Locally Homogeneous Holomorphic Geometric Structures on Projective Varieties

Abstract

For any smooth projective variety with holomorphic locally homogeneous structure modelled on a homogeneous algebraic variety, we determine all the subvarieties of it which develop to the model.

References in corpus (3)

• Projective uniformization, extremal Chern classes and quaternionic Shimura curves
• Complex homogeneous surfaces
• An introduction to Cartan geometries