✎Abstract

Let be a domain with smooth boundary. If n=1 , then N. Suita proved a relation between the logarithmic capacity and the Bergman kernel. In the case of n>=2  , we investigate an approach of H. Yamaguchi about the Robin function related to the Bergman kernel for a bounded pseudoconvex domain, and then discuss applications to an unbounded domain and beyond.

✎Date : 8-10 p.m., Monday, 10 June 2013

✎Place : The GAIA (Math Science building room 106)