Add to ORKGLocally symmetric K-contact manifolds, or semi-symmetric Sasakian manifolds, are of constant curvature 1 (cf. [10], [4], [9]). The main purpose of this paper is to extend these results and that of [3] considering semisymmetric contact Riemannian manifolds satisfying one condition which generalizes the K-contact condition. Finally we extend some result of [4] and [11] considering contact Riemannian manifolds satisfying ＄R(X, ￥xi)￥cdot S=0＄ where ＄S＄ is the Ricci tensor
Extending a result of He to the non-integrable case of K-contact manifolds, it is shown that the tra...
Abstract. In this paper we show that every contact metric manifold with vanishing contact conformal ...
By a $contact$ $manifold$ we mean a (2n + 1)-dimensional $C^\infty$ manifold M together with a globa...
The paper deals with the study of $\mathcal{M}$-projective curvature tensor on $(k, \mu)$-contact me...
This paper deals with a classiffication of the semisymmetric contact metric manifolds, and the conta...
Abstract. In this paper we study h-projectively semisymmetric, ϕ-pro-jectively semisymmetric, h-Weyl...
The object of the present paper is to obtain sufficient conditions for a K-contact manifold to be a...
Abstract. We determine a locally symmetric or a Ricci-parallel contact Riemannian man-ifold which sa...
Abstract. We determine a locally symmetric or a Ricci-parallel contact Riemannian man-ifold which sa...
In [1] J. Berndt and L. Vanhecke introduced two classes (B- and B-spaces) of Riemannian manifolds wh...
As is well-known locally symmetric K-contact manifolds are spaces of constant curvature ([13]).This ...
The object of the present paper is to study a type of contact metric manifolds, called contact metri...
This paper deals with the investigation of $K$-contact and $(\kappa,\mu)$-contact manifolds admittin...
For Sasakian manifolds, Matsumoto and Chūman [6] defined the contact Bochner curvature tensor (see a...
In this paper, we study contact metric manifold whose metric is a Riemann soliton. First, we conside...
Extending a result of He to the non-integrable case of K-contact manifolds, it is shown that the tra...
Abstract. In this paper we show that every contact metric manifold with vanishing contact conformal ...
By a $contact$ $manifold$ we mean a (2n + 1)-dimensional $C^\infty$ manifold M together with a globa...
The paper deals with the study of $\mathcal{M}$-projective curvature tensor on $(k, \mu)$-contact me...
This paper deals with a classiffication of the semisymmetric contact metric manifolds, and the conta...
Abstract. In this paper we study h-projectively semisymmetric, ϕ-pro-jectively semisymmetric, h-Weyl...
The object of the present paper is to obtain sufficient conditions for a K-contact manifold to be a...
Abstract. We determine a locally symmetric or a Ricci-parallel contact Riemannian man-ifold which sa...
Abstract. We determine a locally symmetric or a Ricci-parallel contact Riemannian man-ifold which sa...
In [1] J. Berndt and L. Vanhecke introduced two classes (B- and B-spaces) of Riemannian manifolds wh...
As is well-known locally symmetric K-contact manifolds are spaces of constant curvature ([13]).This ...
The object of the present paper is to study a type of contact metric manifolds, called contact metri...
This paper deals with the investigation of $K$-contact and $(\kappa,\mu)$-contact manifolds admittin...
For Sasakian manifolds, Matsumoto and Chūman [6] defined the contact Bochner curvature tensor (see a...
In this paper, we study contact metric manifold whose metric is a Riemann soliton. First, we conside...
Extending a result of He to the non-integrable case of K-contact manifolds, it is shown that the tra...
Abstract. In this paper we show that every contact metric manifold with vanishing contact conformal ...
By a $contact$ $manifold$ we mean a (2n + 1)-dimensional $C^\infty$ manifold M together with a globa...