Deformed Reissner--Nordstrom solutions in noncommutative gravity
arXiv:0710.5847 · doi:10.1103/PhysRevD.77.064014
Abstract
The leading order corrections to Reissner--Nordstrom solutions of the Einstein's equations on noncommutative space time have been worked out basing on a noncommutative gauge theory of gravity. From the corrcted metric the horizons have been derived and the curvature scalar is also computed. The introduction of noncommutativity leads to the removal of the coordinate singularities.
New section added, Title modified, 14 pages, Latex, no figure, corrected typos in the reference list
References in corpus (6)
- A Gravity Theory on Noncommutative Spaces
- Corrections to Schwarzschild Solution in Noncommutative Gauge Theory of Gravity
- Hawking Radiation and Covariant Anomalies
- Hawking Radiation, Effective Actions and Covariant Boundary Conditions
- Lie algebraic Noncommutative Gravity
- Time-Space Noncommutativity in Gravitational Quantum Well scenario
Cited by in corpus (10)
- Noncommutative Black Hole Thermodynamics
- Non-commutative geometry inspired higher-dimensional charged, black holes
- Noncommutative Schwarzschild Black Hole and Area Law
- Noncommutative corrections to classical black holes
- Spherically Symmetric Noncommutative Space: d = 4
- Particle-like solutions to classical noncommutative gauge theory
- Noncommutative BTZ Black Hole in Polar Coordinates
- Noncommutative Corrections to the Robertson-Walker metric
- Particle Classification and Dynamics in GL(2,C) Gravity
- Aspects of Symmetries in Field and String Theories