Restoration of Angular Lie Algebra Symmetries from a Covariant Hamiltonian

Berard, A.; Lages, J.; Mohrbach, H.

Restoration of Angular Lie Algebra Symmetries from a Covariant Hamiltonian

Authors

Berard, A.

Lages, J.

Mohrbach, H.

Description

The sO(3) and the Lorentz algebra symmetries breaking with gauge curvatures are studied by means of a covariant Hamiltonian. The restoration of these algebra symmetries in flat and curved spaces is performed and led to the apparition of a monopole field. Then in the context of the Lorentz algebra we consider an application to the gravitoelectromagnetism theory. In this last case a qualitative relation giving a mass spectrum for dyons is established.