Journal of High Energy Physics, ( ISI ), Volume (2019), No (4), Year (2019-4)

Title : ( Covariant Poisson’s equation in torsional Newton-Cartan gravity )

Authors: mohammad abedini , Hamid Reza Afshar , Ahmad Ghodsi Mahmoudzadeh ,

Citation: BibTeX | EndNote

Abstract

We derive the covariant Poisson\\\'s equation of -d + 1--dimensional Newton- Cartan gravity with -twistless- torsion by applying the `non-relativistic conformal method\\\' introduced in [1]. We apply this method on-shell to a Schrodinger field theory on the curved Newton-Hooke background. The covariance of the field equation in the presence of the non-relativistic cosmological constant, entails fixing all coefficients in the covariant Poisson\\\'s equation for -twistless- torsional Newton-Cartan gravity. We further derive Ehlers conditions and an equation associated to the torsion in this method.

Keywords

, Classical Theories of Gravity, Gauge Symmetry
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@article{paperid:1073903,
author = {Abedini, Mohammad and Hamid Reza Afshar and Ghodsi Mahmoudzadeh, Ahmad},
title = {Covariant Poisson’s equation in torsional Newton-Cartan gravity},
journal = {Journal of High Energy Physics},
year = {2019},
volume = {2019},
number = {4},
month = {April},
issn = {1029-8479},
keywords = {Classical Theories of Gravity; Gauge Symmetry},
}

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%0 Journal Article
%T Covariant Poisson’s equation in torsional Newton-Cartan gravity
%A Abedini, Mohammad
%A Hamid Reza Afshar
%A Ghodsi Mahmoudzadeh, Ahmad
%J Journal of High Energy Physics
%@ 1029-8479
%D 2019

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