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1)  C-totally real submanifolds
C-全实子流
2)  C-totally real submanifold
C-全实子流形
1.
In this paper we discuss the local formula for the C-totally real submanifolds of a Sasakian space form and obtain a rigidity result for compact C-totally real submanifolds with paraller mean curvature vector.
讨论了Sasakian空间形式中C-全实子流形的局部公式,并得到紧致的C-全实子流形的一个刚性结果。
3)  C totally real submanifold
C全实子流形
4)  3 C totally real submanifold
3-C-全实子流形
5)  C-totally real pseudo-umbilical submanifold
C-全实伪脐子流形
1.
In this paper we discuss the C-totally real pseudo-umbilical submanifolds with parallel unit mean curvature vector of a Sasakian space form.
文章讨论了Sasakian空间形式中标准平均曲率向量平行的C-全实伪脐子流形,得到了紧致的C-全实伪脐子流形的一个刚性结果。
6)  Totally real submanifolds
全实子流形
1.
We deduce the Riemannian metric on complex projective space from Riemannian submersion π:S2n+1→CPn,get its volume element We also prove that one type totally real submanifolds of CPn is none but ndimensional sphere Sn.
用黎曼淹没π：Ｓ２ｎ＋１→ＣＰｎ诱导出ＣＰｎ上的黎曼度量及其在不同坐标系下的表达形式；算出其体积元，并得到ＣＰｎ上一类ｎ维全实子流形与ｎ维球面Ｓｎ等
2.
This dissertatian is mainly concernd with several problems of Kaehler submanifolds and totally real submanifolds in complex projective space.
本文分两章研究了复射影空间CP~(n+p)中Kaehler子流形和全实子流形的若干问题。
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补充资料：全实
1.谓境域完整，地方富裕。
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