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

Há Huy Vui

C. R. Acad. Sci., Paris, Sér. I 309, No. 4, 231-234 (1989).

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

Keywords:

global fibration