Additional textbook to Sakurai and Ballentine

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SUMMARY

The discussion centers around finding additional textbooks to complement "Modern Quantum Mechanics" by Sakurai and Ballentine. Recommended alternatives include "Quantum Physics" by Gottfried & Yan, "Quantum Mechanics" by Auletta, and works by Greiner, particularly the volumes on symmetries and field quantization. Participants emphasize the importance of textbooks with worked examples and suggest "Quantum Mechanics" by Shankar for its gentle and explanatory approach. The conversation highlights the need for diverse explanations in quantum mechanics education.

PREREQUISITES
  • Familiarity with "Modern Quantum Mechanics" by Sakurai and Ballentine
  • Understanding of quantum mechanics principles
  • Knowledge of mathematical techniques used in quantum physics
  • Ability to evaluate academic textbooks for their pedagogical value
NEXT STEPS
  • Research "Quantum Physics" by Gottfried & Yan for its worked examples
  • Explore "Quantum Mechanics" by Auletta for alternative explanations
  • Investigate the Greiner series on quantum mechanics for advanced topics
  • Examine "Quantum Mechanics" by Shankar for a gentle introduction to complex concepts
USEFUL FOR

Students of quantum mechanics, educators seeking supplementary materials, and anyone looking to deepen their understanding of quantum physics through diverse perspectives and explanations.

dyn
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Hi. I already have Sakurai and Ballentine. I am looking for another textbook at a similar level. I am considering Gottfried & Yan , "Quantum Physics" by Bellac , "Quantum Mechanics" by Auletta. Any thoughts on these textbooks or any other suitable alternatives ? I do like textbooks that have worked examples in them.
Thanks
 
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Of the mentioned three books I only know Gottfried and Yan, which I think is a very good textbook. Of course, as DrClaude, I also recommend the Greiner books. My favorites in this series are the volume on symmetries in QM (Berndt Müller et al) and "Field Quantization" (Joachim Reinhardt).
 
I believe Sakurai and Ballentine go wonderfully together (you might find Sakurai too concise at times), why would you need a 3rd book? Do you want more mathematics or more explanation for the principles/applications? More mathematics: (the most) = the 2 volume set of Galindo and Pascual which you can find here: https://www.amazon.com/s/ref=dp_byl...+Galindo&sort=relevancerank&tag=pfamazon01-20 [yes, the price might seem high, but you can ask for it at the closest big university library]. For more on the theory content (with little emphasis on the mathematics behind) you have the old book by Landau & Lifschitz or the new one by S. Weinberg.
 
Last edited by a moderator:
Thanks for your replies. I like to have as many different explanations as possible as I have found that no single book covers everything or explains everything well.
 
Although I did not read it 100%, Shankar wrote very good book in the quantum mechanics. I say it is quite gentle and explanatory.
 

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