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~~ Dr. Jozef Dudek ~~

Margaret Hamilton Associate Professor of Physics


Phys721 — Quantum Field Theory I


Books

There are lots of good QFT texts. Here are some that i'm familiar with:

  • Peskin & Schroeder An Introduction to Quantum Field Theory. Overall the best choice for this class.
  • Mandl & Shaw Quantum Field Theory. Gentle, much emphasis on QED.
  • Ryder Quantum Field Theory. Emphasizes path integral approach and scalar fields.
  • Brown Quantum Field Theory. Somewhat formal, emphasises path integrals. Pleasingly thorough, but annoying space-time metric.
  • Weinberg Quantum Theory of Fields, Vol 1. Rather more formal, but very complete. Idiosyncratic notation takes a lot of getting used to.
  • Zee Quantum Field Theory in a Nutshell. Not really a textbook, but very easy to read.
  • Aitchison & Hey Gauge Theories in Particle Physics. Two volume series, not really a QFT textbook, but very easy to read.

Topics

  • Canonical quantization of scalar, spinor and vector fields
  • Integracting field theories and Feynman diagrams
  • Scattering theory
  • Quantum electrodynamics
  • Introduction to radiative corrections, loop diagrams and renormalization

Grading

Problem Sets: 50%, Final Exam (take-home): 50%.

Office Hours

TBD

Lecture Notes

1. Free scalar fields [pdf]
2. Interacting scalar fields [pdf]
3. The Dirac field [pdf]
4. Quantizing the Dirac field [pdf]
5. Scattering [pdf]
6. Quantum Electrodynamics [pdf]
7. Radiative corrections [pdf]
8. A sketch of renormalization [pdf] [pdf2]

Problem Sets