On the Finslerian extension of the Schwarzschild metric
arXiv:1007.4632 · doi:10.5506/APhysPolB.42.1199
Abstract
We provide a Finslerian extension of the Schwarzschild metric based on heuristic arguments. The proposed metric asymptotically approaches not the Minkowski space-time but the Bogoslovsky locally anisotropic space-time which arises naturally as a deformation of very special relativity.
8 pages, references added, published version
Cited by in corpus (9)
- Covariant kinematics and gravitational bounce in Finsler space-times
- Finsler pp-waves
- Raychaudhuri equation and singularity theorems in Finsler spacetimes
- Anisotropic strange star in Finsler geometry
- Schwarzschild-like solutions in Finsler-Randers gravity
- Fine structure constant variation or spacetime anisotropy?
- Affine sphere spacetimes which satisfy the relativity principle
- OPERA superluminal neutrinos and Kinematics in Finsler spacetime
- Neutrino superluminality without Cherenkov-like processes in Finslerian special relativity