5 citations · 5 across the 8 of their papers we have counts for
8 papers
Structure of non-solvable cyclic metric Lie algebras
An Huihui, Tan Ju, Yan Zaili
This paper presents a systematic study of the structure of non-solvable cyclic metric Lie algebras. A cyclic metric is a symmetric bilinear form satisfying a cyclic cocycle conditi…
Cyclic Finser metrics on homogeneous spaces
Ju Tan, Ming Xu
In this paper, we generalize the notion of cyclic metric to homogeneous Finsler geometry. Firstly, we prove that a homogeneous Finsler space must be symmetric when it sa…
Symmetric space, strongly isotropy irreducibility and equigeodesic properties
Ming Xu, Ju Tan
A smooth curve on a homogeneous manifold is called a Riemannian equigeo-desic if it is a homogeneous geodesic for any -invariant Riemannian metric. The homogeneous manifol…
Randers and equigeodesics for some compact homogeneous manifolds
Ju Tan, Ming Xu
A smooth curve on is called a Riemannian equigeodesic if it is a homogeneous geodesic for all -invariant Riemannian metrics on . With the -invariant Riemannian met…
Mirror Symmetry for Quiver Algebroid Stacks
Siu-Cheong Lau, Junzheng Nan, Ju Tan
In this paper, we provide a new construction of quiver algebroid stacks and the associated mirror functors for symplectic manifolds. First, we formulate the concept of a quiver sta…
Naturally reductive metrics
Ju Tan, Ming Xu
Let be a homogeneous metric on the reductive homogeneous manifold . Firstly, we characterize the natural reductiveness of as a local -product between na…
Isoparametric hypersurfaces induced by navigation in Lorentz Finsler geometry
Ming Xu, Ju Tan, Na Xu
Using a navigation process with the datum , in which is a Finsler metric and the smooth tangent vector field satisfies everywhere, a Lorentz Finsler met…
On the intermediate dimensions of concentric spheres and related sets
Justin T. Tan
The intermediate dimensions are a family of dimensions introduced in 2019 by Falconer, Fraser, and Kempton [arXiv:1811.06493] to interpolate between the Hausdorff dimension and the…