Uniform radius and regular stratifications
Abstract
In this paper we investigate how germs of real functions can change under deformation. In particular we look at deformations of germs of isolated singularities from Rn to Rk (n >= k) and the relation with there natural stratification in some tame categorie (algebraic, analytic, semi-algebraic, subanalytic, o-minimal straucture polynomially bounded). The word tame in this paper will refer to one of these categories.
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