Math for Modern Quantum Mechanics J.J. Sakurai

In summary, the conversation is about preparing for a quantum mechanics course that follows Sakurai's book. The person has taken various math courses and will be taking a complex analysis class concurrently. It is a two semester course and the other person suggests reading the first chapter of Shankar and using McIntyre as a supplemental text to Sakurai's book.
  • #1
calculo2718
25
1
Hi Guys,

I am taking a quantum mechanics course next semester that follows Sakurai's book. I was wondering if there was some mathematics I should study over break in preparation for this course.

I have taken so far:
Calc 1-3
ODEs
PDEs
Linear Algebra
An elementary course in group theory

Ill be taking a complex analysis class concurrently.

It's a two semester course that covers the entire book.
 
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  • #2
Those are enough.
 
  • #3
Shyan said:
Those are enough.
Cool, thanks.
 
  • #4
Read the first chapter of Shankar and also use McIntyre as a supplemental text.
 
  • #5
TomServo said:
Read the first chapter of Shankar and also use McIntyre as a supplemental text.
A supplemental text to Shankar or to Sakurai?
 
  • #6
calculo2718 said:
A supplemental text to Shankar or to Sakurai?
To Sakurai.
 

FAQ: Math for Modern Quantum Mechanics J.J. Sakurai

What is "Math for Modern Quantum Mechanics J.J. Sakurai"?

"Math for Modern Quantum Mechanics J.J. Sakurai" is a textbook written by physicist Jun John Sakurai that covers the mathematical foundations of quantum mechanics. It is commonly used as a reference book for graduate-level courses in quantum mechanics.

Who is the author of "Math for Modern Quantum Mechanics J.J. Sakurai"?

The author of "Math for Modern Quantum Mechanics J.J. Sakurai" is Jun John Sakurai, a renowned physicist who made significant contributions to the field of quantum mechanics. He taught at the University of Chicago and the University of California, Los Angeles, and was a member of the National Academy of Sciences.

What are the topics covered in "Math for Modern Quantum Mechanics J.J. Sakurai"?

"Math for Modern Quantum Mechanics J.J. Sakurai" covers a range of mathematical concepts necessary for understanding quantum mechanics, including linear algebra, complex analysis, and group theory. It also delves into advanced topics such as representation theory and scattering theory.

Is "Math for Modern Quantum Mechanics J.J. Sakurai" suitable for beginners?

No, "Math for Modern Quantum Mechanics J.J. Sakurai" is not suitable for beginners. It is intended for graduate students and researchers in the field of quantum mechanics who already have a strong foundation in mathematics and physics.

Are there any other resources that can supplement "Math for Modern Quantum Mechanics J.J. Sakurai"?

Yes, there are several other textbooks and online resources that can complement "Math for Modern Quantum Mechanics J.J. Sakurai". Some recommended resources include "Introduction to Quantum Mechanics" by David J. Griffiths and "Quantum Mechanics: Principles and Formalism" by Roy McWeeny.

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