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PHYS-EV0001 - Quantum field theory in condensed matter physics, Lecture, 9.1.2023-6.4.2023

This course space end date is set to 06.04.2023 Search Courses: PHYS-EV0001

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Literature

  • Literature

    Literature

    • Basic quantum mechanics books:

      Griffiths, introduction to quantum mechanics -- probably familiar to all, simple and nice

      Ballentine, quantum mechanics -- very thorough


      Quantum field theory books:

      Nozieres, theory of interacting Fermi systems -- very old but very good

      Mattuck, a guide to Feynman diagrams in the many-body problem -- very pedagogic and pleasant to read

      Fetter & Walecka, quantum theory of many-particle systems -- very thorough but tough

      Mahan, many-particle physics -- very thorough, but probably more approachable than F&W

      Bruus & Flensberg, many-body quantum theory in condensed matter physics -- our official course book

    • Restricted Not available unless: You belong to any group
      Kimmo Tuominen: Advanced quantum mechanics File
      PDF document

      Kimmo kindly provided us with his 'lecture notes' that they use in University of Helsinki

    • Restricted Not available unless: You belong to any group
      Grigory Volovik: The universe in helium droplet File
      PDF document
      When Grigory heard about our course, he sent me his book in pdf for us to use. Very interesting and pleasant to read! The actual book can probably be found from library as well.

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  • PHYS-EV0001 - Quantum field theory in condensed matter physics, Lecture, 9.1.2023-6.4.2023
  • Sections
  • Quantum Field Theory in Condensed Matter Physics
  • What do I need for the course? (And other basic info.)
  • Week 1: Relativistic quantum mechanics
  • Week 2: Dirac equation applied
  • Week 3: Green's functions and linear response theory
  • Week 4: Scattering basics
  • Week 5: Rayleigh and Thomson scattering
  • Week 6: Many-body Green's functions and other topics
  • Week 7: Dyson equation and self-energy
  • Week 8: Vacuum
  • Week 9: Collective modes and random phase approximation
  • Week 10: Gauge invariance
  • Week 11: Spontaneous symmetry breaking and Higgs physics
  • Week 12: Summary
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