We study ball-homogeneity, curvature homogeneity, natural reductivity, conformal flatness and phi-symmetry for three-dimensional contact metric manifolds. Several classification results are given
We consider left-invariant almost contact metric structures on three-dimensional Lie groups, satisfy...
The object of the present paper is to study ? -projectively flat and ?-projectively flat 3-dimension...
In this paper, contact metric manifolds whose characteristic vector field ξ is a harmonic vector fie...
We study three-dimensional semi-symmetric contact metric manifolds, obtaining several classification...
We introduce a systematic study of contact structures with pseudo-Riemannian associated metrics, emp...
Abstract. A new class of 3-dimensional contact metric manifolds is found. Moreover it is proved that...
We consider a natural condition determining a large class of almost contact metric structures. We st...
We study some properties of projective curvature tensor in $3$- dimensional generalized ($\kappa$, $...
In this paper, we prove that evry 3-dimensional manifold M is a ∅-recurrent N(k)-contact metri...
We prove that every 3-dimensional contact metric manifold satisfying ＄￥nabla_{￥xi}￥tau=0(￥tau=L_{￥ze...
summary:In the present paper we investigate a contact metric manifold satisfying (C) $(\bar{\nabla }...
Abstract. We try to survey the recent results about contact structures on 3-manifolds. 1
Curvature properties of some generalizations of contact metric manifolds are studied, with special a...
This survey is a presentation of the five lectures on Riemannian contact geometry that the author ga...
In this paper, the notion of ξ-conformally flat on a contact metric structure is introduced and it i...
We consider left-invariant almost contact metric structures on three-dimensional Lie groups, satisfy...
The object of the present paper is to study ? -projectively flat and ?-projectively flat 3-dimension...
In this paper, contact metric manifolds whose characteristic vector field ξ is a harmonic vector fie...
We study three-dimensional semi-symmetric contact metric manifolds, obtaining several classification...
We introduce a systematic study of contact structures with pseudo-Riemannian associated metrics, emp...
Abstract. A new class of 3-dimensional contact metric manifolds is found. Moreover it is proved that...
We consider a natural condition determining a large class of almost contact metric structures. We st...
We study some properties of projective curvature tensor in $3$- dimensional generalized ($\kappa$, $...
In this paper, we prove that evry 3-dimensional manifold M is a ∅-recurrent N(k)-contact metri...
We prove that every 3-dimensional contact metric manifold satisfying ＄￥nabla_{￥xi}￥tau=0(￥tau=L_{￥ze...
summary:In the present paper we investigate a contact metric manifold satisfying (C) $(\bar{\nabla }...
Abstract. We try to survey the recent results about contact structures on 3-manifolds. 1
Curvature properties of some generalizations of contact metric manifolds are studied, with special a...
This survey is a presentation of the five lectures on Riemannian contact geometry that the author ga...
In this paper, the notion of ξ-conformally flat on a contact metric structure is introduced and it i...
We consider left-invariant almost contact metric structures on three-dimensional Lie groups, satisfy...
The object of the present paper is to study ? -projectively flat and ?-projectively flat 3-dimension...
In this paper, contact metric manifolds whose characteristic vector field ξ is a harmonic vector fie...
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