The scalar curvature of conformal Finsler manifold

Let F and F be two conformal Finsler metrics and let G and G be the SasakiFinsler metrics on the slit tangent bundle TM° = TM{0} of M respcctiviely with F =e^σF. In this paper we express the scalar curvatures ρ and ρ of the Rieman- nian manifolds (TM°,G) and (TM°,G) in terms of some geometrical objects of the Finsler manifold Fm.Then we find relation between ρ and ρ with respect to conformal changes.