On Nov 30, 2007, at 20:37 , William Stein wrote:
>
> On Nov 30, 2007 2:22 PM, Justin C. Walker <[EMAIL PROTECTED]> wrote:
>> On Nov 30, 2007, at 2:15 AM, mabshoff wrote:
>>> On Nov 30, 10:51 am, joel <[EMAIL PROTECTED]> wrote:
I downloaded the modified tarball. It untar'd without complaint.
Thank you very much David,
For now "list" function works for me very well using the approaches I
discussed in last post, except that t makes some problem for "reduce"
function which I asked in my next post. If the problem with "reduce"
won't be solved, the "dict" function would be enough for impl
Dear Supporters,
I have a variety X in K[x_1,...,x^8] and I want to pass some
hyperplanes through it and get the new equation of intersection. I
used the "reduce" function of ideals and it works for me very well as
follows:
sage: k = GF(2);
sage: R. = k['w'];
sage: K. = GF(2^4, name='t', modulus
Hi Ahmad,
Unfortunately I know nothing about multivariate polynomials in sage,
but in case you didn't already know, there is an easy way to find out
what methods an object supports. For example I did this:
sage: k = GF(7)
sage: R = MPolynomialRing(k,2,x)
sage: x = R.gens()
sage: g = x[0]^3 +
Hi David,
I think "list" function is enough for me if I extend the ring in two
steps: first with free variables and then I extend it algebraically.
Your solution is working for me in this way:
sage: k = GF(2);
sage: WRBasePolyRing = MPolynomialRing(k, 8, x); x =
WRBasePolyRing.gens()
sage: S = W
Hi David,
I think "list" function is enough for me if I extend the ring in two
steps: first with free variables and then I extend it algebraically.
Your solution is working for me in this way:
sage: k = GF(2);
sage: WRBasePolyRing = MPolynomialRing(k, 8, x); x =
WRBasePolyRing.gens()
sage: S = W
On Dec 1, 4:22 am, [EMAIL PROTECTED] (Jan Groenewald) wrote:
> Hi William et al,
Hello Jan,
>
> I am running sage-2.8.13-i686-Linux-Ubuntu.tar.gz, reading
> the tutorial.
>
> Meta comment: How about using hevea instead of latex2html?
> (Licensing issue)
> 0 [EMAIL PROTECTED]:~$apt-cache policy
Hi David,
Thank you very much for your solution. I think it is enough for me as
finally I want to see the result in normal basis. However, I changed
the code a little to suite my purpose but it failed. Could you please
tell me what should I use instead of "list" property in multivariate
case (may
