Quantum Entanglement Information Theory: An Adaptive Gaussian Field Theory
Jincheng Zhang
Abstract
Quantum entanglement is a fundamental phenomenon in quantum mechanics, exhibiting correlations that defy classical intuition. This research investigates the use of an adaptive Gaussian field theory to construct a robust model for quantum entanglement information theory. This model aims to provide more accurate simulations of entanglement properties and precise measurement/control capabilities, particularly within the context of quantum computing and quantum communication. The core mechanism involves integrating Gaussian field theory with the mathematical description of entanglement, allowing for dynamic adaptation of the entanglement state to environmental fluctuations. This approach offers a significant advancement in our understanding and manipulation of quantum entanglement. The paper demonstrates the model's ability to capture complex entanglement behaviors and provides a framework for advanced quantum algorithms and secure communication protocols.