REAL HYPERSURFACE WITH DERIVATIVES OF STRUCTURE LIE OPERATOR ON HOLOMORPHIC DISTRIBUTION D IN A COMPLEX SPACE FORM

Dong Ho Lim; Hoon Joo Kim; Hong Ja Cho

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REAL HYPERSURFACE WITH DERIVATIVES OF STRUCTURE LIE OPERATOR ON HOLOMORPHIC DISTRIBUTION D IN A COMPLEX SPACE FORM

机译：REAL HYPERSURFACE WITH DERIVATIVES OF STRUCTURE LIE OPERATOR ON HOLOMORPHIC DISTRIBUTION D IN A COMPLEX SPACE FORM

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摘要

We classify the real hypersurfaces in terms of Lie derivative of structure Lie operator in the direction of the Reeb vector field coincides with the covariant derivative of it in the same direction on holomorphic distribution D in a nonflat complex space form M_n(c).

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来源
《JP journal of geometry and topology》 |2016年第4期|281-289|共9页
作者
Dong Ho Lim; Hoon Joo Kim; Hong Ja Cho;
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作者单位

Department of Mathematics Education Sehan University YoungAm-Gun Jeollanam-do, 526-702 Republic of Korea;

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正文语种英语
中图分类几何、拓扑;
关键词
holomorphic distribution; structure Lie operator; Lie derivative; model space of type A.;

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REAL HYPERSURFACE WITH DERIVATIVES OF STRUCTURE LIE OPERATOR ON HOLOMORPHIC DISTRIBUTION D IN A COMPLEX SPACE FORM

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