We study magnetic trajectories corresponding to contact magnetic fields in 3-dimensional
quasi-Sasakian manifolds. We show that they are slant curves, that is their contact angles …

We study (non-geodesic) normal magnetic curves of three-dimensional normal almost
paracontact manifolds. We compute their curvature and torsion as well as a Lancret invariant …

In this paper we classify magnetic trajectories γ in R^ 2N+ 1 R 2 N+ 1 endowed with a
canonical quasi-Sasakian structure, corresponding to a magnetic field proportional to the …

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In this paper we investigate contact magnetic curves on the unit tangent bundle UM of a
Riemannian manifold M and we write the magnetic equations. In the case when M is a …

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In this paper we give an affirmative answer to sustain the conjecture about the order of a
magnetic curve in a quasi-Sasakian manifold. More precisely, we show that the magnetic …

Magnetic Curves Associated to Killing Vector Fields in a Galilean Space Page 1
MATHEMATICAL SCIENCES AND APPLICATIONS ENotes 4 (1) 144-150 (2016) c MSAEN …

In this paper we study the magnetic trajectories as the solutions of the Lorentz equation
defined by the cross product corresponding to the 7-dimensional Euclidean space. We find …

Killing Magnetic Curves in Three Dimensional Isotropic Space 1 Introduction Page 1
Prespacetime Journal | December l 2016 | Volume 7 | Issue 15 | pp. 2015 − 2022 2015 …