2 problems

A Finsler manifold $(M,F)$ is homogeneous if its group of isometries acts transitively on $M$. A Finsler metric is Landsberg if its Landsberg curvature vanishes, and it is Berwald…

Let $F$ be a Finsler metric, and let its Landsberg curvature be the corresponding non-Riemannian curvature tensor. A Finsler metric is Berwald when its Berwald parallel transport i…