Quantum Entanglement Non-Locality Modeling and Control
Jincheng Zhang
Abstract
Quantum entanglement, a fundamental phenomenon in quantum mechanics, exhibits properties that challenge classical physics' notions of locality. This research investigates the potential of leveraging entanglement for non-local control, aiming to overcome the limitations imposed by traditional quantum computation. We propose a novel model based on a dynamically evolving quantum state graph, utilizing the non-locality inherent in entangled states to guide a control algorithm. This algorithm incorporates adaptive mechanisms to precisely manipulate the entangled state, thereby opening avenues for exploring and harnessing non-local quantum operations. The study addresses the current limitations in entanglement-based quantum control, offering a potential pathway toward more versatile and powerful quantum systems.