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In this article, we establish sharp relations between thesectional curvature and the shape operator and also between thek-Ricci curvature and the shape operator for a totally real submanifoldin a locally conformal Kaehler space form of constant holomorphicsectional curvature with arbitrary codimension.
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참고문헌 (6)
참고문헌 신청
/ 1976 / On localy conformal Kahler manifolds 24
/ 1997 / An obstruction to the existence of minimal totallyreal immersions in a localy conformal Kahler space form 14 (2) : 83 ~ 87
/ 2000 / Shape operatorAH for slant submanifoldsin complex space forms 14 (4) : 169 ~ 177
B.-Y. Chen / 1996 / Mean curvature and shape operator of isometric immersions in real-space-forms 38 : 87 ~ 97
T. Kashiwada / 19792003 / Some properties of localy conformal Kahler manifolds Shape operator of slant submanifolds inSasakian spaces : 6376 ~
/ 1997 / An obstruction to the existence of minimal totallyreal immersions in a localy conformal Kahler space form 14 (2) : 83 ~ 87
/ 2000 / Shape operatorAH for slant submanifoldsin complex space forms 14 (4) : 169 ~ 177
B.-Y. Chen / 1996 / Mean curvature and shape operator of isometric immersions in real-space-forms 38 : 87 ~ 97
T. Kashiwada / 19792003 / Some properties of localy conformal Kahler manifolds Shape operator of slant submanifolds inSasakian spaces : 6376 ~
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