Authors: BoYong Chen
Publish Date: 2003/08/13
Volume: 327, Issue: 2, Pages: 339-349
Abstract
We use the existence of a bounded uniformly Hölder continuous plurisubharmonic exhaustion function to characterize the Bergman completeness of a complete Kähler manifold As an application we proved that any simplyconnected complete Kähler manifold with sectional curvature bounded above by a negative constant is Bergman complete
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