In this paper, we find the conditions to characterize projective change between two (A, B)-metrics, such as exponential (A, B)-metric, and Randers metric L=A+B on a manifold with dim n > 2, where A and A are two Riemannian metrics, B and B are two non-zero 1-forms. Further, we discussed the special curvature properties of two classes of (A, B)-metrics.
In this paper we study the curvature properties of Kropina metric. We find expressions for Riemann c...
We study the cylindrical symmetric Finsler metrics. We obtain the system of differential equations o...
In recent ten years, there has been much concentration and increased research activities on Hamilton...
AbstractIn this paper, we find equations to characterize projective change between (α,β)-metric F=(α...
AbstractIn this article, we find equations to characterize projective change between two special cla...
AbstractLocally dually flat Finsler metrics are studied in Finsler information geometry and naturall...
AbstractIn this paper, the geometric meaning of (α,β)-norms is made clear. On this basis, a new clas...
In the present paper the relation between imbedding class numbers of tangent Riemannian spaces
In the present paper we have found out the expressions for scalar curvature and main scalar of two-d...
In this paper, we study a class of Finsler metrics composed by a Riemann metric $\alpha=\sqrt{a_{ij}...
In this paper, we studied a Finsler space whose metric is given by an h-exponential change and obtai...
In this paper we study the properties of special (α, β)-metric α 2 α−β + β, the Randers change of Ma...
AbstractThe notion of locally dually flat Finsler metrics are originated from information geometry. ...
We study conformal vector fields on a Finsler manifold whose metric is defined by a Riemannian metri...
AbstractIn this paper, we find equations to characterize projective change between (α,β)-metric F=(α...
In this paper we study the curvature properties of Kropina metric. We find expressions for Riemann c...
We study the cylindrical symmetric Finsler metrics. We obtain the system of differential equations o...
In recent ten years, there has been much concentration and increased research activities on Hamilton...
AbstractIn this paper, we find equations to characterize projective change between (α,β)-metric F=(α...
AbstractIn this article, we find equations to characterize projective change between two special cla...
AbstractLocally dually flat Finsler metrics are studied in Finsler information geometry and naturall...
AbstractIn this paper, the geometric meaning of (α,β)-norms is made clear. On this basis, a new clas...
In the present paper the relation between imbedding class numbers of tangent Riemannian spaces
In the present paper we have found out the expressions for scalar curvature and main scalar of two-d...
In this paper, we study a class of Finsler metrics composed by a Riemann metric $\alpha=\sqrt{a_{ij}...
In this paper, we studied a Finsler space whose metric is given by an h-exponential change and obtai...
In this paper we study the properties of special (α, β)-metric α 2 α−β + β, the Randers change of Ma...
AbstractThe notion of locally dually flat Finsler metrics are originated from information geometry. ...
We study conformal vector fields on a Finsler manifold whose metric is defined by a Riemannian metri...
AbstractIn this paper, we find equations to characterize projective change between (α,β)-metric F=(α...
In this paper we study the curvature properties of Kropina metric. We find expressions for Riemann c...
We study the cylindrical symmetric Finsler metrics. We obtain the system of differential equations o...
In recent ten years, there has been much concentration and increased research activities on Hamilton...
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