Minimal Hypersurfaces in the Space Form with Three Principal Curvatures.
Reiko Naka-Miyaoka (1980)
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Reiko Naka-Miyaoka (1980)
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Steen Markvorsen (1989)
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Li Haizhong (2000)
Publications de l'Institut Mathématique
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Toshiaki Adachi, Sadahiro Maeda (2006)
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We characterize Clifford hypersurfaces and Cartan minimal hypersurfaces in a sphere by some properties of extrinsic shapes of their geodesics.
Reiko Miyaoka (1982)
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Qi-Ming Wang (1994)
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Reiko Miyaoka (1984)
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Lin Jiu, Huafei Sun (2007)
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We give a classification of minimal homothetical hypersurfaces in an (n+1)-dimensional Euclidean space. In fact, when n ≥ 3, a minimal homothetical hypersurface is a hyperplane, a quadratic cone, a cylinder on a quadratic cone or a cylinder on a helicoid.
F. Dillen (1990)
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Xu Mingwei (1992)
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Hasanis, Th., Vlachos, Th. (1994)
Bulletin of the Belgian Mathematical Society - Simon Stevin
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Sebastiao Almeida (1985)
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