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Methods in theoretical quantum optics is aimed at those readers who already have some knowledge of mathematical methods and have also been introduced to the basic ideas if quantum optics. This book is ideal for students who have already explored the basics of the quantum theory of light and are seeking to acquire the mathematical skills used in real problems. This book is not primarily about the physics of quantum optics, but rather presents the mathematical methods widely used by workers in this field. There is no comparable book which covers either the range or the depth of mathematical techniques.
- Sales Rank: #1827099 in Books
- Published on: 2003-01-23
- Original language: English
- Number of items: 1
- Dimensions: 6.10" h x .70" w x 9.10" l, .96 pounds
- Binding: Paperback
- 292 pages
Review
"The reader will find here a very clear presentation of material not readily found elsewhere. Postgraduate students of quantum optics will find this work to be of the greatest utility. It sets out to be genuinely helpful to students, with sufficient material provided at each step of a calculation to enable an inexperienced reader to fully understand the derivation...Experienced researchers will find that this text is a most convenient handbook of techniques, and will want it close to their elbow."--S. Swain, Contemporary Physics
"'...an authoritative account of the key material, something which will not date easily and will be welcomed for many years by new students of this field. I strongly recommend it to novices and experts alike."--P. Knight, Journal of Modern Optics
About the Author
Stephen M. Barnett, University of Strathclyde, Glasgow steve@phys.strath.ac.uk Paul M. Radmore, University College, London p.radmore@ee.ucl.ac.uk
Most helpful customer reviews
13 of 13 people found the following review helpful.
Review of "Methods in theoretical quantum optics"
By fabrizio illuminati
I find this book really excellent. It gives a masterly
written introduction to all the most fundamental mathematical
methods in quantum optics. The concepts are introduced very
carefully, all the passages are explained in full detail, and
the discussion is very thorough throghout the book.
The authors gradually and clearly introduce the main
mathematical objects always relating them to basic
interactions and physical situations.
Special care is dedicated to the discussion of the basic
quantum states, number, thermal, coherent and squeezed.
Atomic coherent states and multimode extensions are discussed
as well. In each instance, simple Hamiltonian models
giving rise to the fundamental quantum states are
introduced and analysed in detail; among others,
I find excellent the detailed analysis devoted to the Jaynes--Cummings model, the beam splitter,
and the squeezing Hamiltonian.
Quite a substantial part of the book is dedicated
to the discussion of the statistical properties of the
electromagnetic field, in particular the
characteristic functions
and their associated quasiprobability distributions.
I believe that this book will be very useful both as
an introductory textbook for graduate and advanced
undergraduate students, as well as a reference book
for professionals working in the field of quantum optics
and basic quantum mechanics.
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