在陈省身先生影响下的微分几何

Jiangruo Cao and Hongyan,Tang:Gauss-Bonnet-Chern Formulaeand Related Topics for Curved Riemannian Manifolds

Sun-Yung A.Cha'ng and Paul Yang:Progress in Conformal Geometry

Fuquan Fa'ng and Zhen,lei Zhan,g:Long Term Solutions of Normalized Ricci Flow

Jianquan Ge and Zizhou Tang:Chern Conjecture and Isoparametric Hypersurfaces

Hui-Ling Gu and Xi-Pin,g Zhu:On the Classification of Kahler Manifoldswith Positive Bisectional Curvature

Enli Guo,Xiaohuan,Mo and Xiaoyang Wang:On Projectively FlatFinsler 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:Kahler-Ricci Flow on a Toric Manifold with Positive First Chern Class

《在陈省身先生影响下的微分几何》是献给20世纪最伟大的几何学家之一陈省身先生100周年诞辰的纪念文集。它包括了世界各地的数学家、特别是华人数学家的优秀研究文章。这些文章评述了陈省身先生所研究领域的目前状况，并讨论未来的发展方向，内容涵盖了Gauss-Bonnet公式、共形几何、CR几何、Kahler流形、Ricci流、Einstein度量、等参超曲画、比较定理、Tits厦等方面。《在陈省身先生影响下的微分几何》适合研究生和年轻的数学工作者阅读，其他读者亦可从中找到相关领域的有价值的信息。