Partial Observations, Einstein Locality and Bell Inequalities in Quantized Detector Networks

TL;DR

This paper demonstrates that quantized detector networks (QDN), focusing on partial observations, are consistent with Einstein locality and can account for violations of Bell inequalities.

Contribution

It introduces the concept of partial observations in QDN and proves their compatibility with Einstein locality and Bell inequality violations.

Findings

QDN is consistent with Einstein locality.

Partial observations can explain Bell inequality violations.

QDN provides a framework for quantum information exchange with apparatus.

Abstract

Quantized detector networks (QDN) deals with quantum information exchange between observers and their apparatus rather than with systems under observation. Partial observations in QDN involve subsets of the elementary signal detectors which constitute an apparatus. We use them to prove that QDN is consistent with Einstein locality and violations of Bell-type inequalities.