Hello sage-suport community,
I am working with a CombinatorialFreeModule with a multiplication defined
using the product_on_basis method. Inside the call of product_on_basis I
actually do multiplications in the algebra so that it becomes something of
a recursive function. After the outermost
I sent a copy of my code and a few samples of what I would like to do
with it to your gmail.
Thanks for your help,
Dylan
On Apr 24, 1:48 pm, Mike Hansen wrote:
> On Fri, Apr 24, 2009 at 1:40 PM, drupel wrote:
> > Thanks Mike,
> > Is it possible to do the symbolic computati
Thanks Mike,
Is it possible to do the symbolic computations with Cython?
If not, I will wait until Sage 4.0 comes out and see what happens.
Dylan
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Hi all,
I am new to Sage and I don't quite understand how to convert my code
to cython code to speed up my program. I am doing a lot of symbolic
manipulations and using the PolynomialRing object. Below I have some
of my code so that you can see the types of manipulations I hope to
speed up:
R
inh Nguyen wrote:
> > Hi Dylan,
>
> > On Fri, Apr 24, 2009 at 4:32 AM, drupel wrote:
>
> >> Hi all:
> >> I am using Sage Version 3.4, Release Date: 2009-03-11. I asked Sage
> >> to simplify the following expression:
> >> -q^(5/2)*(q^2*x2^
Hi all:
I am using Sage Version 3.4, Release Date: 2009-03-11. I asked Sage
to simplify the following expression:
-q^(5/2)*(q^2*x2^4 + q*x2^2) + q^(9/2)*x2^4 + q^(3/2)*(q^2 + 1)
*x2^2 + sqrt(q)
by calling the simplify command:
simplify(-q^(5/2)*(q^2*x2^4 + q*x2^2) + q^(9/2)*x2^4 + q^(3/2)
I am hoping to be able to factor a single variable polynomial with
positive coefficients onto factors that only involve positive
coefficients. For example I would like to factor
q^10+q^8+q^6+q^4+q^2+1 as (q^2 + 1)*(q^8+q^4+1) rather than (q^2 + 1)*
(q^2 - q + 1)*(q^2 + q + 1)*(q^4 - q^2 + 1) as t
