Quantum-Corrected Einstein Equations for a Noncommutative Spacetime of Lie-Algebraic Type
2017
A general formula for the curvature of a central metric, w.r.t a noncommutative spacetime of general Lie-algebraic type is calculated by using the generalized braiding formalism. Furthermore, we calculate geometric quantities such as the Riemann tensor and the Ricci tensor and scalar in order to produce quantum corrections to the Einstein field equations.
Keywords:
- Quantum electrodynamics
- Noncommutative quantum field theory
- Noncommutative geometry
- Spacetime symmetries
- Mathematics of general relativity
- Maxwell's equations in curved spacetime
- Einstein's constant
- Linearized gravity
- Einstein tensor
- Mathematical analysis
- Mathematics
- Metric tensor (general relativity)
- Einstein field equations
- Topology
- Correction
- Source
- Cite
- Save
- Machine Reading By IdeaReader
14
References
0
Citations
NaN
KQI