Room: |
OC218
|
Time: |
Mo, We, Fri 9-11 am |
Recommended Lecture Notes
Content of Lecture
Introduction to Field Theory
- Symmetries & Hamiltonian Field Theory
- Canonical Quantisation
- Klein Gordon Equation
- Lorentz Invariance & Causality
- Complex Scalar Field & Propagators
- Interaction Picture & Dyson Formula
- Wick's Theorem
- LSZ Theorem, Loops & Amputated Diagrams
- Scalar Theory & Cross Sections
- Dirac Fields
- Quantising the Dirac Field
- Dirac Propagators & Perturbation Theory
- An Introduction to Quantum Field Theory by Peskin & Schroeder
- Quantum Field Theory by Srednicki
- The Quantum Theory of Fields by Weinberg
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