Applying Path integral to Superconductivity

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SUMMARY

The discussion centers on applying path integral methods to superconductivity, highlighting key resources for understanding this complex topic. Recommended readings include "The Feynman Lectures on Statistical Mechanics" for foundational concepts and "Abrikosov Methods of Quantum Field Theory in Statistical Mechanics" for advanced insights. Additionally, Mahan's "Many Particle Physics" is suggested for exploring the electronic properties of superconductors. These texts provide a solid framework for anyone delving into the intersection of quantum field theory and superconductivity.

PREREQUISITES
  • Understanding of path integral formulation in quantum mechanics
  • Familiarity with statistical mechanics concepts
  • Knowledge of quantum field theory principles
  • Basic grasp of superconductivity and its properties
NEXT STEPS
  • Read "The Feynman Lectures on Statistical Mechanics" for foundational knowledge
  • Explore "Abrikosov Methods of Quantum Field Theory in Statistical Mechanics" for advanced applications
  • Study "Many Particle Physics" by Mahan to understand electronic properties of superconductors
  • Research current developments in path integral approaches to superconductivity
USEFUL FOR

Researchers, physicists, and students interested in the theoretical aspects of superconductivity and quantum mechanics, particularly those looking to deepen their understanding of path integral methods.

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Hi, i m new here.

Can anyone give me a direction on this? Books, references, ideas...
 
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There are several books that would have something on this. The Feynman lectures on statistical mechanics (a separate book from the three volume lecture series) has a good introduction, and the Abrikosov Methods of Quantum Field theory in Statistical Mechanics would also have material on this.
 
Thanks ! I will look into that right away.

Superconductor is not my field, but i feel like checking it out ;)
 
Can you be a bit more specific?
If you mean bulk/electrinic properties you should take a look at Mahan's "Many Particle Physics".
 

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