Anyone(s) want to team up in covering a many-body book?

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SUMMARY

This discussion centers on forming a study group for reading and discussing "Quantum Many Particle Systems" by Negele and Orland, a book in the condensed matter field theory domain. The initiator seeks collaboration to enhance motivation and understanding through weekly readings and problem-solving sessions. Participants are encouraged to use platforms like Skype for discussions and to tackle chapter problems together. The focus is on clarity in understanding complex concepts rather than merely clever arguments.

PREREQUISITES
  • Familiarity with condensed matter physics concepts
  • Basic understanding of quantum mechanics
  • Experience with collaborative learning techniques
  • Proficiency in using communication tools like Skype
NEXT STEPS
  • Read "Quantum Many Particle Systems" by Negele and Orland
  • Explore problem-solving techniques in condensed matter physics
  • Research effective online collaboration tools for study groups
  • Learn about other recommended texts in condensed matter field theory
USEFUL FOR

Students and researchers in physics, particularly those focused on condensed matter theory, as well as anyone interested in collaborative learning approaches in complex subjects.

sam_bell
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Hi. Does anyone(s) want to join me in reading a many-body (cond-matter field theory) book? I find it difficult to stay motivated if I'm doing it on my own. Something like read a section or two each week, discuss questions with each other, and work on some of the problems as a team. Never tried this before, so logistics are kind of an open question. Maybe Skype.

Was thinking one of:
Condensed Matter Field Theory by B. Simons and A. Altland
Quantum Many Particle Systems by Negele and Orland
Quantum Theory of Many Particle Systems by Fetter and Walecka

Sam
 
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Start a thread with your thoughts and see how far it goes. I might be interested in working along... first pick a book and let us know.
 
Allright then. I'm going with QMPS by Negele and Orland, because I've already read the 1st chapter (long ago, I'll need to review it) and because it favors clarity over clever arguments.

Message me if anyone wants to work together on one of the more interesting chapter problems next Saturday by live chat or skype (more for picture of equations really). A test run too. Might be some initial hurdles. Hopefully there are some takers. I realize it's not an easy topic.
 

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