A bound on Planck-scale deformations of CPT from muon lifetime

Abstract

We show that deformed relativistic kinematics, expected to emerge in a flat-spacetime limit of quantum gravity, predicts different lifetimes for particles and their antiparticles. This phenomenon is a consequence of Planck-scale modifications of the action of discrete symmetries. In particular we focus on deformations of the action of CPT derived from the kappa-Poincare algebra, the most studied example of Planck-scale deformation of relativistic symmetries. Looking at lifetimes of muons and anti-muons we are able to derive an experimental bound on the deformation parameter of kappa > 4x10^14 GeV from measurements at the LHC. Such bound has the potential to reach the value of kappa > 2x10^16 GeV using measurements at the planned Future Circular Collider (FCC).

6 pages, 1 figure

References in corpus (4)

• Field theory on $\kappa$--Minkowski space revisited: Noether charges and breaking of Lorentz symmetry
• Anatomy of a deformed symmetry: field quantization on curved momentum space
• Deformed discrete symmetries
• A short introduction to $\kappa$-deformation

Cited by in corpus (7)

• Geometrizing the Klein-Gordon and Dirac equations in Doubly Special Relativity
• Observables from spherically symmetric modified dispersion relations
• Two-body decays in deformed relativity
• Time delays, choice of energy-momentum variables and relative locality in doubly special relativity
• Particle-antiparticle asymmetry in a relativistic deformed kinematics
• Multiparticle states in braided lightlike $\kappa$-Minkowski noncommutative QFT
• Experimental Bounds on Deformed Muon Lifetime Dilation