Strongly Correlated Systems- ITP Heidelberg - Prof. Dr. Jan M. Pawlowski
Home
Contact
Research
Members
Publications
Teaching
Openings
Conferences
Uni-Search
Extended Search
LINKS
Institute for Theoretical Physics
SFB 1225 ISOQUANT
ExtreMe Matter Institute EMMI
Department of Physics
and Astronomy
Graduate School of
Fundamental Physics
Graduate Academy
Institute for Theoretical Physics
⇒
Group Home
⇒
Teaching
⇒
Quantum Field Theory II
⇒
Exercises
Advanced Quantum Field Theory (QFT II)
Jan Martin Pawlowski,
summer term 2017
Script
1 Functional integral approach
1.1 Path integral in quantum mechanics
1.2 Functional integral for scalar fields
1.3 Feynman rules
1.4 Effective action & spontanuous symmetry breaking
2 Functional integral for fermions
2.1 Quantum mechanics
2.2 Quantum field theory
3 Functional Methods*
3.1 Effective action
3.2 Functional relations
4 Non-Abelian gauge theories
4.1 Action & gauge invariance
4.2 Generating functional
4.3 BRST-Symmetry & Unitarity
4.4 Quantum master equation*
4.Appendix Gribov & Neuberger Problem: a one-dimensional example
5 QCD
5.1 Renormalisation
5.2 RunningCoupling
6 Lattice gauge theory
6.1 Scalar fields on the lattice
6.2 Non-Abelian gauge fields on the lattice
6.3 Wegner-Wilson loop & static quark potential
6.4 Continuum limit of lattice Yang-Mills theory
6.5 Fermions on the lattice
7 Renormalisation group
7.1 Wilson's renormalisation group
7.2 Fixed points
7.3 Callan-Symanzik equation
8 Symmetry breaking in QFT
8.1 Spontaneous symmetry breaking
8.2 Anomalies