A Refinement of Milnor's Fibration Theorem for Complex Singularities *

Abstract

Let X be an analytic subset of an open neighbourhood U of the origin 0 in n. Let f : (X, 0) → (, 0) be holomorphic with a critical point at 0 ∈ U and set V = f −1 (0). Let ε be a ball in U of sufficiently small radius ε > 0, centred at 0 ∈ n. We show that the whole space (X ∩ Bε) \ V fibres over Ë 1. The restriction of this fibration to (X ∩ Ëε) \ V is the… (More)

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Cite this paper

@inproceedings{CisnerosMolina2009ARO, title={A Refinement of Milnor's Fibration Theorem for Complex Singularities *}, author={J L Cisneros-Molina and J Seade and Jih{\`e}ne Snoussi}, year={2009} }