科学研究
学术报告
Some Rigidity Results Of Pseudoharmonic Maps Between PseudoHermitian Manifolds
发布时间:2013-11-20浏览次数:

学 术 报 告

报 告 人:东 瑜 昕 教授

(复旦大学数学系)

报告题目:Some Rigidity Results Of Pseudoharmonic Maps Between PseudoHermitian Manifolds

报告时间:2013年11月20日(周三)

下午15:40-16:40

报告地点:致远楼105室

欢迎广大师生参加!

2013-11-13

Abstract: In this talk, we will discuss some Siu-Sampson type results for pseudo-harmonic maps between pseudo-Hermitian manifolds. Under some kind of nonpositive curvature assumptions for the target manifolds, we derive pseudo- pluriharmonicity of the pseudo- harmonic maps. By further rank conditions, some pseudo- holomorphicity results of these pseudoharmonic maps are established.