Yau‘s Gradient Estimate and Liouville Theorem for Positive Pseudoharmonic Functions in a Compl
Abstract:
In this talk, we firstly introduce pseudohermitian geometry. Secondly, we derive the CR gradient estimate for positive pseudoharmonic functions in a Complete Pseudohermitian (2n+ 1)-manifold. As an application, the CR analogue to Liouville-Type theorem is obtained.
Tea Time: 3:30PM R707