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Extension of Expansion Base Algorithm for Multivariate Analytic Factorization including the Case of Singular Leading Coefficient

机译:多元奇异分解的扩展基础算法的扩展(包括奇异前导系数的情况)

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摘要

The expansion base algorithm, which was devised by Abhyankar, Kuo and McCallum is very efficient for analytic factorization of bivariate polynomials. The author had extended it to more than two variables but it was only for polynomials with non-vanishing leading coefficient at the expansion point. We improve it to be able to apply to polynomials including the case of vanishing leading coefficient, that is, singular leading coefficient, which comes to a specific problem only for more than two variables.
机译:由Abhyankar,Kuo和McCallum设计的扩展基础算法对于双变量多项式的解析因式分解非常有效。作者将其扩展到了两个以上的变量,但这仅适用于扩展点处前导系数不消失的多项式。我们对其进行了改进,使其能够应用于多项式,包括先导系数消失(即奇异先导系数)的情况,这仅对两个以上的变量产生了特定问题。

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