We introduce a new approach to multivariate polynomial factorisation which incorporates ideas from polyhedral ge- ometry, and generalises Hensel lifting. Our ...
We introduce a new approach to multivariate polynomial factorisation which incorporates ideas from polyhedral geometry, and generalises Hensel lifting.
We introduce a new approach to multivariate polynomial factorisation which incorporates ideas from polyhedral geometry, and generalises Hensel lifting.
We introduce a new approach to multivariate polynomial factorisation which incorporates ideas from polyhedral geometry, and generalises Hensel lifting.
We introduce a new approach to multivariate polynomial factorisation which incorporates ideas from polyhedral geometry, and generalises Hensel lifting.
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Our main contribution is to present an algorithm for factoring bivariate polynomials which is able to exploit to some extent the sparsity of polynomials. We ...
Motivated by a connection with the factorization of multivariable poly- nomials, we study integral convex polytopes and their integral decompositions in the ...
We introduce a new approach to multivariate polynomial factorisation which incorporates ideas from polyhedral geometry, and generalises Hensel lifting.
Jun 25, 2023 · Factorising a multivariate polynomial, in terms of products of linear polynomials, using blowups ; p · is linear in at least one of ; x or ; y, (say ...
Convex polytopes have been studied since the earliest days of mathematics. We shall see that they are very useful for analyzing and solving polynomial equations ...
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