Math for Modern Quantum Mechanics J.J. Sakurai

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SUMMARY

The discussion centers on preparing for a quantum mechanics course based on J.J. Sakurai's textbook. Participants confirm that a solid foundation in calculus (Calc 1-3), ordinary differential equations (ODEs), partial differential equations (PDEs), linear algebra, and group theory is essential. Additionally, they recommend reading the first chapter of Shankar's book and using McIntyre as a supplemental resource to Sakurai's text. This preparation will enhance understanding of the course material over the two-semester duration.

PREREQUISITES
  • Calculus 1-3
  • Ordinary Differential Equations (ODEs)
  • Partial Differential Equations (PDEs)
  • Linear Algebra
NEXT STEPS
  • Read the first chapter of Shankar's "Principles of Quantum Mechanics"
  • Study McIntyre's supplemental text for additional insights
  • Prepare for complex analysis concepts relevant to quantum mechanics
  • Review group theory applications in quantum mechanics
USEFUL FOR

Students enrolled in quantum mechanics courses, particularly those using J.J. Sakurai's textbook, as well as educators seeking to enhance their curriculum with supplemental resources.

calculo2718
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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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Shyan said:
Those are enough.
Cool, thanks.
 
Read the first chapter of Shankar and also use McIntyre as a supplemental text.
 
TomServo said:
Read the first chapter of Shankar and also use McIntyre as a supplemental text.
A supplemental text to Shankar or to Sakurai?
 
calculo2718 said:
A supplemental text to Shankar or to Sakurai?
To Sakurai.
 

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