Re: [sage-support] Re: Sage Algebra

2011-10-16 Thread Maarten Derickx
Why don't you just work with the quotientring of a polynmial ring? sage: Rx.=RR[] sage: K.=Rx.quo(x^6+1) sage: j=a^4 sage: i=a^3 sage: j^3 1.00 sage: i^2 -1.00 sage: (1+j+j^2) * j a^4 - a^2 + 1.00 sage: (1+j+j^2) a^4 - a^2 + 1.00 -- To po

Re: [sage-support] Re: Question about MPI in SAGE

2011-10-16 Thread Maarten Derickx
Dear Juan Grados, I don't think people have forgotten it, but merely not answering since you are asking in the wrong place. This is the sage mailinglist not the mpi4py one and the problems you are experiencing are problems with getting mpi4py working and not sage. Also your large amount of me