activity
20092025
most citedProperties of Berwald scalar curvature

8 citations · 20 across the 12 of their papers we have counts for

collaborators

13 papers

gr-qc2025★ 1 cited

Geometric Approach to Light Rings in Axially Symmetric Spacetimes

Chenkai Qiao, Ming Li, Donghui Xie +1

Circular photon orbits have become an attractive topic in recent years. They play extremely important roles in black hole shadows, gravitational lensings, quasi-normal modes, and s…

math.DG2022

A Schur type lemma for the Mean Berwald curvature in Finsler geometry

Ming Li

In this short paper, we study a symmetric covariant tensor in Finsler geometry, which is called the mean Berwald curvature. We first investigate the geometry of the fibres as the s…

math.DG2022

On isotropic Berwald scalar curvature

Ming Li

In this short paper, we establish a closer relation between the Berwald scalar curvature and the -curvature. In fact, we prove that a Finsler metric has isotropic Berwald scalar…

math.DG2020★ 8 cited

Properties of Berwald scalar curvature

Ming Li, Lihong Zhang

In this short paper, we prove that a Finsler manifold with vanishing Berwald scalar curvature has zero -curvature. As a consequence, Landsberg manifolds with vanishing…

math.DS2020★ 2 cited

Partially volume expanding diffeomorphisms

Shaobo Gan, Ming Li, Marcelo Viana +1

We call a partially hyperbolic diffeomorphism \emph{partially volume expanding} if the Jacobian restricted to any hyperplane that contains the unstable bundle is larger than…

math.RA2019

Semi-conformal structure on certain vertex superalgebras associated to vertex superalgebroids

Ming Li

In this paper, we first give the definiton of a vertex superalgebroid. Then we construct a family of vertex superalgebras associated to vertex superalgebroids. As a main result, we…