Who Ordered the Anti-de Sitter Tangent Group?
arXiv:1308.3199 · doi:10.1007/JHEP11(2013)095
Abstract
General relativity can be unambiguously formulated with Lorentz, de Sitter and anti-de Sitter tangent groups, which determine the fermionic representations. We show that besides of the Lorentz group only anti-de Sitter tangent group is consistent with all physical requirements.
6 pages
References in corpus (1)
Cited by in corpus (14)
- Concerns regarding the use of black hole shadows as standard rulers
- Gravity and Unification: A review
- Holographic correspondence in topological superconductors
- Noncommutative SO(2,3) gauge theory and noncommutative gravity
- Supersymmetric 3D model for gravity with gauge symmetry, mass generation and effective cosmological constant
- Chiral gauge theory and gravity from unconventional supersymmetry
- Emergent scenario in mimetic gravity
- Dirac field and gravity in NC model
- Noncommutative Gauge Theory of Gravity
- Canonical Deformation of SUGRA
- Stability in higher-derivative matter fields theories
- Emergent Dynamics of Spacetime and Matter from a Topological Phase
- Quantum Theory, Gravity and Second Order Geometry
- Emergence of Gravity's Dynamical and Topological Sectors from Pre-geometry