Killing symmetries are revisited in d=5 bulk geometric torsion (GT) perturbation theory to investigate the perihelion precession. Computation reveals a non-perturbative (NP) modification to the precession known in General Relativity (GR). Remarkably the analysis re-assures our proposed holographic correspondence between a perturbative GT in bulk and a boundary GR coupled to B2∧F2. In fact the topological correction is sourced by a non-Newtonian potential in GR and we identify it with an "electro-gravito" dipole. Interestingly the dipole correction is shown to possess its origin in a 4-form underlying a propagating GT and leads to a NP gravity in d=4.

A geometric torsion (GT) underlying a 2-form in a (4+1)-dimensional U (1) gauge theory is revisited with a renewed perspective for a non-perturbation (NP) gravity in d=4. In the context we provide evidences to a holographic correspondence between

Killing symmetries are revisited in [Formula: see text] bulk geometric torsion (GT) perturbation theory to investigate the perihelion precession. Computation reveals a nonperturbative (NP) modification to the precession known in General Relativity (GR). Remarkably the analysis reassures our proposed holographic correspondence between a perturbative GT in bulk and a boundary GR coupled to [Formula: see text]. In fact, the topological correction is sourced by a non-Newtonian potential in GR and we identify it with an “electro-gravito” (EG) dipole. Interestingly, the dipole correction is shown to possess its origin in a 4-form underlying a propagating GT and leads to a NP gravity in [Formula: see text].

No abstract