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Most Helpful Customer Reviews
42 of 43 people found the following review helpful:
3.0 out of 5 stars
modern,
By Tobias James Osborne (Brisbane, Queensland Australia) - See all my reviews
This review is from: Quantum Mechanics (Paperback)
Merzbacher is one of the `classic' learning books on quantum mechanics. It is commonly grouped together with Messiah, Schiff and Davydov. Unlike most of the other classics however, Merzbacher has moved with the times and managed to keep up with current trends in quantum mechanics. When I originally flipped through this book I was impressed by the wealth of the content and the large number of interesting exercises that applied the fundamentals to the basic principles of various fields of research (quantum optics and quantum information for example). I then resolved to work through all of the problems and exercises. After having completed this book I am less impressed than I hoped I would be. The problems in this book are divided into two classes, the first being exercises interspersed throughout the text, the second being problems at the end of each chapter. None of the exercises in the text are difficult but they tend to disrupt the flow of the book as they (especially towards the end of the book) are of the form: `now you have seen the most trivial case, verify this formula for the cases n=5,6,7 which will involve you inverting 27 4x4 matrices' (I exaggerate slightly). I am a little irritated by this as it requires the reader to switch into autopilot and wade through pages of algebra to get a result you knew you would get anyway. The problems at the end of each chapter range from the ultimately trivial to applications to some research topics (but still fairly straightforward). The style of the presentation of the subject matter is a little quirky and idiosyncratic in places. This book is in its 3rd edition and it is easy to pick additions in this edition. The typo density increases in these chapters/sections and the text just skims the derivations. Merzbacher seems to occasionally choose a deliberately more complicated explanation for some topics. I would not recommend this book for a reference as Merzbacher does leave some useful formulas to the problems/exercises. I have trouble recommending this book as a learning book as well. Shankar is certainly the best (modern) learning book in my opinion. You could simulate the content of Merzbacher by using Shankar and then referring to the literature/references for the advanced topics that Merzbacher treats.
21 of 24 people found the following review helpful:
5.0 out of 5 stars
A venerable and excellent graduate quantum theory textbook.,
By Physics Prof (Tempe, Arizona) - See all my reviews
This review is from: Quantum Mechanics, 2nd Edition (Hardcover)
I cannot let the posted reviews go unanswered. I have taught from the various editions of Merzbacher for many years (since I was a graduate TA for a QM course) and have always had good results with it. It is not, however, an undergraduate text at most institutions. And any student advanced enough to be in a course where Merzbacher is appropriately used knows that graduate physics textbooks are not intended to be problem solving manuals. At this stage of one's development, one knows how to convert the principles learned from lecture and study into appropriate problem solving strategies. My principal complaint is the price; I cannot ask my students to pay $100 for a textbook, even in 1999. More's the pity.
11 of 12 people found the following review helpful:
4.0 out of 5 stars
Clearly written, traditional approach to QM,
By A Customer
This review is from: Quantum Mechanics (Paperback)
Having had this text recommended for my graduate quantum class, but not taught from (instead taught out of the execrable book by J.J. Sakurai), I think that Merzbacher has written a very readable and very thorough book. Clearly, it is not a book aimed at undergraduates, but it is very elegantly written and uses the approach mirrored in Gasiorowicz and others, building the subject up with ordinary calculus and slowly bringing in matrix algebra. For a more modern treatment, and one very well written for the motivated self-studier, try Shankar's "Principles of Quantum Mechanics".
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