Convolution theorem for non-degenerate maps and composite singularities

Details Convolution theorem for non-degenerate maps and composite singularities Convolution theorem for non-degenerate maps and composite singularities

1998-06-04

arxiv.org/abs/math/9806020v2

Mathematics

Algebraic Geometry

The correction

Scientific paper

We give a formula for the spectral pairs (after Steenbrink) for composite
singularities of several variables. (Note that for two variable case is studyed
by Nemethi-Steenbrink.) Here composite singularity is given by the equation
f(g_1, ..., g_n) = 0. For technical reason, we assume that f is non-degenerated
with respect to the Newton boundary.

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