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Probability Quantum Entanglement Field Theory (PQFL)

Jincheng Zhang

Published Aug 29, 2026• 0 citations
Publisher

Abstract

This paper introduces Probability Quantum Entanglement Field Theory (PQFL), a novel theoretical framework for understanding and leveraging quantum entanglement in the context of quantum information storage, quantum computation, and quantum communication. We propose a field theory based on the probabilistic nature of entanglement, dynamically encoding and transmitting information through precise measurements and quantum state evolution. The core mechanism of PQFL centers around the concept of "quantum entanglement as a probabilistic field," enabling a fundamentally different approach to computation compared to traditional methods. This approach aims to improve efficiency and robustness against interference. The paper presents a preliminary analysis of PQFL's potential applications and explores its underlying mathematical foundations.

DOI
10.5281/zenodo.22158790

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This paper introduces a novel dynamic probability field theory designed to analyze quantum entanglement properties and predict its evolution. We propose a framework that treats entanglement as a dynamically evolving probability field, incorporating self-adaptive properties to enhance quantum computation's efficiency and reliability. The core mechanism involves representing entanglement as a continuously evolving probability field, allowing for a more nuanced understanding and control over its behavior. The paper details the theoretical foundation and initial experimental explorations of this approach, highlighting its potential for improved entanglement analysis and quantum algorithm design. The primary goal is to provide a robust mathematical model for understanding and predicting entanglement dynamics.
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