Program
Topics in Complex Geometry
Student No.:40
Time:Fri 10:00-11:30 & 13:00-15:05, Jun.15-Sep.14
Instructor:刘克峰 Liu Kefeng  
Place:Conference Room 3, Jin Chun Yuan West Bldg.
Starting Date:2018-6-15
Ending Date:2018-9-14

Description:
We will discuss several recent topics in complex geometry such as a global and local theory of deformation of complex structures, bounded domain and rigidity of complex manifolds., vanishing theorem and rational connectedness.



Prerequisite:

Basics on complex manifolds and Hermitian geometry



Reference:

[1] Kefeng Liu, Yunhui Wu, Complex geometry of bounded domain with finite-volujme quotients.
[2] Xiaokui Yang, RC-Positivity, rational connectedness and Yau's conjecture.
[3] Kefeng Liu and Shengmao Zhu, Solving equations with Hodge theory.