%0 Journal Article
%T 复射影空间中具有常数量曲率的完备全实子流形<br>ON COMPLETE TOTALLY REAL SUBMANIFOLDS WITH CONSTANT SCALAR CARVATURE IN THE COMPLEX PROJECTIVE SPACE
%A 作者
%A 刘敏
%J 数学杂志
%D 2015
%X 本文研究了复射影空间中具有常数量曲率的完备全实子流形的问题.利用丘成桐的广义极大值原理和自伴随算子,获得了这类子流形的某些内蕴刚性定理.<br>In this paper,the authors study the complete totally real submanifolds with constant scalar curvture in the complex projective space.By making use of the generalized maximal principle and self-adjoint differential operator of Yau,we obtain some intrinsic rigidity theorems
%K 复射影空间 完备 数量曲率 全脐&lt
%K br&gt
%K complex projective space complete scalar curvature totally umbilical
%U http://sxzz.whu.edu.cn/sxzz/ch/reader/view_abstract.aspx?file_no=20150417&flag=1