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局部对称空间中具有平行中曲率向量的子流形(英文)

On the Submanifold with Parallel Mean Curvature in Locally Symmetrical Space
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摘要 给出了局部对称黎曼流行里具有平行中曲率向量的子流行的两个不等式,推广了邱成桐和莫小欢论文里相应的结果. This paper provides two inequalities of the submanifold with parallel mean curvature vector in the locally symmetrical Riemannian manifold, and generalizes the two corresponding results of Yau S. T and Mo Xiao- huan.
作者 纪永强
出处 《湖州师范学院学报》 2007年第1期1-5,共5页 Journal of Huzhou University
关键词 局部对称 平行中曲率 子流型 locally symmetrical parallel mean curvature submanifold
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  • 1Chern, S. S., do Carmo, M. and Kobayashi, S., Minimal sudmanifolds of a sphere with secondfund amental form of constant length, in: Shing-Chen Chern selected papers, Function Analysis and Related Fields, Springer, New York, 1970. 59-75.
  • 2Yau, S. T., Submanifold with constant mean curvature, Amer. J. Math., 97(1975), 76-100.
  • 3Goldberg, S. I., Curvature and Homology, Academic Press, London, 1962.
  • 4Li, A. M. and Li, M., An intrinsic rigidity theorem for minimal submanifolds in sphere, Arch.Math., 58(1992), 592-594.

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