Jonathan Hanke writes:
> Hi,
>
> I was wondering if there is (or is planned) support for natural multivariate
> power series ring constructions (with say
> fixed precision for each variable) similar to that of polynomal rings? It
> would be nice to be able to say something like
>
> S = PowerS
You could use the multivariate power series in Maxima.
There are 2 versions, maximum total degree and (recursively)
maximum individual variable degree.
As for design, if you were writing it from scratch, I think the
Maple system has a somewhat more flexible implementation.
I think Axiom may have
Hi William,
Thanks for the clarification. To start the discussion, let me ask if
there is a good place for learning about how Sage deals with
generators, the syntax X., and what classes to inherit to get this
functionality working in a class?
-Jon
=)
On Aug 29, 2:16 am, William Stein wrote
On Fri, Aug 28, 2009 at 11:12 PM, Jonathan Hanke wrote:
> Hi,
>
> I was wondering if there is (or is planned) support for natural
> multivariate power series ring constructions (with say fixed precision for
> each variable) similar to that of polynomal rings? It would be nice to be
> able to say
