Properties of Caratheodory measure hyperbolic universal covers of compact Kahler manifolds

10 Mar 2018 Ng Ngai-Fung

This article explores some properties of universal covers of compact Kahler manifolds, under the assumption of Caratheodory measure hyperbolicity. In particular, by comparing invariant volume forms, an inequality is established between the volume of canonical bundle of a compact Kahler manifolds and the Caratheodory measure of its universal cover (similar result as in [Kikuta 10])... (read more)

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  • DIFFERENTIAL GEOMETRY
  • COMPLEX VARIABLES