Relativistic EPR-type experiments for photons in the background of reducible representation HOLA algebras
arXiv:1511.02658
Abstract
Relativistic EPR-type experiments for photons in the background of reducible representation algebras are discussed. A model for the four Bell states, such that maintains maximally correlated in two bases: linear and circular in all reference frames is developed. Relativistic correlation functions are derived for two cases: when the detectors are transformed under Lorentz transformation in such a way that they still remain in the same reference frame and when just one of the detectors is transformed.
References in corpus (13)
- Quantum Entanglement of Moving Bodies
- Relativistic entanglement of two massive particles
- Lorentz-covariant reduced spin density matrix and EPR-Bohm correlations
- Relativistically invariant quantum information
- Comment on "Quantum entropy and special relativity" [by A. Peres, P. F. Scudo, and D. R. Terno, Phys. Rev. Lett. 88, 230402 (2002)]
- Einstein-Podolsky-Rosen correlations of Dirac particles - quantum field theory approach
- Lorentz transformations that entangle spins and entangle momenta
- Lorentz-invariant Bell's inequality
- Helicity correlations of vector bosons
- Degree of entanglement as a physically ill-posed problem: The case of entanglement with vacuum
- Theory versus experiment for vacuum Rabi oscillations in lossy cavities
- Theory versus experiment for vacuum Rabi oscillations in lossy cavities (II): Direct test of uniqueness of vacuum
- Entanglement properties of a two spin-one particle system under a Lorentz transformation