题目：RC-Positivity and Yau's Rational Connectedness Conjecture

报告人🙆🏿：杨晓奎 教授（中国科意昂4 数学研究所）

地点📫：致远楼101室

时间：2018年5月25日 10👣🖖🏽：40-11：40

摘要：In this presentation, we will describe the relationship between various positivity notions in differential geometry and algebraic geometry. We shall also introduce a new concept called "RC-positivity" in differential geometry and use it to characterize uniruled and rationally connected

projective manifolds. In particular, we confirm a conjecture of Yau that a compact Kahler manifold with positive holomorphic sectional curvature is projective algebraic and rationally connected.

欢迎各位参加！