't read the documentation, but rather that the definitions have been unclear. It's not Sage, it's me--things have been unclear all my life. To paraphrase from 1969's "Both sides now", I really don't know "numerical_eigenforms" at all. What Sage calls a cusp form on

[sage-support] Re: numerical eigenforms

2009-07-19 Thread William Stein
2009/7/15 rje : > > What is going on here? Does this only work for even weights? rje > > sage: n=numerical_eigenforms(15,3);n.ap(2) > [] > > Type sage: numerical_eigenforms? and read it. In particular, the first input is the group and if a number N is given that it just defaults to Gamma0(N).