Lei Zhang

most cited

δ

-homogeneity in Finsler geometry and the positive curvature problem

2 citations · 2 across the 2 of their papers we have counts for

collaborators

2 papers

math.DG2024

Metric operator and geodesic orbit property for a standard homogeneous Finsler metric

Lei Zhang, Ming Xu

In this paper, we introduce the metric operator for a compact homogeneous Finsler space, and use it to investigate the geodesic orbit property. We define the notion of standard hom…

math.DG2016★ 2 cited

$δ$ -homogeneity in Finsler geometry and the positive curvature problem

Ming Xu, Lei Zhang

In this paper, we explore the similarity between normal homogeneity and $δ$ -homogeneity in Finsler geometry. They are both non-negatively curved Finsler spaces. We show that any co…

Metric operator and geodesic orbit property for a standard homogeneous Finsler metric

δ-homogeneity in Finsler geometry and the positive curvature problem

$δ$ -homogeneity in Finsler geometry and the positive curvature problem