Entangled State Representations in Quantum Optics

This book highlights the applications of continuous-variable entangled state representations in the research areas of quantum optics via the integration method within an ordered product of operators (IWOP). As a way to develop the Dirac’s symbolic method, the IWOP method has made the integration of non-commutative operators possible by arranging non-commutable operators within an ordered product symbol. It not only deals with many existent quantum optics problems but also explores new research fields. The book also establishes a theoretical framework for solving important quantum optics subjects by taking full advantage of the entangled state representations. With original methods and detailed descriptions, the book is suitable for researchers, instructors, and students interested in quantum mechanics, quantum optics, and quantum information science.

Integration Method within an Ordered Product of Operators and Continuous-variable Entangled State Representations.- Dynamics of Two-body Hamiltonian Systems.- New Bipartite Entangled States in Two-mode Fock Space.

Dr. Xiang-Guo Meng received his Ph.D. from Shanghai Jiao Tong University, China. He is a professor of physics at Liaocheng University, China. He has engaged in the theoretical research in advanced quantum theory and its applications, quantum optics and quantum information. His recent work has focused on the theoretical study of quantum optics subjects using continuous-variable entangled state representations.

Dr. Ji-Suo Wang received his Ph.D. from Anhui Institute of Optics and Fine Mechanics, Chinese Academy of Sciences. He is a professor of physics at Qufu Normal University, China. He has engaged in quantum optics and quantum information research. His recent work has focused on the quantum theory of mesoscopic circuits, and entanglement and decoherence of non-Gaussian entangled resources.

Bao-Long Liang is an associate professor of physics at Liaocheng University. He has engaged in the theoretical research in quantum computation and quantum information.