AbstractWe construct some natural metric connections on metric contact manifolds compatible with the contact structure and characterized by the Dirac operators they determine. In the case of CR manifolds these are invariants of a fixed pseudo-hermitian structure, and one of them coincides with the Tanaka–Webster connection
summary:We discuss Riemannian metrics compatible with a linear connection that has regular curvature...
In the present paper, we have studied -recurrent and concircular -recurrent -contact manifold with r...
summary:We study several linear connections (the first canonical, the Chern, the well adapted, the L...
AbstractWe construct some natural metric connections on metric contact manifolds compatible with the...
AbstractAny contact metric manifold has a Spinc-structure. Thus, we study on any Spinc-spinor bundle...
We introduce a systematic study of contact structures with pseudo-Riemannian associated metrics, emp...
We construct a three-parameter family of contact metric structures on the unit tangent sphere bundle...
summary:In the present paper we investigate a contact metric manifold satisfying (C) $(\bar{\nabla }...
In this paper, we describe the space of adapted connections on a metric contact manifold through the...
AbstractContact structures with associated pseudo-Riemannian metrics were studied by D. Perrone and ...
We find necessary and sufficient conditions for the bi-Legendrian connection \nabla associated to a ...
We find necessary and sufficient conditions for the bi-Legendrian connection \nabla associated to a ...
We prove that any contact metric $(\kappa,\mu)$-space $M$ admits a canonical paracontact metric str...
summary:We construct a canonically defined affine connection in sub-Riemannian contact geometry. Our...
summary:Summary: Geometrical concepts induced by a smooth mapping $f:M\to N$ of manifolds with linea...
summary:We discuss Riemannian metrics compatible with a linear connection that has regular curvature...
In the present paper, we have studied -recurrent and concircular -recurrent -contact manifold with r...
summary:We study several linear connections (the first canonical, the Chern, the well adapted, the L...
AbstractWe construct some natural metric connections on metric contact manifolds compatible with the...
AbstractAny contact metric manifold has a Spinc-structure. Thus, we study on any Spinc-spinor bundle...
We introduce a systematic study of contact structures with pseudo-Riemannian associated metrics, emp...
We construct a three-parameter family of contact metric structures on the unit tangent sphere bundle...
summary:In the present paper we investigate a contact metric manifold satisfying (C) $(\bar{\nabla }...
In this paper, we describe the space of adapted connections on a metric contact manifold through the...
AbstractContact structures with associated pseudo-Riemannian metrics were studied by D. Perrone and ...
We find necessary and sufficient conditions for the bi-Legendrian connection \nabla associated to a ...
We find necessary and sufficient conditions for the bi-Legendrian connection \nabla associated to a ...
We prove that any contact metric $(\kappa,\mu)$-space $M$ admits a canonical paracontact metric str...
summary:We construct a canonically defined affine connection in sub-Riemannian contact geometry. Our...
summary:Summary: Geometrical concepts induced by a smooth mapping $f:M\to N$ of manifolds with linea...
summary:We discuss Riemannian metrics compatible with a linear connection that has regular curvature...
In the present paper, we have studied -recurrent and concircular -recurrent -contact manifold with r...
summary:We study several linear connections (the first canonical, the Chern, the well adapted, the L...
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