1998Bulletin of the Korean Mathematical SocietyRequires access

REAL HYPERSURFACES SATISFYING ${\nabla}_{\xi}S$ = 0 OF A COMPLEX SPACE FORM

Eun‐Hee Kang, U-Hang Ki

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Abstract

The main purpose of this paper is to prove that if a real hypersurfaces M of a complex space form satisfies =0 and for some constant on on M, then the structure vector field is principal, where S denotes the Ricci tensors of M.

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What this paper is about

The main purpose of this paper is to prove that if a real hypersurfaces M of a complex space form satisfies =0 and for some constant on on M, then the structure vector field is principal, where S denotes the Ricci tensors of M.

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Available abstract

The main purpose of this paper is to prove that if a real hypersurfaces M of a complex space form satisfies =0 and for some constant on on M, then the structure vector field is principal, where S denotes the Ricci tensors of M.

Key concepts: Mathematics, Nabla symbol, Space (punctuation), Pure mathematics, Constant (computer programming), Complex space, Vector field, Field (mathematics)

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