标题:
黎曼流形中完备极小超曲面的端The End of a Complete Minimal Hypersurface in
Riemannian Manifold
作者:
刘露, 陈抚良
关键字:
极小超曲面, 端, 第一特征值Minimal Hypersurface; End; The First Eigenvalue
期刊名称:
《Pure Mathematics》, Vol.3 No.6, 2013-11-14
摘要:
本文研究了黎曼流形中完备非紧致非全测地极小超曲面的端。在一定的条件下,我们得出这种超曲面只有一个端。In this paper, we study the end of a complete noncompact non-totally geodesic minimal hypersurface. Under certain conditions, we obtain that the hypersurface has only one end.