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On Weakly Quasi-Conformally Symmetric Manifolds

where a and b are arbitrary constants not simultaneously zero, C and C are the conformal curvature tensor and the concircular curvature tensor of type (0, 4) respectively. The present chapter deals with a non-quasi-conformally fiat Riemannian manifold (Mn, g) (n > 3) [the condition (n > 3) is assumed throughout this chapter as the conformal curvature tensor vanishes for n = 3] whose quasi-conformal curvature