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2 votes
1 answer
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On a efficient algorithm for factoring bivariate polynomials modulo composite modulus assuming the solution is unique

We found and implemented in sage efficient algorithm for factoring bivariate polynomials modulo composite modulus assuming the solution is unique up to a constant factor. More formally let $K=\mathbb{...
joro's user avatar
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4 votes
1 answer
486 views

All rational periodic points

I am trying to find all rational periodic points of a polynomial. To specify: a periodic point is the point that satisfy $f^n(x)=x$. It is related to dynamical systems in fact. So the current codes ...
nomadd's user avatar
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2 votes
0 answers
349 views

Basis for a set of polynomials in Sage? [closed]

I have a large set of polynomials in the coordinates $x,y,z$ in Sage, (e.g. $x^5y-3x^2y^2+2xy^3+x^2yz-y^2z$). I want to know, for example, if $x^5y$ is in the span of my set. Is there a Sage command ...
Lauren's user avatar
  • 131