5 papers
Harmonicity of normal almost contact metric structures
M. Benyounes, T. Levasseur, E. Loubeau +1
We consider normal almost contact structures on a Riemannian manifold and, through their associated sections of an ad-hoc twistor bundle, study their harmonicity, as sections or as…
The harmonicity of nearly cosymplectic structures
E. Loubeau, E. Vergara-Diaz
Almost contact structures can be identified with sections of a twistor bundle and this allows to define their harmonicity, as sections or maps. We consider the class of nearly cosy…
On the harmonicity of normal almost contact metric structures
E. Loubeau, E. Vergara-Diaz
We consider normal almost contact structures on a Riemannian manifold and, through their associated sections of an ad-hoc twistor bundle, study their harmonicity, as sections or as…
Harmonic contact metric structures, and submersions
E. Vergara-Diaz, C. M. Wood
We study harmonic almost contact structures in the context of contact metric manifolds, and an analysis is carried out when such a manifold fibres over an almost Hermitian manifold…
Harmonic almost contact structures
E. Vergara-Diaz, C. M. Wood
An almost contact metric structure is parametrized by a section of an associated homogeneous fibre bundle, and conditions for this to be a harmonic section, and a harmonic map, are…