Are there any good exercise books for Quantum Mechanics?

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Discussion Overview

The discussion centers around recommendations for exercise books specifically focused on Quantum Mechanics (QM), with an emphasis on problem-solving in areas such as operator algebra, anti-commutators, normal ordering, and density matrices. Participants explore various resources that could aid in practicing these concepts.

Discussion Character

  • Exploratory
  • Debate/contested
  • Homework-related

Main Points Raised

  • One participant expresses a desire for problem books that focus on specific topics in QM, such as operator algebra and density matrices, rather than general textbooks.
  • Another participant suggests "Schaum's Outline" as a potentially helpful resource, noting its abundance of solved problems, although they lack personal experience with QM.
  • A different participant questions the need for a dedicated problems book, suggesting that textbooks like Griffiths already contain good problems to work on.
  • One participant clarifies that they are open to books with a mix of problems and theory, indicating a desire for a more rigorous test of their knowledge.
  • Another participant recommends "Quantum Mechanics: Concepts and Applications" by Nouredine Zettili, highlighting its examples and detailed solutions.
  • A suggestion is made to rework old exams from the participant's course as an alternative practice method.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the best resources, with multiple competing views on the necessity and effectiveness of dedicated problem books versus textbooks with problem sets.

Contextual Notes

Some participants express uncertainty about the effectiveness of certain resources, and there is a lack of agreement on the ideal balance of problems versus theory in recommended books.

Who May Find This Useful

Students studying Quantum Mechanics who are seeking additional practice resources or looking to deepen their understanding of specific topics within the subject.

Alex Petrosyan
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hi,

I’ve been walking through posts on this forum, and found plenty of book recommendations for QM.

My problem is, I haven’t had enough practice in a long while. I could go over Solved Problems in e.g. Galitsky, or Gasiorowitz, but they seem to be a little far from what I want to test: operator algebra, anti-commutators, Normal Ordering, Density matrices...

Are there any problem books on those topics that you would recommend?
 
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Have you looked at Schaums outline? I haven't taken QM yet so i cannot comment on it by actual experience, but i usually find the vast number of solved problems in schaums very helpful in other courses. They are also quite cheap.

You could check the content here and see if it fits https://www.amazon.com/dp/0071623582/?tag=pfamazon01-20
 
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Why are you looking for a "problems" book specifically, as opposed to solving the problems in a textbook? For instance, Griffiths has good problems to solve on those topics.
 
Well, I’m not exactly, as long as the book is 30-40% problems, it should work fine.

The reason why I’m asking is because I thought I knew the material well. Turned out I’ve cheesed through it, and I want a real test of the knowledge.
Dishsoap said:
Why are you looking for a "problems" book specifically, as opposed to solving the problems in a textbook? For instance, Griffiths has good problems to solve on those topics.
 
Alex Petrosyan said:
Well, I’m not exactly, as long as the book is 30-40% problems, it should work fine.

The reason why I’m asking is because I thought I knew the material well. Turned out I’ve cheesed through it, and I want a real test of the knowledge.
Not a actual book recommendation, but you could also rework some old exams from your course and similar courses if you haven't done that already. Given that your university publish all old exams for students to download that is.
 
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"Quantum Mechanics: Concepts and Applications" by Nouredine Zettili contains many examples, and detailed solutions to many problems.
 
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