Dynamic Topology and Quantum Entanglement Coupling
Jincheng Zhang
Abstract
This paper investigates the coupling between dynamic topology and quantum entanglement, presenting a novel mathematical framework to model the complex behavior of quantum systems. We introduce a "quantum topology association" concept, which dynamically links measurement outcomes with the evolving topology of quantum systems. The model aims to provide a predictive tool for understanding the behavior of intricate quantum processes. The core mechanism focuses on establishing a robust and adaptable network structure through the interplay of entangled states and dynamic topology changes. This research explores the potential of this approach to advance quantum information processing and quantum computation.