Relativistic nonlocality (RNL) in experiments with moving polarizers and 2 non-before impacts

Abstract

Relativistic nonlocality (RNL) is a recently proposed relativistic nonlocal description which unifies relativity of simultaneity and superluminal nonlocality (without superluminal signaling). In this article RNL is applied to experiments with so-called 2 non-before impacts, leading to new rules of calculating the joint probabilities, and predictions conflicting with quantum mechanics. A real experiment using fast moving polarizing beam-splitters is proposed.

6 pages of Latex and 1 eps figure. To appear in Phys. Lett. A

References in corpus (1)

• Does entanglement depend on the timing of the impacts at the beam-splitters?

Cited by in corpus (12)

• Quantum correlations versus Multisimultaneity: an experimental test
• Experimental test of non-local quantum correlation in relativistic configurations
• Superluminal influences, hidden variables, and signaling
• Quantum entanglement with acousto-optic modulators: 2-photon beatings and Bell experiments with moving beamsplitters
• Strong constraints on models that explain the violation of Bell inequalities with hidden superluminal influences
• Optical tests of quantum nonlocality: from EPR-Bell tests towards experiments with moving observers
• Why Bohmian Mechanics? one and two-time position measurements, Bell inequalities, philosophy and physics
• Axiom System and Completeness Expression for Quantum Mechanics
• Is "entanglement" always entangled?
• Preferred Frame versus Multisimultaneity: meaning and relevance of a forthcoming experiment
• Multiple measurements on an uncollapsed entangled two-photon state
• Does the quantum collapse make sense? Quantum Mechanics vs Multisimultaneity in interferometer-series experiments