On 14 mei, 09:58, jvkersch wrote:
> Meanwhile, I will also collect
> the resources that people have posted in this thread, on a Wiki page
> or so.
See http://wiki.sagemath.org/tensorcalc
Thanks for all the interesting pointers!
All the best,
Joris
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Hi Martin,
On 13 mei, 12:52, Martin Rubey
wrote:
> Waldek just pointed me to a package by Seiler:
>
> http://axiom-wiki.newsynthesis.org/JetBundles
This looks like an interesting package. While I was doing my PhD
thesis I read many of W. Seiler's papers, and I was always intruiged
by the compu
I think my previous reply to this message got eaten, so I'm sending it
again.
On 11 mei, 23:32, William Stein wrote:
> > (...) should
> > I start with a module over the Symbolic Ring, or is another ring more
> > appropriate?
>
> Have you got anywhere reading the Sage developers guide?
>
> http://
On 12 mei, 01:11, Jason Grout wrote:
> > I was wondering if there is any interest in a Sage package to compute
> > with differential forms.
>
> I am interested. I'm particularly interested in applications to
> teaching multivariable calculus.
This raises the interesting possibility (which I
On 05/11/2010 04:18 PM, jvkersch wrote:
Dear mailing list,
I was wondering if there is any interest in a Sage package to compute
with differential forms. Right now, I have the rudiments of a
differential form class with the obvious operations (wedge product,
exterior differential, Hodge star, .
What kinds of geometric objects do your forms live on? Algebraic curves and
varieties? Manifolds? Manifolds with boundary?
David
On Feb 1, 2008 8:00 AM, Peter Storm <[EMAIL PROTECTED]> wrote:
>
> Hello,
>
> I would like to either develop or find a method for computing with
> differential forms
I'm not sure if this helps or not.
All I can find is a Maxima package, diff_form.mac, which may or may not
be loaded in SAGE:
http://maxima.cvs.sourceforge.net/maxima/maxima/share/diff_form/
This email
http://www.ma.utexas.edu/pipermail/maxima/2006/003145.html
might help explain what it does. The
