Holomorphic Flexibility Properties of Compact Complex Surfaces
Holomorphic Flexibility Properties of Compact Complex Surfaces
We introduce the notion of a stratified Oka manifold and prove that such a manifold X is strongly dominable in the sense that, for every x∈X, there is a holomorphic map , , such that f(0)=x and f is a local biholomorphism at 0. We deduce that every Kummer surface …