Failure of the Bell Locality Condition over a Space of Ideal Particles and their Paths

TL;DR

This paper develops a novel approach to quantum mechanics by combining Deutsch's particle interaction model with Feynman's path-integral formulation, revealing failures of Bell's locality condition in a constructed space of ideal particles and paths.

Contribution

It introduces a new framework integrating Deutsch's and Feynman's models to address quantum paradoxes and analyze Bell's locality condition.

Findings

Demonstrates failure of Bell's locality condition in the new model

Provides a unified approach to quantum paradoxes

Eliminates certain quantum paradoxes through the combined framework

Abstract

We construct a space of ideal elements (particles and their paths) to analyze certain aspects of quantum physics. The particles are taken from a model of particle interaction first described by David Deutsch (based on a different but related framework, that of MWI), and the paths are based on Richard Feynman's path-integral formulation of quantum mechanics. By combining the two systems we develop a new approach to quantum mechanics that eliminates various quantum paradoxes.