题目🕺：Constant Scalar Curvature Kahler Metrics on Ramified Galois Covers

报告人🤾💪🏿：石亚龙 副教授 （南京大学）

地址：腾讯会议室

时间©️：2021年11月23日(星期二) 11:00-11:50

摘要👋🏼：Let f: M—>N be a finite ramified Galois cover between compact Kahler manifolds. If N has a cscK metric, under suitable conditions, we shall prove the existence of cscK metrics on M. This generalizes previous works of Arezzo-Ghigi-Pirola and Li-Sun on Kahler-Einstein metrics.

This is joint work with Claudio Arezzo and Alberto Della Vedova.

腾讯会议🤾‍♂️：https://meeting.tencent.com/dm/qPihd8coIGCw

会议 ID💇🏽‍♀️：350 455 234

All are welcome!