Geodesics for Square Metric in a Two Dimensional Finsler Space

Mehdi Nadjafikhah
2019 Figshare  
One of the most important problems in geometry is to find the shortest path or geodesic between the two points. In Finsler geometry, geodesics for an metricare considered as the curves of the associated Riemannian space that are bent by form . In this paper, we find equations of geodesic for square metric in a two dimentional Finsler space and we also illustrate the main result with giving some examples.
doi:10.6084/m9.figshare.8246246 fatcat:kpb4sia2fnfgbhws3fdqudxdam