Compact K��hler manifolds with compactifiable universal cover
- Resource Type
- Authors
- Claudon, Beno��t; Hoering, Andreas
- Source
- Subject
- Mathematics::Algebraic Geometry
Mathematics::Complex Variables
FOS: Mathematics
Mathematics::Differential Geometry
Mathematics::Symplectic Geometry
Algebraic Geometry (math.AG)
- Language
Let X be a compact K��hler manifold such that the universal cover admits a compactification. We conjecture that the fundamental group is almost abelian and reduce it to a classical conjecture of Iitaka.
With an appendix by Fr\'ed\'eric Campana (entitled "Abelianity, Iitaka and S conjectures"). 17 pages, no figure