报告人：陈逸梵 （University of California, Berkeley）

时间：3月20日（周四），下午15:30-16:55

地点：双清综合楼B725

题目：When singular Kahler-Einstein metrics are Kahler currents

摘要：We show that a general class of singular K\"ahler metrics with Ricci curvature bounded below define K\"ahler currents. In particular the result applies to singular K\"ahler-Einstein metrics on klt pairs. If time permits, we will also talk some application of this result. This is a joint work with Shih-Kai Chiu, Max Hallgren, Gabor Szekelyhidi,Tat Dat To, and Freid Tong.