Splitting Parabolic Manifolds

Abstract

We study the geometric properties of complex manifolds possessing a pair of plurisubharmonic functions satisfying Monge-Ampère type of condition. The results are applied to characterize complex manifolds biholomorphic to $\C^{N}$ viewed as a product of lower dimensional complex euclidean spaces.

Identifiers

DOI

10.48550/arxiv.1409.3972

Citations and references