College of Natural & Agricultural Sciences

Skye 284

Jie Qing, University of California, Santa Cruz

In this talk we would like to report my recent joint work with Shiguang Ma on the application of the potential theory in conformal geometry. We will mention many interesting equations in conformal geometry and the potential-theoretic approach to study them. In particular, we present the recent work on the extensions of Huber type theorem in higher dimensions under integral conditions of various curvatures. We will demonstrate main ideas via the outlines of a proof of Huber Theorem.

Let us help you with your search