QM mechanics book for review and reference

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SUMMARY

This discussion focuses on recommendations for quantum mechanics (QM) textbooks suitable for review and reference. Key titles mentioned include "Quantum Mechanics: Non-Relativistic Theory" by Landau and Lifgarbagez, which is noted for its depth but criticized for its notation and presentation. Cohen-Tannoudji's "Quantum Mechanics" is described as encyclopedic yet lacking in advanced topics, while Sakurai's "Modern Quantum Mechanics" is recognized for its depth and problem sets. Nouredine Zettili's "Quantum Mechanics: Concepts and Applications" is highlighted for its readability but noted for containing errors. The discussion also suggests considering Ballentine's work, which is comparable to Sakurai's level.

PREREQUISITES
  • Understanding of basic quantum mechanics concepts from courses based on Cohen-Tannoudji and Sakurai.
  • Familiarity with group theory as it applies to physics.
  • Knowledge of advanced topics such as scattering theory and relativistic quantum mechanics (QFT).
  • Ability to analyze and critique academic texts in physics.
NEXT STEPS
  • Research "Quantum Mechanics: Non-Relativistic Theory" by Landau and Lifgarbagez for its insights and challenges.
  • Explore Cohen-Tannoudji's "Quantum Mechanics" for its comprehensive coverage and pedagogical style.
  • Investigate Sakurai's "Modern Quantum Mechanics" for its abstract approach and problem-solving exercises.
  • Look into Ballentine's textbook for a comparative analysis with Sakurai's work.
USEFUL FOR

Students and educators in physics, particularly those seeking comprehensive resources for quantum mechanics, as well as researchers looking for reference materials that cover both foundational and advanced topics in QM.

naftali
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Hi,

I'm looking for a QM mechanics book, which I could use for review and reference. I've took 3 QM courses, the first two was based on Cohen-tannoudji and Sakurai, and the third was about atoms and molecules etc. , although I haven't studied scattering theory and relativistic QM/QFT. (I took a course on Group theory for physics too).

I will be happy to get recommendations.

The options I thought about are :

1) Landau and Lifgarbagez / "QM non-relativistic theory" : Probably the most insightful and deep book, also covering a lot, although difficult and concise. The drawbacks I see are old-fashioned and annoying notation, and being somewhat too original (for example, I don't see the deriving of harmonic oscillator energies using ladder operators). In addition, according to reviews in Amazon, the last printing fonts etc. are awful ( Does it really so?)

2) Cohen-tannoudji et al./ "Quantum mechanics" : Encyclopedic, quite nice, but not too advanced (for example, doesn't cover Wigner-Eckart theorem). In addition, barely mentions deeper ideas such as symmetry. Very expensive too.

3) Sakurai / "Modern QM" : Seems deeper than Cohen-tannoudji to me, but more abstract and concise. And expensive too. Good amount of problems.

4) Nouredine Zettili / "Quantum Mechanics: Concepts and Applications" : Very readable, and has many solved problems. Covers the material of my two first courses. I understand from reviews that it has many mistakes.

5) Florian Scheck "Quantum Physics" (https://www.amazon.com/Quantum-Physics-Florian-Scheck/dp/3540256458/ref=cm_cr_pr_product_top ) I don't know much on this book, but it looks interesting, and covers some QED too, but with with non-usual attitude which I'm not sure about. Does someone know it?

Thanks,
Naftali
 
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Not sure which ones suit you best, but I think Ballentine should be on that list. It's roughly at the level of Sakurai.
 
Thanks for your response.

Fredrik said:
Not sure which ones suit you best, but I think Ballentine should be on that list. It's roughly at the level of Sakurai.

Can you describe its advantages over Sakurai?

Thanks,
Naftali
 

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