AbstractIn this paper we ask when a Finsler surface is projectively equivalent to a given Riemannian surface and when is a Finsler surface projectively equivalent to some Riemannian surface in general. We obtain a necessary and sufficient condition for projective equivalence in both cases. We then consider the latter condition in terms of the Christoffel symbols of the Riemannian metric and investigate when six functions of two variables are the Christoffel symbols of a Riemannian metric. We employ an exterior differential system to analyze when four functions of two variables are the four projective quantities of a Riemannian metric. We end the paper with a theorem which applies the necessary and sufficient condition to 2-dimensional Rande...
AbstractThis paper studies some properties of projective changes in spray and Finsler geometry. Firs...
Spherically symmetric metrics and Randers metrics form two rich classes of Finsler metrics. In this ...
The history of Finsler geometry is reviewed and briefly recent development in Finsler geometry and i...
AbstractIn this paper we ask when a Finsler surface is projectively equivalent to a given Riemannian...
summary:The projective Finsler metrizability problem deals with the question whether a projective-eq...
We study Finsler metrics with orthogonal invariance. By determining an expression of these Finsler m...
Two Finsler metrics on the same manifold are called projectively equivalent, if they have the same u...
The aim of this thesis is to study the theory of Finsler spaces by considering the following main ob...
Here, a non-linear analysis method is applied rather than classical one to study projective Finsler ...
In this paper, we give the general form of spherically symmetric Finsler metrics in Rn and surprised...
Dedicated to the Nankai Institute of Mathematics on the occasion of its tenth anniversary. Abstract....
AbstractThis paper is concerned with the problem of determining whether a projective-equivalence cla...
Abstract. A Finsler metric is of sectional flag curvature if its flag curvature depends only on the ...
The flag curvature of a Finsler metric is called a Riemannian quantity because it is an extension of...
The purpose of the present paper is to find the necessary and sufficient condition under which a Kro...
AbstractThis paper studies some properties of projective changes in spray and Finsler geometry. Firs...
Spherically symmetric metrics and Randers metrics form two rich classes of Finsler metrics. In this ...
The history of Finsler geometry is reviewed and briefly recent development in Finsler geometry and i...
AbstractIn this paper we ask when a Finsler surface is projectively equivalent to a given Riemannian...
summary:The projective Finsler metrizability problem deals with the question whether a projective-eq...
We study Finsler metrics with orthogonal invariance. By determining an expression of these Finsler m...
Two Finsler metrics on the same manifold are called projectively equivalent, if they have the same u...
The aim of this thesis is to study the theory of Finsler spaces by considering the following main ob...
Here, a non-linear analysis method is applied rather than classical one to study projective Finsler ...
In this paper, we give the general form of spherically symmetric Finsler metrics in Rn and surprised...
Dedicated to the Nankai Institute of Mathematics on the occasion of its tenth anniversary. Abstract....
AbstractThis paper is concerned with the problem of determining whether a projective-equivalence cla...
Abstract. A Finsler metric is of sectional flag curvature if its flag curvature depends only on the ...
The flag curvature of a Finsler metric is called a Riemannian quantity because it is an extension of...
The purpose of the present paper is to find the necessary and sufficient condition under which a Kro...
AbstractThis paper studies some properties of projective changes in spray and Finsler geometry. Firs...
Spherically symmetric metrics and Randers metrics form two rich classes of Finsler metrics. In this ...
The history of Finsler geometry is reviewed and briefly recent development in Finsler geometry and i...