Classes Locally Conformal Kahler Manifold of W (M) projective Curvature

Abstract

This study deals with three novel classes of the L.C.K (Locally Kahler Manifold) of W(M) projective curvature tensor. The goal of this paper to compute differential geometrical and topological characteristics closet for new classes W, W and W,. Throughout it, an equivalence relationship was gained between those three classes and one or more of the tensor compounds and the curvature tensor components with adjoint
Gstructure space. Finally, we discover a relationship between W, W and W with each other.