几何分析手册
《几何分析手册(第2卷)》内容简介:The marriage of geometry and analysis, in particular non-linear differential equations, has been very fruitful. An early deep application of geometric analysis is the celebrated solution by Shing-Tung Yau of the Calabi conjecture in 1976. In fact, Yau together with many of his collaborators developed important techniques in geometric analysis in order to solve the Calabi conjecture.
基本信息
- 书名
几何分析手册
- 外文名
Handbook of Geometric Analysis(Vol.2)
- ISBN
9787040288834
- 页数
431页
- 作者
季理真 等
图书信息
书 名: 几何分析手册
作 者: 季理真
出版社: 高等教育出版社
出版时间: 2010年4月1日
ISBN: 9787040288834
开本: 16开
定价: 78.00元
内容简介
《几何分析手册(第2卷)》内容简介:The marriage of geometry and analysis, in particular non-linear differential equations, has been very fruitful. An early deep application of geometric analysis is the celebrated solution by Shing-Tung Yau of the Calabi conjecture in 1976. In fact, Yau together with many of his collaborators developed important techniques in geometric analysis in order to solve the Calabi conjecture.
作者简介
编者:(美国)季理真 等
图书目录
Heat Kernels on Metric Measure Spaces with Regular Volume Growth
Alexander Griqor'yan
1 Introduction
1.1 Heat kernel in Rn
1.2 Heat kernels on Riemannian manifolds
1.3 Heat kernels of fractional powers of Laplacian