题目：Analytic methods in complex geometry  

报告人：曹俊彦，尼斯大学

时间：2023年5月30日（周二）15:00

地点：东区第二教学楼2103教室

https://us06web.zoom.us/j/8784574760  Password：111111

摘要：The analytic method in complex geometry is a powerful approach that combines complex analysis and differential geometry to study the properties of projective varieties or, more generally, Kähler varieties. We will discuss several topics about the analytic methods in complex geometry. In the first part, we will explain some basic properties of Kähler manifolds and projective manifolds, particularly Kodaira's projectivity criteria and Voisin's counterexample to Kodaira's conjecture. In the second part, we will discuss how the curvatures determine the geometry of the manifolds in the complex geometry setting.