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首页> 外文期刊>Geometriae Dedicata >Three real hypersurfaces some of whose geodesics are mapped to circles with the same curvature in a nonflat complex space form
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Three real hypersurfaces some of whose geodesics are mapped to circles with the same curvature in a nonflat complex space form

机译:三个真实的超曲面,其中一些测地线以非平坦的复杂空间形式映射到具有相同曲率的圆

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摘要

We characterize all totally η-umbilic hypersurfaces and ruled real hypersurfaces in nonflat complex space forms and certain real hypersurfaces of type (A_2) in complex projective spaces by using the property that some of their geodesics are mapped to circles of the same curvature in these ambient spaces.
机译:我们利用某些测地线映射到这些环境中相同曲率的圆的性质,来表征非平面复杂空间形式中的所有完全η脐超曲面和规则实超曲面以及复投影空间中某些类型(A_2)的某些实超曲面空格。

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