Quantum-Enhanced Phase Transition Analysis
Jincheng Zhang
Abstract
Quantum-Enhanced Phase Transition Analysis investigates the utilization of quantum algorithms to accelerate and refine the identification and quantification of phase transitions in complex systems. This work centers on leveraging quantum entanglement to uncover hidden order within the system's state space, offering a potential paradigm shift compared to traditional analytical and simulation-based methods. The core mechanism involves quantum simulation to map the system's state space, identifying regions of increased order through entanglement-based exploration. This research aims to provide a fundamentally new approach to understanding and analyzing phase transitions, promising increased efficiency and accuracy in identifying these critical phenomena.