Hi,

Thank you Nils for the great work on the library interface to maxima.

On Sun, 6 Sep 2009 22:55:40 -0700
William Stein <wst...@gmail.com> wrote:

> 
> On Sun, Sep 6, 2009 at 10:24 PM, Nils Bruin<nbr...@sfu.ca> wrote:

> > For other people interested in maxima-as-a-library: I personally
> > don't have a clue what the right way forward is from here. What
> > functionality do we need from maxima? Is a minimal functionality
> > library the right way to go, a la the "myint" example above? Or
> > would we be served with a fully functional
> > MaximaSymbolicRing, where one can simply coerce between SR and
> > MaximaSymbolicRing, whenever one needs functionality available in
> > Maxima/PyNaC but not in PyNaC/Maxima. I think this project at this
> > point really needs input from someone familiar with Sage's
> > symbolics. (I personally don't have a use for them).

A python interface to maxima (MaximaSymbolicRing) would be totally
awesome. Though this would be a lot of work and I don't think it is
required for the interface between Sage and Maxima.


> You're right.  We should make a list of everything Maxima does for our
> basic symbolic manipulation that would be a lot of work to simply
> rewrite in PyNaC.

I had started such a list here:

http://wiki.sagemath.org/symbolics

AFAIK, we rely on maxima for the items up to orthogonal polynomials on
that list. It would be great if we could call maxima like a library for
these operations.

To make the requirements from the library more concrete, we could start
a new wiki page listing specific calls to maxima we want to transfer to
the library interface.


Thanks.

Cheers,
Burcin

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