Add to ORKGThe so- called cubic L3 = aijk(x)yiyjyk metric on a differential manifold with the local coordinates xi has been dened by M.Matsumoto in the year 1979[6]. In the paper, he has worked outthe necessary and sucient condition (n.a.s.c) for two and threedimensional Finsler space in terms of main scalars in order that the Finsler space is a with cubic metric. On the lines of cubic metric many authors have studied quartic metric as an example of Finsler metric. In the present paper we have work out the n.a.s.c in terms of main scalars of two and three dimensional Finsler space with quartic metric
AbstractLocally dually flat Finsler metrics are studied in Finsler information geometry and naturall...
We study the cylindrical symmetric Finsler metrics. We obtain the system of differential equations o...
AbstractIn this paper, we characterize locally dually flat generalized m-th root Finsler metrics. Th...
The so- called cubic L3 = aijk(x)yiyjyk metric on a differential manifold with the local coordinates...
The present paper deals with the properties of a Finsler space whose metric is obtained from the me...
In the present paper we have studied the Finslerian hypersurfaces and quartic change of a Finsler me...
The aim of this thesis is to study the theory of Finsler spaces by considering the following main ob...
AbstractBy using a certain second order differential equation, the notion of adapted coordinates on ...
Finsler spaces have been studied by many mathematicians and phisicists, especially in Japan. In the ...
The notion of isometric submersion is extended to Finsler spaces and it is used to construct example...
The conformal properties of metrics are meaningful in Riemannian and Finsler geometry, and cubic met...
AbstractThe notion of locally dually flat Finsler metrics are originated from information geometry. ...
The (α, β)-metrics are the most studied Finsler metrics in Finsler geometry with Randers, Kropina an...
For Finsler spaces (M,F) with quartic metrics F = 4 Gijkl(x, y)yiyjykyl, we determine the equations ...
General (alpha, beta)-metrics form a rich class of Finsler metrics. They include many important Fins...
AbstractLocally dually flat Finsler metrics are studied in Finsler information geometry and naturall...
We study the cylindrical symmetric Finsler metrics. We obtain the system of differential equations o...
AbstractIn this paper, we characterize locally dually flat generalized m-th root Finsler metrics. Th...
The so- called cubic L3 = aijk(x)yiyjyk metric on a differential manifold with the local coordinates...
The present paper deals with the properties of a Finsler space whose metric is obtained from the me...
In the present paper we have studied the Finslerian hypersurfaces and quartic change of a Finsler me...
The aim of this thesis is to study the theory of Finsler spaces by considering the following main ob...
AbstractBy using a certain second order differential equation, the notion of adapted coordinates on ...
Finsler spaces have been studied by many mathematicians and phisicists, especially in Japan. In the ...
The notion of isometric submersion is extended to Finsler spaces and it is used to construct example...
The conformal properties of metrics are meaningful in Riemannian and Finsler geometry, and cubic met...
AbstractThe notion of locally dually flat Finsler metrics are originated from information geometry. ...
The (α, β)-metrics are the most studied Finsler metrics in Finsler geometry with Randers, Kropina an...
For Finsler spaces (M,F) with quartic metrics F = 4 Gijkl(x, y)yiyjykyl, we determine the equations ...
General (alpha, beta)-metrics form a rich class of Finsler metrics. They include many important Fins...
AbstractLocally dually flat Finsler metrics are studied in Finsler information geometry and naturall...
We study the cylindrical symmetric Finsler metrics. We obtain the system of differential equations o...
AbstractIn this paper, we characterize locally dually flat generalized m-th root Finsler metrics. Th...