Pseudorandom Phase Ensemble and Nonlocal

TL;DR

This paper introduces a pseudorandom phase ensemble concept to simulate quantum ensembles and demonstrates non-locality in classical fields akin to quantum entanglement.

Contribution

It presents a novel ensemble conception that models quantum-like non-locality using classical fields with pseudorandom phases.

Findings

Demonstrates non-locality properties in classical fields

Shows pseudorandom sequences are inseparable as a whole

Simulates quantum ensemble behavior with classical systems

Abstract

In this paper, we introduce a new conception of pseudorandom phase ensemble to simulate a quantum ensemble. A pseudorandom sequence is inseparability and integral that are demonstrated only for a whole sequence not for a single phase unit, which is similar to that of quantum ensembles and a quantum particle. By using the ensemble conception, we demonstrate non-locality properties for classical fields similar to quantum entanglement.