Add to ORKGThe purpose of the paper is to give some relation between the originalFinslerian hypersurface and other C-conformal Finslerian hypersufaces. In this pa-per we dene three types of hypersufaces, which were called a hyperplane of the 1stkind, hyperplane of the 2nd kind and hyperplane of the 3rd kind under considerationof C-conformal metric transformation.DOI : http://dx.doi.org/10.22342/jims.17.2.2.59-6
We study conformal vector fields on a Finsler manifold whose metric is defined by a Riemannian metri...
AbstractWe classify all hypersurfaces in a Euclidean space which allow conformal deformations, other...
The present paper deals with the properties of a Finsler space whose metric is obtained from the me...
The purpose of the paper is to give some relation between the originalFinslerian hypersurface and ot...
In the present paper, we have studied a Finsler space whose metric is obtained from the metric of a ...
In 1984 C.Shibata has dealt with a change of Finsler metric which is called a β-change of metric [12...
In the present paper we have found out the expressions for scalar curvature and main scalar of two-d...
In 1984 C. Shibata investigated the theory of a change which is called a β -change of Finsler metric...
A geodesic circle in Finsler geometry is a natural extension of that in a Euclidean space. In this p...
In this paper, we classify conformal surfaces of revolution in hyperbolic3-space $\mathbb{H}^{3}(-c^...
We study the space-like hypersurfaces with vanishing conformal form in the conformal geometry, and c...
In the present paper we have studied the Finslerian hypersurfaces and quartic change of a Finsler me...
In this paper, we studied a Finsler space whose metric is given by an h-exponential change and obtai...
summary:Applying concepts and tools from classical tangent bundle geometry and using the apparatus o...
[[abstract]]In the present paper, using the field of linear frame [13], we shall considered Finsleri...
We study conformal vector fields on a Finsler manifold whose metric is defined by a Riemannian metri...
AbstractWe classify all hypersurfaces in a Euclidean space which allow conformal deformations, other...
The present paper deals with the properties of a Finsler space whose metric is obtained from the me...
The purpose of the paper is to give some relation between the originalFinslerian hypersurface and ot...
In the present paper, we have studied a Finsler space whose metric is obtained from the metric of a ...
In 1984 C.Shibata has dealt with a change of Finsler metric which is called a β-change of metric [12...
In the present paper we have found out the expressions for scalar curvature and main scalar of two-d...
In 1984 C. Shibata investigated the theory of a change which is called a β -change of Finsler metric...
A geodesic circle in Finsler geometry is a natural extension of that in a Euclidean space. In this p...
In this paper, we classify conformal surfaces of revolution in hyperbolic3-space $\mathbb{H}^{3}(-c^...
We study the space-like hypersurfaces with vanishing conformal form in the conformal geometry, and c...
In the present paper we have studied the Finslerian hypersurfaces and quartic change of a Finsler me...
In this paper, we studied a Finsler space whose metric is given by an h-exponential change and obtai...
summary:Applying concepts and tools from classical tangent bundle geometry and using the apparatus o...
[[abstract]]In the present paper, using the field of linear frame [13], we shall considered Finsleri...
We study conformal vector fields on a Finsler manifold whose metric is defined by a Riemannian metri...
AbstractWe classify all hypersurfaces in a Euclidean space which allow conformal deformations, other...
The present paper deals with the properties of a Finsler space whose metric is obtained from the me...