Whats the best intro quantum mechanics out there?

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SUMMARY

The best introductory quantum mechanics textbooks recommended in the discussion include Griffiths' "Introduction to Quantum Mechanics" for its gentle approach, and Schaum's Outline of Quantum Mechanics for its affordability and practical insights. Other notable mentions are Liboff's text, which balances wave mechanics and Dirac notation, and Shankar's "Principles of Quantum Mechanics," which emphasizes linear algebra. For beginners, the wave mechanics approach, as presented in Resnick and Eisberg's "Quantum Physics of Atoms, Molecules, Solids, Nuclei, and Particles," is often preferred, while matrix methods are typically introduced later in the study of angular momentum and spin.

PREREQUISITES
  • Basic understanding of quantum mechanics concepts, including the uncertainty principle.
  • Familiarity with Fourier series and ordinary differential equations (ODEs).
  • Knowledge of Dirac notation and its applications in quantum mechanics.
  • Exposure to linear algebra, particularly in the context of quantum mechanics.
NEXT STEPS
  • Read Griffiths' "Introduction to Quantum Mechanics" for a comprehensive yet accessible introduction.
  • Explore Schaum's Outline of Quantum Mechanics for practical problem-solving techniques.
  • Study Shankar's "Principles of Quantum Mechanics" to deepen understanding of linear algebra in quantum contexts.
  • Investigate the prologue of Schwinger's "Quantum Mechanics: Symbolism of Atomic Measurements" for foundational insights.
USEFUL FOR

Students of physics, educators seeking teaching resources, and anyone interested in gaining a solid foundation in quantum mechanics without excessive mathematical complexity.

tim_lou
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Hi, I am currently a student in a university... my teacher is going over quantum physics which i don't understand a bit... i mean i understand the uncertainty principle but i want a book with more mathematical (not too complicated math) and physics treatments, explanations without using calc 4 math...

what is the best intro quantum physics book out there?
 
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Well, you're not going to find a quantum mechanics textbook without "complicated math," simply because the subject demands a certain level of mathematical sophistication.

That said, the gentlest undergraduate quantum mechanics book, in my opinion, is Griffiths' Introduction to Quantum Mechanics. It's a USD $100+ book, however. The much cheaper Schaum's Outline of Quantum Mechanics is less readable, but is also very good at showing the tricks of the trade.

- Warren
 
What's calc 4 math? The series I took only went up to 3.

I haven't read this book, but it seems highly thought of.

I think most textbooks are going to require at least some familiarity with Fourier series and ODEs.
 
I used Liboff for my introduction. I like it because it uses a healthy mix of wave mechanics and dirac notation (which are best taught simultaneously, IMHO). After that, I went to Shankar's "Principles of QM", which is very heavy on the linear algebra (read: awesome!).
 
French and Taylor isn't a bad book to start with, I used it as a 2nd year student a long time ago. McGervey is out of print, but still a decent intro to Modern Physics/QM. Used Liboff as a first course in graduate school when I went back for my PhD, there wasn't anything I saw in it I hadn't already seen before at a higher level.
 
thx for the help, i'll try to check out the books recommanded... but juse one more question, i heard that there are two approaches to quantum mechanics, one with matrix and the other with... something else. which one would be best for beginners to learn? which is more useful in general?
 
tim_lou said:
thx for the help, i'll try to check out the books recommanded... but juse one more question, i heard that there are two approaches to quantum mechanics, one with matrix and the other with... something else. which one would be best for beginners to learn? which is more useful in general?

The other approach is Schroedinger's wave mechanics. This is the approach that undergrads are usually started on (e.g. in Resnick and Eisberg's Quantum Physics of Atoms, Molecules, Solids, Nuclei, and Particles). Most books use both approaches. Matrix methods are usually encountered in the discussion of angular momentum and spin. Dirac integrated the approaches in his bra-ket formalism.

A nice book that starts with the Dirac formalism is Marvin Chester Primer of Quantum Mechanics. He emphasises the physical meaning of the formalism in terms of measurement. Feynman also uses Dirac notation in volume 3 of his Lectures on Physics. And the first chapter of Shankar, Principles of Quantum Mechanics has a very deliberate and pedagogical introduction.
 
By the way, if you can find it in a library, the prologue (about 28 pages) of Schwinger's Quantum Mechanics: Symbolism of Atomic Measurements is a non-mathematical lecture on the fundamentals of quantum mechanics which is very inspiring and enlightening. I think anyone studying QM should read this.
 

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