报告题目：On the holomorphic convexity of reductive Galois coverings over compact Kähler surfaces

报告人：刘远（State University of New York at Buffalo）

时间：2022年5月26日 10:00-11:00

地点：腾讯会议号：787 047 089，无需密码

This talk focus on a generalization of the result of Katzarkov and Ramachandran from algebraic surfaces to Kähler surfaces. We follow their argument to prove the holomorphic convexity of a reductive Galois covering over a compact Kähler surface which does not have two ends, except that we replace the p-adic factorization theorem by an analysis of the singularities of the continuous subanalytic plurisubharmonic exhaustion function.

More details please visit: http://staff.ustc.edu.cn/~nanbei0104/