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A Theorem on Infinitesimal I-isometry of Surfaces Immersed in a Space with Constant Curvature

A Theorem on Infinitesimal I-isometry of Surfaces Immersed in a Space with Constant Curvature
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摘要 In this paper we discuss the infinitesimal I-isometric de formations of surfaces immersed in a space with constant curvature. We obtain a sufficient condition for the de formation vector field to be zero vector field which is generalization of the results in [1] and [2]. In this paper we discuss the infinitesimal I-isometric de formations of surfaces immersed in a space with constant curvature. We obtain a sufficient condition for the de formation vector field to be zero vector field which is generalization of the results in [1] and [2].
机构地区 Chongqing
出处 《Chinese Quarterly Journal of Mathematics》 CSCD 1997年第4期63-69, ,共7页 数学季刊(英文版)
关键词 常曲率空间 曲面 无穷小I-等距 平均曲率向量 infinitesimal isometric deformation mean curvature vector sectional curvature
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参考文献6

  • 1程新跃,张高勇.常曲率空间中超曲面的无穷小等距理论[J].数学学报(中文版),1993,36(3):306-320. 被引量:4
  • 2程新跃,Acta Math Sci,1997年,17卷,4期,392页
  • 3周家足,Acta Math Sin New Ser,1990年,6卷,4期,327页
  • 4杨文茂,J Austral Math,1990年,42卷,2期,231页
  • 5杨文茂,J Austral Math Soc A,1990年,49卷,90页
  • 6杨文茂,Lecture Notes in Mathematics,1989年,1369卷,306页

二级参考文献1

  • 1张高勇,Proc Amer Math Soc

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