2 papers
math.DG2025
The natural reductivity in Finsler geometry in terms of geodesic graphs
Teresa Arias-Marco, Zdenek Dusek
A new geometrical definition of naturally reductive Finsler manifold using geodeic graph is proposed, with a possible generalization. Based on a construction from a recent paper by…
math.DG2024
Structure of geodesics for Finsler metrics arising from Riemannian g.o. metrics
Teresa Arias-Marco, Zdenek Dusek
Homogeneous geodesics of homogeneous Finsler metrics derived from two or more Riemannian geodesic orbit metrics are investigated. For a broad newly defined family of positively rel…