DSR-relativistic spacetime picture and the phenomenology of Planck-scale-modified time dilation
arXiv:2506.08111 · doi:10.1103/mqv2-dxrd
Abstract
The most active area of research in quantum-gravity phenomenology investigates the possibility of Planck-scale-modified dispersion relations, focusing mainly on two alternative scenarios: the "LIV" scenario, characterized by a specific mechanism of breakdown of relativistic symmetries, and the "DSR" scenario, which preserves overall relativistic invariance but with deformed laws of relativistic transformation. Two recent studies of modified dispersion relations, one relying on Finsler geometry and one based on heuristic reasoning, raised the possibility of potentially observable effects for time dilation and argued that this might apply also to the LIV and DSR scenarios. We observe that the description of Lorentz transformations in the LIV scenario is such that time dilation cannot be modified. The DSR scenario allows for modifications of time dilation, and establishing their magnitude required us to obtain novel results on the effects of finite DSR boosts in the spacetime sector, with results showing in particular that the modification of time dilation is too small for experimental testing.
arXiv commentV2 coincides with the one published in Physical Review D, vol. 112 106006. It includes a discussion on the generalization to other DSR models and two plots comparing the time dilation behaviour for the DSR, LIV, SR, and Finsler scenarios
References in corpus (42)
- Potential Sensitivity of Gamma-Ray Burster Observations to Wave Dispersion in Vacuo
- Lorentz invariance with an invariant energy scale
- Relativity in space-times with short-distance structure governed by an observer-independent (Planckian) length scale
- Testable scenario for Relativity with minimum-length
- Bicrossproduct structure of -Poincare group and non-commutative geometry
- Quantum Spacetime Phenomenology
- Gravity's Rainbow
- Quantum gravity corrections to neutrino propagation
- Classical and Quantum Mechanics of Free \k Relativistic Systems
- The principle of relative locality
- Doubly Special Relativity theories as different bases of --Poincaré algebra
- Planck-scale modified dispersion relations and Finsler geometry
- Deformed Boost Transformations That Saturate at the Planck Scale
- Lorentz-violation-induced arrival delays of cosmological particles
- De Sitter space as an arena for Doubly Special Relativity
- Doubly Special Relativity and de Sitter space
- Waves on Noncommutative Spacetime and Gamma-Ray Bursts
- Taming nonlocality in theories with Planck-scale-deformed Lorentz symmetry
- Towards the QFT on Curved Spacetime Limit of QGR. I: A General Scheme
- Realization of DSR-relativistic symmetries in Finsler geometries
- Relative-locality distant observers and the phenomenology of momentum-space geometry
- Speed of particles and a relativity of locality in -Minkowski quantum spacetime
- Velocity of particles in Doubly Special Relativity
- Transformations of coordinates and Hamiltonian formalism in deformed Special Relativity
- Relativistic kinematics beyond Special Relativity
- On the definition of velocity in theories with two observer-independent scales
- Deformed relativity symmetries and the local structure of spacetime
- Reaching the Planck scale with muon lifetime measurements
- A twisted look on kappa-Minkowski: U(1) gauge theory
- Doubly Special Relativity and Finsler geometry
- Planck-scale phenomenology with anti-de Sitter momentum space
- Dual redshift on Planck-scale-curved momentum spaces
- Kinematics of particles with quantum de Sitter symmetries
- Exploring Special Relative Locality with deSitter momentum-space
- Planck-scale-deformed relativistic symmetries and diffeomorphisms in momentum space
- Relativistic compatibility of the interacting -Poincaré model and implications for the relative locality framework
- Rainbow-like Black Hole metric from Loop Quantum Gravity
- Dispersion relations in finite-boost DSR
- Modified particle lifetimes as a signature of deformed relativity
- A spacetime realization of kappa-Poincare algebra
- Physical velocity of particles in relativistic curved momentum space
- Lifetime of flying particles in canonical Doubly Special Relativity