On the logarithmic Chow semistability of polarized toric manifolds
报告题目： On the logarithmic Chow semistability of polarized toric manifolds
报 告 人： Dr. Satoshi Nakamura
报告人所在单位： Mathematical Institute, Tohoku University
报告日期： 2016-12-09 星期五
The logarithmic Chow (semi)stability is defined for the pair consists of polarized complex manifolds and its divisors. In this talk, I will introduce a obstruction of semistability of polarized toric manifolds and its toric divisors. As its application, I will also introduce the followings.
(1) A relation between the log Chow semistability and the log K-semistability which is expected to be equivalent to the existence of canonical Kahler metrics on polarized complex manifolds.
(2) Calculation of this obstruction for a few example and relation to the existence of conical Kahler Einstein metrics.