Ph.D. Tezi Görüntüleme

      In this thesis, the differential geometry of Sasakian and Cheeger-Gromoll metric which are in the class of natural metric on the cotangent bundle are studied. Levi-Civita connection and curvature problems of Sasakian metric and Cheeger-Gromoll metric are investigated with respect to the adapted frame. Also, para-Nordenian properties of the Sasakian metric on the cotangent bundle are presented. Finally, geodesics of Cheeger-Gromoll metric on the cotangent bundle are investigated .