for when the margin is too small
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Integer and polynomial GCD calculations: useful properties, Euclidean techniques,Resultants and the Sylvester matrix, non-Euclidean modular GCD by large/many small primes.
Posted in Algebra, CM30070 | No Comments »
An algorithm for determining a Gröbner basis for a collection of polynomials.
A Gröbner basis for a system of polynomials preserves the common roots whilst being simpler relative to an ordering.
Discussion of canonical forms for polynomials- single variable dense and sparse representations; orderings for multivariate polynomials.
Graeme TaylorPhD Student,Number TheoryAbout this blog