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09-25-2002, 02:36 PM | #1 |
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Book Recommendations on Quantum Mechanics?
Hello everyone,
I am looking to do some reading on QM. I have already read several books, but was not overly impressed by them, and would like to read more. I am pretty well versed in Math, but would prefer to learn using Math only when necessary to understand a concept. I guess I am looking for the philosophical ramifications of the theory, but nothing too speculative. Any suggestions? |
09-25-2002, 06:48 PM | #2 |
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I'm going to recommend an old book, <a href="http://www.amazon.com/exec/obidos/ASIN/0486659690/qid=thesecularweb" target="_blank">Quantum Theory</a>, by David Bohm. It's a bit dated in parts, but some of the discussions are brilliant and you will definitely learn a lot by reading this classic.
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09-25-2002, 06:52 PM | #3 |
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You can learn the philosophical ramifications of QM without math?! Hmmm.
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09-25-2002, 09:30 PM | #4 |
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Would anyone recommend "The Dancing Wu Li Masters" by Gary Zukav? I read it years ago and it seemed interesting. However, I'm not a physicist. Can someone more educated tell me if it's actually accurate?
I suppose one could try the Feynman lectures--any decent library should have a copy--or would that be too mathematically rigorous for the original poster's purpose? |
09-25-2002, 10:12 PM | #5 | |
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09-26-2002, 03:21 AM | #6 |
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I think the book 'Introduction to Quantum Mechanics' is a good one, although it does contain many mathematical explanations, it also give a good explanation of the concepts behind the equations, try it.
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09-26-2002, 04:01 AM | #7 | |
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09-26-2002, 04:38 AM | #8 |
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Well, my first QM book was by Griffiths. Griffiths is my favorite undergraduate text author. His texts read like a very very good lecture might sound.
I believe his QM book is called "Introduction to Quantum Mechanics." It's by David Griffiths and has a picture of two cats on it--one live one on the front and a dead one on the back. The reason I asked my first question is because of the Appendix section in this book. See, part and parcel of the "philosophy" of Quantum Mechanics is the nature of the Schrodinger Equation. The equation itself predicts certain results, and the "correct" interpretation of the results is dependent on Bell's Theorem or Inequality. Hence the philosophy of the subject is intertwined with the mathematical nature of it. |
09-26-2002, 06:42 AM | #9 |
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Try Where Does the Weirdness Go?: Why Quantum Mechanics Is Strange, but Not As Strange As You Think by David Lindley.
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09-26-2002, 07:09 AM | #10 |
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The first one I was taught from was Liboff's "Quantum Mechanics" (what a creative name.) The math in it is more accessable, I think, than most introductory texts (focus on differential equations rather than operators and groups.)
It should be accessable to anyone who can solve a second-order, linear, constant-coefficient ODE. m. |
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