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 On Some $CR$-Submanifolds of $(n - 1)$ $CR$-Dimension in a Complex Projective Space Commun. Korean Math. Soc. 1998 Vol. 13, No. 1, 85-94 Jung-Hwan Kwon Taegu University Abstract : The purpose of this paper is to give some characterizations of $n$-dimensional $CR$-submanifolds of $(n-1)$ $CR$-dimension immersed in a complex projective space $CP^{(n+p)/2}$ with Fubini-Study metric and we study an $n$-dimensional compact, orientable, minimal $CR$-submanifold of $(n-1)$ $CR$-dimension in $CP^{(n+p)/2}$. Keywords : $CR$-submanifold, $CR$-dimension, Maximal $J$-invariant subspace, Shape operator, Normal, Minimal MSC numbers : 53C40 , 53C42 Downloads: Full-text PDF

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