QM books in order from easy to intermediate to hard

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SUMMARY

The discussion centers on the progression of Quantum Mechanics (QM) textbooks from beginner to advanced levels. Participants recommend "Griffiths" as a foundational text, emphasizing its accessibility for undergraduate students despite its lack of depth in algebraic concepts. For deeper understanding, "Shankar," "Sakurai," and "Cohen-Tannoudji" are suggested, with "Townsend" noted as a suitable intermediate option. The conversation also touches on topics like time-dependent Hamiltonians and the relevance of perturbation theory in advanced studies.

PREREQUISITES
  • Familiarity with undergraduate-level calculus and basic quantum mechanics concepts.
  • Understanding of Hamiltonians and their role in quantum mechanics.
  • Knowledge of perturbation theory and its applications in quantum mechanics.
  • Awareness of quantum information and entanglement principles.
NEXT STEPS
  • Study "Shankar" for a comprehensive understanding of quantum mechanics.
  • Read "Sakurai" for advanced topics in quantum mechanics.
  • Explore "Cohen-Tannoudji" for a detailed and encyclopedic approach to quantum mechanics.
  • Investigate time-dependent Hamiltonians and their implications in quantum mechanics.
USEFUL FOR

Students and professionals in physics, particularly those studying quantum mechanics at undergraduate and graduate levels, as well as educators seeking to recommend appropriate textbooks for various learning stages.

Waxterzz
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So far I got:

Griffiths => easy, ok it's not so easy,not really what I ment, but it covers the basics without going much into the real deeper algebraïc stuff, emphasis on calculus, that's what I mean with easy, I mean a decent, solid book for undergraduate level.

But suppose I tackle Griffiths and I want a deeper understanding after that, what book should I read then.

Shankar? Sakurai? That book from Dirac? Cohen-Tannoudji Vol 1?

If I complete at least one of these, and I want to take a grasp on beginning Relativistic QM or maybe QFT. Or a different direction and Quantum Entanglement /Quantum Information or Path Integral formulation, what should I do then?

Oh, and most beginning books, they say: let's take an Hamiltonian that is not time-dependent, what if the Hamiltion is time dependent, what books should I read then?
 
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One book that I like which is more advanced than Griffiths, but not at the level of Sakurai, is J. S. Townsend http://www.palgrave.com/page/detail/A-Modern-Approach-to-Quantum-Mechanics/?sf1=barcode&st1=9781891389788 . What I like about it is that it is indeed a "modern approach," and a good stepping stone towards quantum information. It also has things that are missing from Sakurai, like the density matrix and path integrals. I also like Cohen-Tannoudji.
 
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Waxterzz said:
Griffiths => easy, ok it's not so easy,not really what I ment, but it covers the basics without going much into the real deeper algebraïc stuff, emphasis on calculus, that's what I mean with easy, I mean a decent, solid book for undergraduate level.
Maybe unlike most others, I don't like this book very much and found it difficult to read and learn from. It shuns formalism, often to the detriment of clarity. The author tries too hard to achieve a casual style and sometimes behaves like a painfully uncomical comedian.
DrClaude said:
I also like Cohen-Tannoudji.
I second this. From what I remember from the time I still studied physics, I found this set unusually (unphysically? :wink:) clear and pleasant to read, although I only consulted parts of it to complement a second course in quantum mechanics. It also seems very comprehensive. Based on my limited experience, I would recommend it.
 
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When any of the textbooks treat time dependence, they usually use their sections on Time dependent- Perturbation Theory.

I think I like Shankar, but when I studied QM in grad school, they used Sakurai. I felt Cohen -Tannoudji too encyclopedic, about 2000 total pages in both volumes.(?)
 

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