Abstract. In this work we will study geometric conharmonic curvature tensor characteristics Viasman- Grey menifold ,and the constant of conharmonic type Vaisman-Gray Manifold conditions are obtained when the Viasman- Grey menifold is a manifold conharmonic constant type (V). Also,we will prove that M Vaisman-Gray Manifold of point wise constant holomorphic sectional conharmonic (PHKm(X)) – curvature ) curvature tensor if the components of holomorphic sectional (HS- curvature) curvature tensor in the adjoined G-structure space that satisfies condition.
Keywords: Constant type, Vaisman-Gray Manifold, Pointwise holomorphic sectional.
