Litcius/Paper detail

Quantum principle of relativity

Andrzej Dragan, Artur Ekert

2020New Journal of Physics28 citationsDOIOpen Access PDF

Abstract

Abstract Quantum mechanics is an incredibly successful theory and yet the statistical nature of its predictions is hard to accept and has been the subject of numerous debates. The notion of inherent randomness, something that happens without any cause, goes against our rational understanding of reality. To add to the puzzle, randomness that appears in non-relativistic quantum theory tacitly respects relativity, for example, it makes instantaneous signaling impossible. Here, we argue that this is because the special theory of relativity can itself account for such a random behavior. We show that the full mathematical structure of the Lorentz transformation, the one which includes the superluminal part, implies the emergence of non-deterministic dynamics, together with complex probability amplitudes and multiple trajectories. This indicates that the connections between the two seemingly different theories are deeper and more subtle than previously thought.

Topics & Concepts

PhysicsTheory of relativityTheoretical physicsRandomnessSuperluminal motionTwin paradoxMinority interpretations of quantum mechanicsProblem of timeQuantum probabilityTest theories of special relativityQuantum mechanicsClassical mechanicsSpecial relativityInterpretations of quantum mechanicsLorentz transformationRelational quantum mechanicsQuantum gravityInterpretation (philosophy)Subject (documents)Doubly special relativityQuantumPrinciple of relativityLorentz covarianceTests of special relativityClassical physicsFour-forceProbability amplitudeEPR paradoxCopenhagen interpretationGeneral relativityQuantum Mechanics and ApplicationsNoncommutative and Quantum Gravity TheoriesRelativity and Gravitational Theory
Quantum principle of relativity | Litcius