CHARACTERIZATIONS OF REAL HYPERSURFACES OF TYPE A IN A COMPLEX SPACE FORM USED BY THE ζ-PARALLEL STRUCTURE JACOBI OPERATOR | Zendy

Nam-Gil Kim | Zendy; U-Hang Ki | Zendy; Hiroyuki Kurihara | Zendy

Open Access

CHARACTERIZATIONS OF REAL HYPERSURFACES OF TYPE A IN A COMPLEX SPACE FORM USED BY THE ζ-PARALLEL STRUCTURE JACOBI OPERATOR

Author(s) -

Nam-Gil Kim,

U-Hang Ki,

Hiroyuki Kurihara

Publication year - 2008

Publication title -

honam mathematical journal

Language(s) - English

Resource type - Journals

eISSN - 2288-6176

pISSN - 1225-293X

DOI - 10.5831/hmj.2008.30.3.535

Subject(s) - hypersurface , nabla symbol , complex space , type (biology) , space (punctuation) , mathematics , holomorphic function , constant curvature , operator (biology) , jacobi operator , complex projective space , pure mathematics , combinatorics , mathematical analysis , curvature , projective space , physics , geometry , omega , projective test , jacobi polynomials , computer science , repressor , chemistry , operating system , biochemistry , transcription factor , orthogonal polynomials , gene , affine transformation , ecology , biology , quantum mechanics

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