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Physics Bulletin

Introduction to Quantum Optics

S. Zienau

Published Dec 1, 1975• 6 citations
Publisher

Abstract

H M Nussenzweig London, New York, Paris: Gordon and Breach 1974 pp xiv + 246 price £8.70 Professor Nussenzweig, known for his contributions to the analytical structure of the scattering matrix, has written an introduction to the mathematical physics of quantum optics. Anybody who wishes to learn the mathematics of coherence, classical and quantal, of light fields and their interaction with atoms can do no better than turn to this book.

DOI
10.1088/0031-9112/26/12/037

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H M Nussenzweig London, New York, Paris: Gordon and Breach 1974 pp xiv + 246 price £8.70 Professor Nussenzweig, known for his contributions to the analytical structure of the scattering matrix, has written an introduction to the mathematical physics of quantum optics. Anybody who wishes to learn the mathematics of coherence, classical and quantal, of light fields and their interaction with atoms can do no better than turn to this book.
This book presents a systematic account of optical coherence theory within the framework of classical optics, as applied to such topics as radiation from sources of different states of coherence, foundations of radiometry, effects of source coherence on the spectra of radiated fields, coherence theory of laser modes, and scattering of partially coherent light by random media. The book starts with a full mathematical introduction to the subject area and each chapter concludes with a set of exercises. The authors are renowned scientists and have made substantial contributions to many of the topics treated in the book. Much of the book is based on courses given by them at universities, scientific meetings and laboratories throughout the world. This book will undoubtedly become an indispensable aid to scientists and engineers concerned with modern optics, as well as to teachers and graduate students of physics and engineering.
R Loudon Oxford: University Press 1973 pp xii + 338 price £7.50 One merit of Professor Loudon's book, uncommon in its field even in the attempt, is that he has cast it successfully in the tradition of normal physics texts. He starts roughly where undergraduate quantum mechanics courses leave off; introduces his topics as recognizably physics problems; keeps the mathematics to a reasonable minimum; and finally leaves the reader well placed not only to penetrate further technicalities but also to appraise them in context, and all the better for having been approached as a sane physicist, instead of being supposed ignorant of Planck's constant at the start and poised for engineering applications at the end.