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Adaptive Quantum Entanglement Field Theory

Jincheng Zhang

Published Sep 5, 2026• 0 citations
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Abstract

Quantum entanglement remains a cornerstone of quantum information science, yet a fundamental challenge lies in fully understanding its dynamic behavior and potential applications. This paper proposes a novel computational framework, the Adaptive Quantum Entanglement Field Theory (AQETF), designed to address this challenge by dynamically modeling and analyzing quantum entanglement. AQETF utilizes a self-adaptive algorithm to learn the evolution of entangled states, providing a robust and flexible method for investigating entanglement's properties and facilitating deeper insights into its behavior. The core claim of this work is to construct a computational framework that leverages quantum entanglement as a dynamic field, enabling a more complete understanding of its evolution.

DOI
10.5281/zenodo.22332282

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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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