标题: Constant scalar curvature Kahler metrics on ramified Galois covers
报告人：石亚龙（南京大学）
邀请人;张雅山
时间：2022年9月28日，8:30-9:30
地点：腾讯会议ID: 237 232 483，无密码
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 using Chen-Cheng's criterion. 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.
