报告人：夏铭辰（中国科学技术大学）
时间：2025年11月6日15:00-16:00
地点：上海研究院新园区1号楼A座1329&腾讯会议：942 663 0176，会议密码：202501
In the study of plurisubharmonic singularities on projective manifolds, it is important to make induction on the dimension of the underlying manifold. It is therefore desirable to have a well-behaved restriction operator of closed positive (1,1)-currents T from a manifold X to a divisor D. When D is in general position, the analytic Bertini theorems show that the naïve restriction is well-behaved. While for special D, the naïve restriction may fail to give useful information. I will explain how to define a correct restriction (called the trace operator) in this case. This talk is based on a joint work with T. Darvas.
For more information, please visit: https://vtmaths.github.io/imfp-igp-seminar/index.html
