Contact conformal connection on a geometry of hypersurfaces with certain connection in a quasi-Sasakian manifold

Goldberg, Rosca introduced the notion of Sasakian manifold and conformal connections and studied its several properties. The purpose of the paper is to relate with the notion of CR-submanifold and the existence ofsome contact conformal structures on a hypersurface of a semi symmetric non metric connection in a quasi-Sasakian manifold. Next, we study the existence of a Kahler structure on M and the existence of a globally metric frame f -structure in sence of Goldberg S.I., Yano K. [10]. Integrability of distributions on M and geometry of their leaves are also studies.