Quantum Mechanics Book: Intro Guide & Math Derivations

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Discussion Overview

The discussion revolves around recommendations for introductory quantum mechanics books that emphasize mathematical derivations while also presenting physical concepts clearly. Participants share various titles and their experiences with these texts, focusing on the balance between rigor and accessibility.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested
  • Meta-discussion

Main Points Raised

  • Some participants recommend Sakurai's "Modern Quantum Mechanics" for its introductory content, while noting that his "Advanced QM" may be too complex.
  • Another participant mentions Cohen-Tannoudji's two-part book as a good resource for mathematical derivations.
  • One user expresses a desire for a book that derives equations from quantum mechanics postulates, referencing a personal connection to a book on Hilbert spaces that includes a section on the mathematical foundations of quantum mechanics.
  • A participant suggests Griffiths' texts as a standard for introductory quantum mechanics, also recommending them alongside Griffiths' "Introduction to Electrodynamics" for a comprehensive understanding of undergraduate physics.
  • Several titles are mentioned, including A.Z. Capri's "Nonrelativistic Quantum Mechanics" and "Mathematical Concepts of Quantum Mechanics" by Gustafson and Sigal.
  • One participant humorously links to a book but questions its introductory nature.
  • Another participant mentions "Mr. Tompkins in Wonderland" as a good introductory book, though they express uncertainty about its availability.

Areas of Agreement / Disagreement

Participants generally agree on the value of several specific texts, but there is no consensus on a single best book. Different preferences and interpretations of what constitutes an "introductory" text lead to a variety of recommendations.

Contextual Notes

Some recommendations may depend on the reader's background and specific needs regarding mathematical rigor and conceptual clarity. The discussion reflects a range of perspectives on what constitutes an appropriate introductory text in quantum mechanics.

Xian
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Hi guys, I'm looking for a good book on introductory quantum mechanics that is also really thorough in terms of mathematical derivations but still presents the physical concepts in a well written and enlightening manner. In other words, just a really really good introductory text on quantum mechanics. Thanks in advance guys.
 
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I'm not sure how 'introductory' you are looking for, since you are (wisely) interested in mathematical rigor. I like Sakurai's Modern Quantum Mechanics for introductory stuff, his Advanced QM would be too much, I'd imagine. Cohen-Tannoudji's two parter is not bad for derivations either, I found.
 
whybother, by mathematically "rigorous" I think he means given QM postulates, can one derive all the equations associated with introductory QM.

I share your pain.

I don't have a Quantum Mechanics book yet.

However, my dad is a Mathematician and he has book titled "Introduction to Hilbert Spaces and Applications." I perused through it recently when I was bored and found an 80 page section titled "Mathematical Foundations of Quantum Mechanics."

It is funny that I had that book with me.
 
Now that this thread has been moved to the Science Books forum, you might want to browse around here for other threads about QM books. :smile:
 
A.Z. Capri(Emeritus Professor in Alberta U.): Nonrelativistic Quantum Mechanics, World Scientific, Singapore, 2002. Also with a further step of his Relativistic Quantum Mechanics.
 
I think Griffiths is still a good standard in intro QM.
 
Feldoh said:
I think Griffiths is still a good standard in intro QM.

I second the vote for Griffiths. Although I also recommend learning QM in conjunction with Griffiths' Introduction to Electrodynamics. If you work through these two books you will know the better part of the undergraduate physics curriculum.
 
1. A.Z. Capri(Professor Emeritus in Alberta U., Canada): Nonrelativistic Quantum Mechanics, World Scientific, Singapore, 2002, as well as Problems & solutions in nonrelativistic quantum mechanics. River Edge, N.J. : World Scientific, c2002. Also with a further step of his Relativistic Quantum Mechanics and Introduction to Quantum Field Theory, River Edge, NJ : World Scientific, 2002.

2. Stephen J. Gustafson, Israel Michael Sigal. Mathematical concepts of quantum mechanics. Berlin ; New York : Springer, 2003.
 
  • #11
Zettili
 
  • #12
"mr tompkins in wonderland" is a very good introdutuary book on quantom mechanics

dont know if you will be able to find it though.
 

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