# Perspectives of Perihelion Precession in Torsion Modified Gravity

## TL;DR

This paper investigates perihelion precession within a torsion-modified gravity framework, revealing non-perturbative corrections to general relativity and proposing a holographic correspondence linking bulk torsion to boundary gravity with topological effects.

## Contribution

It introduces a non-perturbative modification to perihelion precession in torsion-modified gravity and establishes a holographic link between bulk torsion theories and boundary general relativity.

## Key findings

- Identifies a non-perturbative correction to perihelion precession.
- Proposes a holographic correspondence between bulk torsion and boundary gravity.
- Reveals a topological correction sourced by a non-Newtonian potential.

## Abstract

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 $B_{2}$$ \wedge $$F_{2}$. 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$.