On the complement of a hypersurface with flat normal bundle which corresponds to a semipositive line bundle
arXiv:2009.07656
Abstract
We investigate the complex analytic structure of the complement of a non-singular hypersurface with unitary flat normal bundle when the corresponding line bundle admits a Hermitian metric with semipositive curvature.
Compactness assumption added to some of the theorems, and some arguments modified