Time：13:00-15:00, Friday, May 16 2025
Venue：E4-201
Host：Xin Fu, ITS
Speaker：Yongpan Zou, Tokyo University
Title：A Report on the Behavior of Differential Forms on Log Canonical Spaces II
Abstract：In this report, I survey the results of Greb, Kebekus, Kovács, and Peternell on differential forms on log canonical varieties. In particular, they show that any (logarithmic) ppp-form defined on the smooth locus of a variety with log canonical or klt singularities extends regularly to any resolution of singularities. I will briefly outline the proof of the main theorem and also introduce some related results from the analytic point of view.
