This site contains the notes for the QFT tutorial sessions
(rules for hand-ins are here)

• The Schrodinger, Heisenberg and Interaction Pictures in QFT
• Overview of the fields in QFT   (the more compact version is here)
• The field content of the Standard Model  (the MSSM is here, if you are interested)
• Invariant commutation and propagation functions
• Path Integrals: Perturbation expansion for the phi^4-theory

• Fawad: Lecture Notes (FK8017)
• Fawad: Special Relativity and Maxwell’s Equations (FK8003, 2008)
• QFT Lecture notes by M Schwartz
• Perturbation Theory and Feynman Diagrams by E Fradkin
• Correlation Functions and Diagrams by M A Luty
• Quantum Field Theoretic Perturbation Theory by H Kleinert

Textbook: Mandl, Franz and Shaw, Graham - Quantum Field Theory (2nd ed., 2010),
ISBN: 9780471496830

Note: Four chapters in parentheses (9, 10, 14 & 15) — if there is time.

Supplementary reading:

• "Classical Mechanics" by H. Goldstein, C. P. Poole, J. L. Safko (chapter 13)
• "Quantum Theory and the Standard Model" by Matthew D. Schwartz (Cambridge University Press)
• "Quantum Field Theory" by Mark Srednicki. (You can try a prepublication draft of this book on the author's webpage here. Note that the author follows different signature convention for the metric than one usually used in Mandl and Shaw.)
• Another book for path integrals in QFT is "Field Theory: A Modern Primer" by Pierre Ramond, section 3.1, 3.2, 4.1.