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The object of the present paper is to characterize ($\kappa,\;\mu$)-contact metric manifolds whose concircular curvature tensor satisfies certain semisymmetry conditions. We also verify that the result holds by a concrete example.
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참고문헌 (13)
참고문헌 신청
K. Arslan / 2005 / Biharmonic submanifolds in 3-dimensional (κ, μ)-manifolds / Int. J. Math. Math. Sci 2005(22):3575~3586
D.E. Blair / 2005 / On the concircular curvature tensor of a contact metric manifold / 대한수학회지 42(5):883~892
D. E. Blair / 1995 / Contact metric manifold satisfying a nullity condition / Israel J. Math 91(1-3):189~214
U. C. De / 2012 / On quasi-conformal curvature tensor of (κ, μ)-contact metric manifold / Math. Rep. (Bucur.) 14(64)(2):115~129
S. Ghosh / 2010 / On Φ-quasiconformally symmetric (κ, μ)-contact metric mani-folds / Lobachevskii J. Math 31(4):367~375
D.E. Blair / 2005 / On the concircular curvature tensor of a contact metric manifold / 대한수학회지 42(5):883~892
D. E. Blair / 1995 / Contact metric manifold satisfying a nullity condition / Israel J. Math 91(1-3):189~214
U. C. De / 2012 / On quasi-conformal curvature tensor of (κ, μ)-contact metric manifold / Math. Rep. (Bucur.) 14(64)(2):115~129
S. Ghosh / 2010 / On Φ-quasiconformally symmetric (κ, μ)-contact metric mani-folds / Lobachevskii J. Math 31(4):367~375
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