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Quantum Mechanics: Fundamentals (Graduate Texts in Contemporary Physics), by Kurt Gottfried, Tung-Mow Yan
PDF Ebook Quantum Mechanics: Fundamentals (Graduate Texts in Contemporary Physics), by Kurt Gottfried, Tung-Mow Yan
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Quantum mechanics was already an old and solidly established subject when the first edition of this book appeared in 1966. The context in which a graduate text on quantum mechanics is studied today has changed a good deal, however. In 1966, most entering physics graduate students had a quite limited exposure to quan tum mechanics in the form of wave mechanics. Today the standard undergraduate curriculum contains a large dose of elementary quantum mechanics, and often intro duces the abstract formalism due to Dirac. Back then, the study of the foundations by theorists and experimenters was close to dormant, and very few courses spent any time whatever on this topic. At that very time, however, John Bell's famous theorem broke the ice, and there has been a great flowering ever since, especially in the laboratory thanks to the development of quantum optics, and more recently because of the interest in quantum computing. And back then, the Feynman path integral was seen by most as a very imaginative but rather useless formulation of quantum mechanics, whereas it now plays a large role in statistical physics and quantum field theory, especially in computational work. For these and other reasons, this book is not just a revision of the 1966 edition. It has been rewritten throughout, is differently organized, and goes into greater depth on many topics that were in the old edition.
- Sales Rank: #1245533 in Books
- Published on: 2004-10-19
- Original language: English
- Number of items: 1
- Dimensions: 9.25" h x 1.45" w x 6.10" l, 2.46 pounds
- Binding: Paperback
- 622 pages
Review
JOURNAL OF PHYSICS A: MATHEMATICAL AND GENERAL (27 FEBRUARY 2004)
"… [The first edition] has become one of the most used and respected accounts of quantum theory … Gottfried and Yan’s book contains a vast amount of knowledge and understanding. As well as explaining the way in which quantum theory works, it attempts to illuminate fundamental aspects of the theory … For use with a well-constructed course (and, of course, this is the avowed purpose of the book; a useful range of problems is provided for each chapter), or for the relative expert getting to grips with particular aspects of the subject or aiming for a deeper understanding, the book is certainly ideal."
PHYSICS TODAY (August 2004)
"…especially useful for graduate students and professors who have time to go beyond the bare essentials of a topic and explore it in depth… I would recommend the book for its lucid discussions of less familiar topics alone, but the authors do not short-change the standard subjects… I expect the second edition of Gottfried and Yan to join my library of well thumbed-through texts."
From the reviews of the second edition:
"The book under review offers the reader in-depth physical and mathematical understanding of quantum mechanics. The book is the second edition of Gottfried’s Quantum mechanics. … Readers’ anticipations have finally been rewarded by the second edition of the earlier book, which is a complete revision covering most of the topics and much more … . The appendix contains the values of important physical constants, some useful operator identities … . The end notes at the conclusion of each chapter contain many useful references." (Howard E. Brandt, Mathematical Reviews, Issue 2007 f)
From the Back Cover
This classic text provides a comprehensive exposition of the concepts and techniques of quantum mechanics. The phenomena treated are sufficiently simple to allow the student to readily assess the validity of the models so that attention is not deflected from the heart of the subject. To that end, the book concentrates on systems that can either be solved exactly or be handled by well-controlled, plausible approximations. With few exceptions, this means systems with a small number of degrees of freedom. The exceptions are many―electron atoms, the electromagnetic field and the Dirac equation. The inclusion of the last two topics reflects the belief that every physicist should now have some knowledge of these cornerstones of modern physics.
This new edition has been completely revised and rewritten throughout, but retains the clarity and readability of the first edition.
Born in Vienna, Kurt Gottfried emigrated to Canada in 1939 and received his Ph.D. in theoretical physics from the Massachusetts Institute of Technology in 1955. He is a professor emeritus of physics at Cornell University, and had previously been at Harvard University and at CERN in Geneva, Switzerland. He is the coauthor of Concepts of Particle Physics (with V.F. Weisskopf) and of Crisis Stability and Nuclear War. Gottfried has done research in both nuclear and particle physics; he has an active interest in arms control and human rights and is a founder and currently the Chair of the Union of Concerned Scientists.
Tung-Mow Yan, originally from Taiwan, received his Ph.D. in theoretical physics from Harvard University in 1968. He has been a member of the Cornell University faculty since 1970 after spending two years as a research associate at the Stanford Linear Accelerator Center. He has conducted research in many areas of elementary particle physics.
Most helpful customer reviews
24 of 26 people found the following review helpful.
Not for the uninitiated!!!
By The Admiral
This is a high level, formal treatment of quantum mechanics. It is very elegant and there are many things in this book that are not covered in many other grad level quantum text books. For example, the nice treatment of the Kepler problem using F+, F- operators, a lengthy discussion of the interpration of QM/entangled states, etc, or a good treatment of the Landau levels in both symmetric and landau gauge. The emphasis on the ideas of the rotation group, Wigner-Eckhart, etc are also very nice. However, user beware, the textbook skips steps, sometimes lacks clarity, and may assume mathematics and quantum that you dont have yet. This is not a casual read. You should have a piece of paper in front of you to work through the steps. But I can assure you that in the end it is very worthwhile and gives you a glimpse into what makes quantum mechanics very beautiful and elegant.
If you have read Griffiths before this you may not be prepared. Try Shankar first then move onto this book.
7 of 8 people found the following review helpful.
By Far actually the best book on Quantum theory
By Ronaldo S. A. Batista
This is the most complete book on the fundamentals of the quantum mechanics, it's focused on the theoretical foundations and too on the principal experimental facts behind the theory, but it's a graduate level, demanding some background on the wave mechanics often viewed at undergraduate courses on quantum mechanics...the beginning formal mathematical framework can be complemented by Sakurai's Modern Quantum Mechanics but the main theory there is no other book with the same level of insight and ingenuity. Highly recommended!
2 of 2 people found the following review helpful.
Graduate level quantum mechanics textbook with an emphasis on scattering theory
By Ulfilas
Gottfried was the primary textbook used in the two semester graduate level quantum mechanics course that I took as a graduate student almost forty years ago. My professor was a theorist in high energy physics, so naturally he chose a textbook with a strong emphasis on scattering theory. This is probably also the reason, as noted by the famous Irish quantum theorist John S. Bell, that the library at CERN had so many copies of Gottfried. See Bell's essay "Against measurement" in John S. Bell on the Foundations of Quantum Mechanics for this observation.
Chapters 12-17 (pp.94-164) provide an introduction to scattering theory in this 494 page book, which includes the definition of cross section, Born and Eikonal approximations, partial waves, the delta shell potential, resonance scattering, and the coulomb field. Chapter 40 deals with invariance principles as applied to scattering of spin 1/2 particles. Chapter 43 treats scattering of identical particles. Chapter 56 addresses scattering and transitions in a continuum. Chapter 57 considers collision phenomena in the Born approximation. Gottfried also does a good job in providing a large number of useful figures that relate to scattering. Some figures describe scattering geometry while others plot differential cross section as a function of scattering angle.
Although I found Gottfried to be a useful textbook for its treatment of scattering, I do consider it to be the most suitable introduction to quantum mechanics for first year physics graduate students. I prefer Schiff's Quantum Mechanics, with Baym's Lectures On Quantum Mechanics (Lecture Notes and Supplements in Physics) as a supplement. In particular, I prefer Schiff and Baym's treatment of the Dirac bra/ket notation.
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