Book Suggestions in condensed matter physics

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SUMMARY

This discussion focuses on recommended books for understanding electron correlations in many-body systems within condensed matter physics. Key texts include RA Jishi's "Feynman Diagram Techniques in Condensed Matter Physics," Altland & Simons' "Condensed Matter Field Theory," and C Nayak's "Lecture Notes on Quantum Condensed Matter Physics." Additional suggestions include P Coleman's "Introduction to Many-Body Physics" and Lancaster & Blundell's "QFT for the Gifted Amateur." A solid foundation in statistical mechanics and solid-state physics is essential before diving into these resources.

PREREQUISITES
  • Standard statistical mechanics knowledge
  • Introductory solid-state physics understanding
  • Familiarity with second quantization concepts
  • Basic knowledge of the Hubbard model and Mott transition
NEXT STEPS
  • Study David Tong's lecture notes on statistical mechanics
  • Read B. Cowan's "Topics in Statistical Mechanics"
  • Explore Landau's "Statistical Physics, Part 1"
  • Research Jaksch's papers on the Bose-Hubbard model from the late 90s and early 2000s
USEFUL FOR

Students and researchers in condensed matter physics, particularly those interested in electron correlations and many-body systems, will benefit from this discussion.

Annie123
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Can anyone suggest some books which deals with electron correlations in many body systems?The book should cover second quantization,hubbard model,mott transition etc.I'm a beginner in this filed and want to learn from the very basics.
 
Try a combination of some of these:
  1. RA Jishi - Feynman Diagram techniques in Condensed Matter Physics (standard 2nd quant., Green functions etc. found in older books, but very pedagogic. Not much on magnetism)
  2. Altland & SImons - Condensed Matter Field Theory (also has path integral methods - more modern.)
  3. C Nayak - Lecture notes on quantum condensed matter physics (Really good. These cover a wide range of topics)
  4. Lancaster, Blundell - QFT for the gifted amateur (tries to treat QFT without bias for HEP or CMP, but the authors are CMP and the way the subject is developed leans towards conventional condensed matter qft pedagogy. has a very nice selection of example applications of qft to many-body physics).
  5. P Coleman - Introduction to many-body physics (new book. I've only briefly glanced at some chapters. Looks good at first sight).
Some older good books are Mattuck, Fetter & Walecka, Ziman, Negele & Orland etc., but I personally prefer the books above (esp. 1-3).

Make sure you know your standard stat mech & intro solid state before you begin though:

For quick basic stat mech, David Tong's lecture notes are good. So is B.Cowan's "Topics in Stat. mech". Of course, master of all is Landau's Stat phys 1, but it will take a while to read. Other good books - Cardy's renormalisation & scaling, Goldenfeld's phase transitions, Yeomans's phase transitions.

For enough basic solid state - S.H.Simon (Oxford Solid State basics). If you're interested in more, Grosso & Parravicini's Solid State.

Particularly regarding the bose-hubbard model, I remember reading a very nice argument for it in a paper by Jaksch. Check his late 90s, early 2000s papers on PRL & Annals of Physics.
 
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