On atypical values and local monodromies of meromorphic functions

Mathematics – Algebraic Geometry

Scientific paper

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7 pages, AMS-TeX

Scientific paper

A meromorphic function on a compact complex analytic manifold defines a
$\bc\infty$ locally trivial fibration over the complement of a finite set in
the projective line $\bc\bp^1$. We describe zeta-functions of local monodromies
of this fibration around atypical values. Some applications to polynomial
functions on $\bc^n$ are described.

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