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Introduction to Quantum Mechanics, by Robert H. Dicke, J. P. Wittke
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This book has hardback covers.Ex-library,With usual stamps and markings,In fair condition, suitable as a study copy.No dust jacket.
- Sales Rank: #2039990 in Books
- Published on: 1960-12
- Ingredients: Example Ingredients
- Number of items: 1
- Binding: Hardcover
- 369 pages
Most helpful customer reviews
12 of 12 people found the following review helpful.
A gem. Still reads very well.
By Daverz
I bought this because it was praised by Sakurai in his _Modern Quantum Mechanics_ book, and also by Gasiorowicz in his book. It is indeed a very well written and lucid book. The traditional wave and matrix mechanics approaches are used, though there's a little bit of Dirac notation (but with round brackets instead of angle brackets!) All the usual topics are here: wave packets, Schr�dinger's equation, angular momentum, hydrogen atom, perturbation theory, electromagnetic interaction, scattering, and identical particles. There are helpful background chapters on Fourier techniques and classical mechanics (e.g. Poisson brackets and canonical transformations), a chapter on quantum measurement, one on the correspondence principle, a chapter on transformations of representations, and a final chapter on quantum-statistical mechanics. Overall, the book is very strong on fundamentals, but still manages to be very concise at 369 pages. And, typical of books from this publisher in that era, it's beautifully printed. Used copies seem easy to find, but I hope someone reprints it (Dover, are you listening?)
4 of 4 people found the following review helpful.
Superb but for modern courses not introductory
By Son of Caxton
This is the kind of book every physics student should read. It is rigorous, yet highly descriptive. It takes the reader from the fundamentals to well beyond the level of a first and even second course in undergraduate Quantum Mechanics. It even finds space to review fundamentals like classical mechanics and Fourier methods missing from many courses, where the Hamiltonian is just thrown in.
But in the modern age this is its one drawback. The some of the mathematical subtleties may come a little too early for the student. The going is not too heavy though and if an undergraduate math reference is handy the continuity can be maintained.
This is not a flick though book. To get the most out of it, it should be read with pen and paper. It does not set formal exercises in the text (though there are many at the end of each chapter) but the descriptions and derivations have turns that need to be worked through, not just skimmed.
After reading a more hand holding introduction like Griffiths, this book takes it to the next level. Once the student is sure he will pass the exam, he can learn some more stimulating aspects of the subject.
More advanced students can go straight in the effort will be richly rewarded.
3 of 3 people found the following review helpful.
Thin but thick!
By Kenneth C. Crandall
This thin book (369 pages) is very concise and wide ranging. It has a nice final chapter on quantum statistical mechanics. The book reads well if you are already familiar with the subject. I would also like to see this book reprinted since it reflects a writing style that is a great blend of narrative and mathematical demonstration.
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