. A G ] 3 0 Ju n 20 08 ALGORITHM FOR COMPUTING LOCAL BERNSTEIN - SATO IDEALS

Abstract

Given p polynomials of n variables over a field k of characteristic 0 and a point a ∈ k, we propose an algorithm computing the local Bernstein-Sato ideal at a. Moreover with the same algorithm we compute a constructible stratification of k such that the local Bernstein-Sato ideal is constant along each stratum. Finally, we present non-trivial examples… (More)

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Cite this paper

@inproceedings{Oaku2008AG, title={. A G ] 3 0 Ju n 20 08 ALGORITHM FOR COMPUTING LOCAL BERNSTEIN - SATO IDEALS}, author={Toshinori Oaku}, year={2008} }