Preface; 1. Quantum measurement theory; 2. Quantum parameter estimation; 3. Open quantum systems; 4. Quantum trajectories; 5. Quantum feedback control; 6. State-based quantum feedback control; 7. Applications to quantum information processing; Appendixes; References; Index.
Modern quantum measurement for graduate students and researchers in quantum information, quantum metrology, quantum control and related fields.
Howard M. Wiseman is Director of the Centre for Quantum Dynamics at Griffith University, Australia. He has worked in quantum measurement and control theory since 1992, and is a Fellow of the Australian Academy of Science (AAS). He has received the Bragg Medal of the Australian Institute of Physics, the Pawsey Medal of the AAS, and the Malcolm Macintosh Medal of the Federal Science Ministry. Gerard J. Milburn is an Australian Research Council Federation Fellow at the University of Queensland, Australia. He has written three previous books, on quantum optics, quantum technology, and quantum computing. He has been awarded the Boas Medal of the Australian Institute of Physics and is a Fellow of the Australian Academy of Science and the American Physical Society.
"An outstanding introduction, at the advanced graduate level, to
the mathematical description of quantum measurements, parameter
estimation in quantum mechanics, and open quantum systems, with
attention to how the theory applies in a variety of physical
settings. Once assembled, these mathematical tools are used to
formulate the theory of quantum feedback control. Highly
recommended for the physicist who wants to understand the
application of control theory to quantum systems and for the
control theorist who is curious about how to use control theory in
a quantum context." Carlton Caves, University of New Mexico
"A comprehensive and elegant presentation at the interface of quantum optics and quantum measurement theory. Essential reading for students and practitioners, both, in the growing quantum technologies revolution." Howard Carmichael, The University of Auckland
"Quantum Measurement and Control provides a comprehensive and pedagogical introduction to critical new engineering methodology for emerging applications in quantum and nano-scale technology. By presenting fundamental topics first in a classical setting and then with quantum generalizations, Wiseman and Milburn manage not only to provide a lucid guide to the contemporary toolbox of quantum measurement and control but also to clarify important underlying connections between quantum and classical probability theory. The level of presentation is suitable for a broad audience, including both physicists and engineers, and recommendations for further reading are provided in each chapter. It would make a fine textbook for graduate-level coursework." Hideo Mabuchi, Stanford University
"This book presents a unique summary of the theory of quantum measurements and control by pioneers in the field. The clarity of presentation and the varied selection of examples and exercises guide the reader through the exciting development from the earliest foundation of measurements in quantum mechanics to the most recent fundamental and practical developments within the theory of quantum measurements and control. The ideal blend of precise mathematical arguments and physical explanations and examples reflects the authors' affection for the topic to which they have themselves made pioneering contributions." Klaus Molmer, University of Aarhus
"This book is a pioneering work in the modern, rapidly developing field of quantum measurement and measurement-based quantum control. It provides a comprehensive and pedagogical introduction to a critical new engineering methodology for emerging applications in quantum and nano-scale technology. The clarity of the presentation and the fine and careful selection of examples and exercises make this important book an excellent textbook for graduate-level course-work, but it can also serve as a reference on the recent results in the exciting field of quantum measurement and control theory." Katalin M. Hangos, Mathematical Reviews