Abstract In this paper, we study the Kropina metrics as singular solutions of the Zermelo’s navigation problem with the navigation data ( h , W ) . We characterize the… Click to show full abstract
Abstract In this paper, we study the Kropina metrics as singular solutions of the Zermelo’s navigation problem with the navigation data ( h , W ) . We characterize the conformal vector fields on Kropina manifolds via navigation data. Further, we completely determine conformal vector fields on Kropina manifolds of weakly isotropic flag curvature in dimension greater than two.
               
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