A Quantum Like Interpretation and Solution of Einstein, Podolsky, and Rosen Paradox in Quantum Mechanics

TL;DR

This paper offers a quantum-like interpretation and algebraic solution to the EPR paradox, addressing foundational issues in quantum mechanics by revisiting Peres's formulation.

Contribution

It introduces a novel algebraic quantum-like framework that interprets and resolves the EPR paradox within Peres's formulation.

Findings

The paradox can be interpreted using a quantum-like algebraic approach.

The proposed framework provides a consistent resolution to the EPR paradox.

The approach offers new insights into quantum nonlocality and entanglement.

Abstract

We discuss the Einstein, Podolsky, and Rosen paradox as it was formulated by Asher Peres in 1992 [4]. On this basis we realize an algebraic quantum like elaboration showing that in this formulation the paradox may be still interpreted and solved.