Real Algebraic and Analytic Geometry

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11. Zbigniew Szafraniec:
Topological invariants of real Milnor fibres.

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Submission: 2002, August 29.

Abstract:
Let F be an analytic mapping and g be an analytic function defined in a neighbourhood of the origin. We show that some topological invariants which can be associated with restriction of g to each Milnor fibre of F may be expressed as a sum of signs of a finite family of analytic functions.

Mathematics Subject Classification (2000): 14P15, 32B10.

Keywords and Phrases: topological invariants of analytic germs, algebraically constructible functions.

Full text, 13p.: dvi 55k, ps.gz 63k, pdf 157k.


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