Quantum-Inspired Wave Function Decomposition for Complex Systems
Jincheng Zhang
Abstract
This paper explores the application of quantum-inspired wave function decomposition techniques to enhance the representation and analysis of complex systems. The core claim is to develop a novel method that mimics quantum mechanics principles to achieve a higher level of accuracy in simulations, particularly for systems exhibiting intricate correlations and subtle features. We introduce a new decomposition framework, incorporating quantum-inspired algorithms, to address limitations inherent in traditional wave function methods. The paper details the methodology, provides a theoretical justification for the approach, and presents preliminary results demonstrating improved accuracy across a range of complex systems, including those with significant degree of entanglement. The research highlights the potential of this technique to significantly advance modeling capabilities in diverse scientific and engineering fields.