LOCAL TOPOLOGICAL ALGEBRAICITY OF ANALYTIC FUNCTION GERMS Auteur(s): Bilski Marcin, Parusinski Adam, Rond G. (Document sans référence bibliographique) Ref HAL: hal-01255235_v1 Ref Arxiv: 1401.5771 Ref. & Cit.: NASA ADS Exporter : BibTex | endNote Résumé: T. Mostowski showed that every (real or complex) germ of an analytic set is homeomorphic to the germ of an algebraic set. In this paper we show that every (real or complex) analytic function germ, defined on a possibly singular analytic space, is topologically equivalent to a polynomial function germ defined on an affine algebraic variety. Commentaires: A paraître à Journal of Algebraic Geometry