Total Conserved Charges of Charged Rotating Ads Solution Using a Poincaré Gauge Version
Within the framework of the theory of teleparallel gravity, we formulate a class of spacetime in 4-dimensions which is asymptotically approaches to (anti)-de Sitter, Ads, geometry. This spacetime describes an electrically charged rotating solution in cylindrical coordinate. The total conserved charges of this spacetime is calculated by using a relocalization of the total conserved charge, i.e. a Poincaré gauge version and a satisfactory result is achieved. © 2013 Springer Science+Business Media New York.
Nashed, Gamal G.L., "Total Conserved Charges of Charged Rotating Ads Solution Using a Poincaré Gauge Version" (2013). Centre for Theoretical Physics. 112.