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Approximate Factorization of Polynomials in Z[x]

机译:Z [x]中多项式的近似因式分解

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摘要

Today, approximate polynomial factorization is well known, but it is only for multivariate polynomials over fields such as C or R. To our knowledge, no paper has been published so far on approximate factorization of univariate polynomials over Z. In this poster, we challenge to this new theme, present three algorithms, and show that the approximate factorization in Z[x] is feasible but the factorization is often unstable, posing many problems to us.
机译:今天,近似多项式因式分解已广为人知,但仅适用于C或R等领域的多元多项式。据我们所知,到目前为止,还没有关于Z上单变量多项式的近似因式分解的论文。在此海报中,我们挑战针对这个新主题,提出了三种算法,并表明Z [x]中的近似分解是可行的,但分解通常是不稳定的,给我们带来了许多问题。

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