ON SASAKIAN MANIFOLDS SATISFYING CURVATURE RESTRICTIONS WITH RESPECT TO A QUARTER SYMMETRIC METRIC CONNECTION

Abstract

The object of the present paper is to study a quarter symmetric connection ∇ in a Sasakian manifold admitting some curvature restrictions as R^{∇}⋅ω^{∇}=0 and ω^{∇}⋅S^{∇}=0, where ω is a generalized quasi-conformal curvature tensor.

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