A computational proof of locality in entanglement

TL;DR

This paper presents a local hidden variables computer model that numerically violates the CHSH inequality, challenging traditional notions of locality in quantum entanglement.

Contribution

It introduces a computational proof of a local hidden variables model that can violate the CHSH inequality, providing new insights into quantum nonlocality.

Findings

The local model achieves CHSH ≈ 1 + √2.

The model demonstrates a violation of the CHSH inequality.

Numerical experiments support the model's validity.

Abstract

In this paper the design and proof of concept (POC) coding of a local hidden variables computer model is presented. The program violates the Clauser, Horne, Shimony and Holt inequality $|$CHSH$|$ $\leq 2$. In our numerical experiment, we find with our local computer program, CHSH $\approx 1 + \sqrt{2}$.