A Riemannian approach to Randers geodesics (Q295744)

This paper is devoted to the study of Randers-type spaces using Riemannian geometry tools. The authors present a novel treatment of geodesics in a certain class of Randers spaces including those of constant flag curvatures. The characterization of geodesics was done by the authors via an intuitive argument developed recently for the solution of the quantum Zermelo problems.