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- Carles Bivià-Ausina
- Experimental Mathematics
- 2002

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)

- Irena Swanson, Craig Huneke, +14 authors Bernd Ulrich
- 2013

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)

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