On Jul 30, 2:22 pm, Niles wrote:
> On Jul 30, 7:36 am, mario wrote:
>
> > I have not tried using other rings; can you give me an example to try?
>
> Sure! The patch works over any commutative ring that sage supports;
> here are a couple:
>
> sage: M. = MPowerSeriesRing(GF(11),4); M
> Multivari
On Jul 30, 7:36 am, mario wrote:
>
> I have not tried using other rings; can you give me an example to try?
>
Sure! The patch works over any commutative ring that sage supports;
here are a couple:
sage: M. = MPowerSeriesRing(GF(11),4); M
Multivariate Power Series Ring in a, b, c, d over Finite
On Jul 30, 8:35 am, Niles wrote:
> Hi, I think both the links are pointing to the same patch, which I've
> been working on recently--thanks for taking a look! To get the patch
> from trac to work, I think you need to use mercurial; there are some
> instructions in the sage developer guide, but
Hi, I think both the links are pointing to the same patch, which I've
been working on recently--thanks for taking a look! To get the patch
from trac to work, I think you need to use mercurial; there are some
instructions in the sage developer guide, but in case you don't feel
like going through al
Hi!
On 30 Jul., 01:03, Bill Hart wrote:
> The original Sage code from the googlegroups/trac message you link to
> doesn't seem to work in current sage any more. I couldn't find a
> multivariable power series ring in the reference manual either, but
> may not have been looking hard enough.
I thin
The original Sage code from the googlegroups/trac message you link to
doesn't seem to work in current sage any more. I couldn't find a
multivariable power series ring in the reference manual either, but
may not have been looking hard enough.
Doing these computations in Sage generically, seems to t
