Transfer of some differential geometric structures from (1, 1)-tensor bundle to the (0, 2)-tensor bundle over a Riemannian manifold

In this paper, transfers (g-lifts) of certain differential geometric structures are studied using the natural diffeomorphism between the (1,1) -tensor bundle and the (0,2) -tensor bundle over a Riemannian manifold. Some problems concerning g−lifts of tensor fields (vector fields, affinor fields, vector 2-forms) and the Sasaki type metric are investigated