在陳省身先生影響下的微分幾何

內(nèi)容概要

　　《在陳省身先生影響下的微分幾何》是獻(xiàn)給20世紀(jì)最偉大的幾何學(xué)家之一陳省身先生100周年誕辰的紀(jì)念文集。它包括了世界各地的數(shù)學(xué)家、特別是華人數(shù)學(xué)家的優(yōu)秀研究文章。這些文章評述了陳省身先生所研究領(lǐng)域的目前狀況，并討論未來的發(fā)展方向，r8容涵蓋了Gauss—Bonnet公式、共形幾何、CR幾何、流形、Ricci流、Einstein度量、等參超曲面、比較定理.Tits廈等方面。
　　《在陳省身先生影響下的微分幾何》適合研究生和年輕的數(shù)學(xué)工作者閱讀，其他讀者亦可從中找到相關(guān)領(lǐng)域的有價值的信息。

書籍目錄

Jianguo Cao and Hongyan Tang:Gauss-Bonnet-Chern Formulae and
Related Topics for Curved Riemannian Manifolds
Sun-Yung A.Chang and Paul Yang:Progress in Conformal Geometry
Fuquan Fang and Zhenlei Zhang:Long Term Solutions of Normalized
Ricci Flow
Jianquan Ge and Zizhou Tang:Chern Conjecture and Isoparametric
Hypersurfaces
Hui-Ling Gu and Xi-Ping Zhu:On the Classification of K(a)hler
Manifolds with Positive Bisectional Curvature
Enli Guo,Xiaohuan Mo and Xiaoyang Wang:On Projectively Flat Finsler
Metrics
Lizhen Ji:Buildings and Their Applications in Geometry and
Topology
Shanyu Ji:Spherical CR Geometry and Holomorphically Immersed
Spheres
Guji Tian and Xu-Jia Wang:A Perturbation Method for Elliptic and
Parabolic Equations
McKenzie Y.-K.Wang:Einstein Metrics from Symmetry and Bundle
Constructions:A Sequel
Guofang Wei:Volume Comparison and Its Generalizations
Xiaohua Zhu:K(a)hler-Ricci Flow on a Toric Manifold with Positive
First Chern Class

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