3 papers
math.DG2026
Spherically symmetric Finsler metrics satisfying the T-condition
Salah G. Elgendi
In this paper, we present a complete characterization of spherically symmetric Finsler metrics that satisfy the -condition. We further investigate the subclass of such metrics…
math.DG2026
The T-tensor of spherically symmetric Finsler metrics
Salah G. Elgendi
This paper is devoted to the study of the T-tensor associated with a spherically symmetric Finsler metric on \(\mathbb{R}^n\). We derive a general expression for the T-…
math.DG2024
The geometry of geodesic invariant functions and applications to Landsberg surfaces
Salah G. Elgendi, Zoltan Muzsnay
In this paper, for a given spray on an -dimensional manifold , we investigate the geometry of -invariant functions. For an -invariant function , we associate a v…