Self education in modern physics

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SUMMARY

The discussion centers on self-education in modern physics, specifically focusing on Quantum Mechanics (QM), General Relativity (GR), Quantum Field Theory (QFT), and Classical Mechanics. The participant, a retired individual, seeks recommendations for graduate-level texts and courses to fill gaps in their knowledge. They mention using Messiah's text for QM, considering Misner, Thorne, and Wheeler for GR, and express interest in lecture courses by Professors V. Balakrishnan and Prasanta Tripathy for Classical Mechanics and QFT, respectively. Additionally, they highlight the value of U. of Chicago qualifying exam questions as a study resource.

PREREQUISITES
  • Understanding of Quantum Mechanics, specifically Messiah's text.
  • Familiarity with General Relativity concepts, particularly Misner, Thorne, and Wheeler's approach.
  • Basic knowledge of Quantum Field Theory, including Feynman diagrams.
  • Experience with Classical Mechanics, especially Lagrangian Mechanics.
NEXT STEPS
  • Explore advanced problems in Quantum Mechanics using Messiah's text.
  • Study General Relativity through Misner, Thorne, and Wheeler's textbook.
  • Investigate Quantum Field Theory with resources from Prof. Prasanta Tripathy.
  • Review U. of Chicago qualifying exam questions for practical problem-solving experience.
USEFUL FOR

Individuals interested in self-study of modern physics, including retired professionals, graduate students, and anyone looking to deepen their understanding of Quantum Mechanics, General Relativity, Quantum Field Theory, and Classical Mechanics.

RPinPA
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In my physics education, I shied away from heavily theoretical stuff like General Relativity. I took the required sequence in Quantum Mechanics but having never used it on the job, much of that knowledge has faded too. I started a course in Quantum Field Theory but dropped it. I had friends working in particle theory who showed me Feynman diagrams and explained a little about how they were used, but I don't really know much about how those calculations are done.

I'm also embarassed that my knowledge of even Classical Lagrangian Mechanics has faded.

So now I'm a retired guy, in theory with a lot of free time on my hands. I've always kind of wanted to fill in those gaps, and now I think I want to undergo a serious course of self-study. I'm open to suggestions.

For QM, I bought a copy of Messiah's text which we used in school as a supplement for studying. It's been gathering dust on my shelf for a couple of years.

For GR, I've been thinking of working through Misner, Thorne and Wheeler. I believe that was the standard text my friends went through when they studied GR.

How about QFT and Classical Mechanics? I'm looking for graduate texts with tough, interesting, useful problems.

Also I'll take any general thoughts on self-study.

Edit to Add: I remember that U. of Chicago qualifying exam questions were also a popular study resource. I don't remember where people got them to distribute. Maybe something like that is collected somewhere?

Edit some more: I realize that in 2018, Google is my friend. But I'd like the personal input on people's opinions and experiences.
 
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I will suggest a few lecture courses.

Classical mechanics:

Classical physics by Prof. V. Balakrishnan.

QFT:

QFT by Prof. Prasanta Tripathy

QM:

Quantum Physics by Prof. V. Balakrishnan.

Advanced QM by Prof. Saurabh Basu

For books, you can perform a search in this forum. You will surely see a lot of matching threads.
 

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