ON VIASMAN-GRAY MANIFOLD WITH GENERALIZED CONHARMONIC CURVATURE TENSOR
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Abstract
The current study deals with generalized conhormonic ensor of Vaisman - Gray manifold. The aim of this paper to calculate components generalized Ricci tensor and generalized Riemannian tensor of - adjoint -s to find Generalized conharmonic Curvature tensor of -manifold, one of the an manifold struc es is donated , w re a d re ely de o the near hler m old an ally conformal kahler m fold have been studied
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References
[1] Ali A. Shihab , Dhabiaʼa M. Ali (2018) . Generalized conharmonic curvature tensor of Nearly Kähler manifold. Tikrit. J. pure science., 23(8).
[2] Banaru, M. (2001). A new characterization of the Gray– Hervella classes of almost Hermitian manifold 8