[sage-support] Universal grobner basis and graver basis of an ideal associated to linear code using sage

Dear group members, I have found out a grobner basis of an ideal associated to some binary linear code using sage. Output contains 2127 polynomials (binomials) in 19 variables( I used degrevlex order). Is there any command in sage via which one can compute Universal Grobner basis and Gr

Re: [sage-support] Re: About inclusion of sage commands and output on word file/Latex file

maths in word is not really a good > idea. Every worthwhile > publication venue in mathematics or CS supports (La)TeX. > > > On Saturday, December 24, 2016 at 7:52:53 AM UTC, NITIN DARKUNDE wrote: >> >> Dear group members, >>I have

[sage-support] About inclusion of sage commands and output on word file/Latex file

Dear group members, I have been using sage since last 01 month. I just done some easy commands in it . I want to ask you, how to take these commands and their output on word/latex file?(So that I can include, this stuff in my research paper). Thanks. --

[sage-support] Grobner bases of ideals

Respected Sir, I am trying to find Groebner basis of an ideal in polynomial ring in 35 variables over GF(2)(As per suggestions earlier, I am working over GF(2) instead of GF(3)) but I am not able to see the output using sage. Even it do not shows any error in it. So,how to get

Re: [sage-support] About total degree of polynomial in Grobner basis of an ideal

z^3+x^2) > sage: I.groebner_basis() > [z^3 + y, x^2 - y] > sage: [f.degree() for f in I.groebner_basis()] > [3, 2] > > On 20 December 2016 at 08:47, NITIN DARKUNDE > wrote: > > Dear group members, > > Suppose I am working with an ideal in polynomial

[sage-support] About total degree of polynomial in Grobner basis of an ideal

Dear group members, Suppose I am working with an ideal in polynomial ring with n variables w.r.t. some ordering say degrevlex. If I compute groebner basis of that ideal, then is there any tool via which one can compute total degree of each of the polynomial in Groebner basis us

Re: [sage-support] Grobner bases in sage

Respected Sir, I am talking about remainder of f. On Dec 16, 2016 6:17 PM, "David Joyner" wrote: > On Fri, Dec 16, 2016 at 5:55 AM, NITIN DARKUNDE > wrote: > > > > Dear Group members, > >Suppose we have been given an

[sage-support] Grobner bases in sage

​Dear Group members, Suppose we have been given an ideal say 'I' in multivariate polynomial over a finite field​. Then I know , the procedure to find a Groebner basis say 'G' of that ideal. Suppose we have one polynomial say f which is outside I as well as G, then can we find

Re: [sage-support] Re: Sage crash report 7.0

Hello, I have some old version of sage installed two years ago on my laptop. Also some worksheets are saved on it. How to upgrade it to latest 7.4 version? Whether old saved worksheets will remain saved? or get deleted? On Dec 14, 2016 9:08 PM, "Dima Pasechnik" wrote: Is there any reason you can

[sage-support] About sage commands/programme in Linear algebra/coding theory

Dear group members, I have the following question. Suppose I have one non square matrix(i.e. *generator matrix of some linear code over finite field with 2 elements*)over GF(2), whose rows will span one particular vector space say V or linear code over GF(2). G=G=matrix(G

Re: [sage-support] Grobner basis for linear codes

Respected Sir, Yes sir, I am supposed to calculate Grobner basis for an ideal in a polynomial ring in 35 variables with coefficients from GF(2). On Dec 6, 2016 10:45 PM, "David Joyner" wrote: > On Mon, Dec 5, 2016 at 4:56 AM, NITIN DARKUNDE > wrote: > &