Add to ORKGM. S. Knebelman [4] first defined the conformal theory of Finsler metrics, such that two metric functions L and L are conformal if the length of an arbitrary vector in the space with the metric L is proportional to the length in the space with metric L, that is, if
We prove that a conformal transformation φ : (M, g^*)→(M, g) with Ric_g^*=Ric_g preserves Riemannian...
In the present paper, we have studied a Finsler space whose metric is obtained from the metric of a ...
We study conformal transformations between spaces of constant curvature. We give a necessary andsuff...
In the present paper, we consider the conformal theory of Finsler manifolds. We find, under a certai...
We have studied quasi-C-reducibility, C-reducibility and semi-C-reducibility of the Finsler space wi...
In this present article, we are devoted to study the necessary and sufficient conditions for a Finsl...
summary:Some special linear connection introduced in the Finsler space by Ichijy\=o has the property...
The purpose of the paper is to give some relation between the originalFinslerian hypersurface and ot...
AbstractIn a connected Finsler space Fn=(M,F) every ordered pair of points p,q∈M determines a distan...
An alternative interpretation of the conformal transformations of the metric is discussed according ...
We study conformal transformations in four-dimensional manifolds. In particular, we present a new se...
The notion of C-conformal transformation, that is regarded as a special conformal transformation, is...
In the present paper we have found out the expressions for scalar curvature and main scalar of two-d...
We develop the properties of Weyl geometry, beginning with a review of the conformal properties of R...
In this paper we discuss the theory of conformal change of some spe-cial Finsler spaces namely C-red...
We prove that a conformal transformation φ : (M, g^*)→(M, g) with Ric_g^*=Ric_g preserves Riemannian...
In the present paper, we have studied a Finsler space whose metric is obtained from the metric of a ...
We study conformal transformations between spaces of constant curvature. We give a necessary andsuff...
In the present paper, we consider the conformal theory of Finsler manifolds. We find, under a certai...
We have studied quasi-C-reducibility, C-reducibility and semi-C-reducibility of the Finsler space wi...
In this present article, we are devoted to study the necessary and sufficient conditions for a Finsl...
summary:Some special linear connection introduced in the Finsler space by Ichijy\=o has the property...
The purpose of the paper is to give some relation between the originalFinslerian hypersurface and ot...
AbstractIn a connected Finsler space Fn=(M,F) every ordered pair of points p,q∈M determines a distan...
An alternative interpretation of the conformal transformations of the metric is discussed according ...
We study conformal transformations in four-dimensional manifolds. In particular, we present a new se...
The notion of C-conformal transformation, that is regarded as a special conformal transformation, is...
In the present paper we have found out the expressions for scalar curvature and main scalar of two-d...
We develop the properties of Weyl geometry, beginning with a review of the conformal properties of R...
In this paper we discuss the theory of conformal change of some spe-cial Finsler spaces namely C-red...
We prove that a conformal transformation φ : (M, g^*)→(M, g) with Ric_g^*=Ric_g preserves Riemannian...
In the present paper, we have studied a Finsler space whose metric is obtained from the metric of a ...
We study conformal transformations between spaces of constant curvature. We give a necessary andsuff...