Quantum Entanglement State Modeling: A Topological Approach
Jincheng Zhang
Abstract
This paper explores the development of a novel quantum entanglement state modeling framework leveraging the principles of non-linear topology. The core claim is to construct a quantum state evolution model that accurately simulates the complex behavior of entangled states, and to integrate this model with quantum computing's inherent properties to enhance efficiency in quantum information processing. This research aims to provide a more profound understanding of quantum entanglement and its implications for advanced computational techniques.