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Contemporary mathematics - American Mathematical Society

Advances in Quantum Dynamics

Geoffrey L. Price, Baker, B. Mitchell, Palle E. T. Jørgensen, Paul S. Muhly

Published Jan 1, 2003• 31 citations
Publisher
DOI
10.1090/conm/335

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This paper presents a novel mathematical framework for analyzing and predicting the temporal dynamics of quantum field quantization. We establish a system of differential equations that govern the evolution of quantum fields, incorporating the crucial concepts of time-dependent entanglement and quantum decoherence. The core mechanism leverages a dynamic system of equations, allowing for precise control and prediction of quantum state evolution over time. This research represents a significant advancement in our understanding of quantum field quantization and has the potential to revolutionize advanced quantum simulation and control methodologies. The resulting framework offers a robust and mathematically sound approach to quantifying temporal dynamics, providing a foundation for advanced quantum simulations and control.