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Sur la fibration globale des polynômes de deux variables complexes. (On the global fibration defined by polynomials of two complex variables). (French) Zbl 0672.32004
The author investigates a fibration \(P: {\mathbb{C}}^ 2-P^{-1}(A)\to {\mathbb{C}}-A\) where P is a polynomial of two complex variables and A is a finite set defined by P, and proves that it is locally trivial and that A is the smallest among B such that P is a locally trivial fibration outside of B.
Reviewer: J.Kajiwara

MSC:
32C15 Complex spaces
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