Carles Bivià-Ausina

We don’t have enough information about this author to calculate their statistics. If you think this is an error let us know.
Learn More
The problem of determining the degree of C-sufficiency s(f) of a given analytic function germ f : (C, 0) → (C, 0) is well known in singularity theory. There is some previous work which gives an upper estimate for this number (see Section 2 for its definition). For instance, in the paper [Lichtin 81], the case n = 2 is considered. In the paper [Fukui 91], an(More)
p. 8, lines 6–7 of proof of 1.3.3: replace “The lowest degree component” by “The lowest degree component monomial”; replace “components” by “component monomials”. p. 12, in Definition 1.4.7, now allow the Newton polyhedron to be the convex hull to be either in R or in Q. This harmonizes with the subsequent general definition of the Newton polyhedron in(More)
  • 1