摘要
给出Hamilton和Chow关于二维球面上的Ricci流的一个定理的新证明.这个证明结合了Hamilton关于Ricci流的紧性定理和二维ancientκ-解的分类和Perelman的非塌缩定理.
In this short note we give a new proof of a theorem of Hamilton and Chow on the Ricci flow on the 2-sphere. The proof combines Hamilton's compactness theorem and his classification of 2- dimensional ancient to-solution of Ricci flow with Perelman's no local collapsing theorem.
出处
《数学研究》
CSCD
2007年第3期248-250,共3页
Journal of Mathematical Study
基金
NSFC10371008