Which Book is Best for Learning Quantum Mechanics?

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Zettili's textbook on quantum mechanics is highly regarded for its clarity and comprehensive problem sets, making it a strong choice for students aiming to understand the subject deeply. While some users have found it invaluable, opinions vary on whether it is the "best" option, as learning styles and course requirements differ significantly. The book assumes a certain level of mathematical maturity, particularly in vector calculus, ordinary differential equations, and linear algebra. Students are encouraged to consider their specific course content and personal learning preferences when selecting a textbook. While Zettili can be approached directly from chapter two, skipping the historical context, some foundational concepts introduced in the first chapter, particularly regarding wave packets, are deemed crucial for later understanding. Other recommended texts include Griffiths for beginners and Sakurai for more advanced learners, with Shankar suggested as a good intermediate option. Ultimately, the choice of textbook should align with individual goals, whether for comprehensive understanding or exam preparation.
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Hello!

I have been told that Zettili's book is the best.
How much is that true?
And can I follow it and still be capable of solving problems posted in exams (knowing that my Prof is working in other books.. )

I want to be able to solve ANY exercise at the end of the semester.
Your advice - your detailed advice please.
(what about griffiths, J.J Sakurai, Ramarmuti?)

I will count on you on this one, so please only who know best, answer.
 
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I actually worked through a little over half of Zettili (2nd edition) earlier this year. To be honest, I really don't have anything bad to say about it. Well, other than a few typos. It's one of the most well written textbooks that I have ever used. The one caveat being that you need to have some mathematical maturity; you need to be at least competent in vector calculus, ODEs and linear algebra.

When I took a QM course last year, it was all basically computational (i.e. Griffiths). We weren't really presented with any of the Hilbert Space formalism, which ended up deeply confusing me because I didn't know how to derive any of the equations. After the course, I bought Zettili.

So, after a quick review of the experiments that paved the way for quantum mechanics, Zettili starts right in with the Hilbert Space formalism (bra's, ket's, operators etc.) Immediately, everything started to make sense! There are hundreds of worked problems and I was able to do most all of them without looking at the solution. The text is that clear!

I'm not sure if it will let you solve any exercise, but it's definitely a start! I recommended this book to most everyone in my QM class and all of them found it invaluable.
 
M. next said:
Hello!

I have been told that Zettili's book is the best.

There is no such thing as "best". One size does not fit all.
M. next said:
And can I follow it and still be capable of solving problems posted in exams (knowing that my Prof is working in other books.. )

This question is impossible to answer.
M. next said:
I want to be able to solve ANY exercise at the end of the semester.
Your advice - your detailed advice please.
(what about griffiths, J.J Sakurai, Ramarmuti?)

I will count on you on this one, so please only who know best, answer.

Again, there is no "best". Don't try to shift responsibility from you to the people that post in this thread.

Answers can vary considerably, particularly between posters in Europe and posters in North America.

Are you trying to learn quantum mechanics, or are you just trying to ace a test?

There are too many unknowns to answer your questions.

1) On what what continent do you live?

2) At what level is the course pitched?

3) What is the exact course content? (For example, does your course cover Bell's inequality and quantum entanglement? Griffiths and Sakurai both treat these, but Zettili does not.)

4) What style of learning best suits you?
 
Thank you CJ2116,
I liked your answer. I posted this thread to hear as many opinions as possible.

And George, I thank your reply - would help me clear out a point.
I meant by "any" as much as possible. Don't take many dimensions. It is just a phrase.
I just am running out of time and want a fast trustworthy answer.

Regards,
M. next
 
A question about Zettili, CJ2116, please:
Can we begin directly with chapter two and cross over chapter one (historical review).
Is chapter two, .. self contained and independent from chapter one??
I don't need the historical review, what do u think?
 
Yeah, you could skip most of chapter 1. It's interesting, but I don't think strictly necessary. The one big exception, though, would be section 1.8 on wave packets. It's kind of tough, mathematically speaking, but I think the conceptual understanding that it gave was invaluable. The idea that a particle can be described by wave packet comes up again and again later on!
 
Thank you loads CJ2116, you have been a great help!
Best Regards,
M. next
 
M. next said:
A question about Zettili, CJ2116, please:
Can we begin directly with chapter two and cross over chapter one (historical review).
Is chapter two, .. self contained and independent from chapter one??
I don't need the historical review, what do u think?
His first chapter is not all historical. His using the historical pov to introduce some very fundamental and difficult to grasp concepts.

That being said, Zettili is now my favorite quantum book but there are so many great quantum texts - Sakurai being another.
 
Thank you Jorriss! You second CJ2116, I will read it.
Sakurai is good but I guess not for a first timer!
 
  • #10
Sakurai's Modern Quantum Mechanics is outstanding but isn't, in my opinion, all that suitable as a first text; Griffiths' "Introduction to Quantum Mechanics" is much more appropriate for that.
 
  • #11
Sakurai is an excellent book, I am currently using it for my quantum mechanics course this semester. However, I would recommend becoming comfortable with wave mechanics before you read it. You could do this reading an undergraduate textbook like Griffiths or Townsend. Shankar is a good intermediate between these books and Sakurai. I haven't read the later chapters of Shankar but I've heard that the advanced topics and path integral sections are great. Interestingly enough I actually went to talk by him recently, it was very enjoyable.
 
  • #12
I see, now I have started reading Zettili's hoping it was a good step for my first course.
Thanks.
 

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