FYSS4510 Quantum Field Theory (11 cr)
Description
Content
Canonical quantization, free scalar field; Greens function and propagator; spin and canonical quantization of free fermion field; symmetries and conservation laws, Noethers theorem, discrete P, C and T symmetries; interacting theories, S-matrix and cross sections, LSZ-reduction; perturbation theory: Wicks theorem and Feynman rules; computing tree level processes, Yukawa theory and QED; path integral methods and generating functions; path integral quantization of gauge theories; renormalization and regularization, canonical and BPHZ-method.
Completion methods
Interactive lectures, assignments, traditional examination, home examination.
Assessment details
The final grade is based on assignments (25-40 %) and examination (75-60 %). The weighting depends on the completion mode.
Learning outcomes
Additional information
Given on autumn semester every other year, starting autumn 2017
Description of prerequisites
Literature
- Peskin & Schroder, An introduction to Quantum Field theory, Westview Press, ISBN 0-201-50397-2.; ISBN: 0-201-50397-2