A Divisibility theorem for the Alexander polynomial of a plane algebraic curve

Date

2004

Authors

Degtyarev, A. I.

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Abstract

An upper estimate for the Alexander polynomial of an algebraic curve is obtained, which sharpens Libgober's estimate in terms of the local polynomials at the singular points of the curve: only those singular points may contribute to the Alexander polynomial of the curve that are in the excess of the hypothesis of Nori's vanishing theorem.

Source Title

Journal of Mathematical Sciences

Publisher

Springer New York LLC

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Citation

Published Version (Please cite this version)

Language

English