Fabian Rühle - Teaching

Theoretical Particle Physics

The module description from the syllabus is available here.

Groups

GroupTimePlaceTutor
Group 1Wednesday,
16:30 - 18:15
Conference Room 2, PIFabian Rühle
Group 2Thursday,
10:15 - 12:00
Room 2, AVZClaudia Stephan

Exercise sheets

NoExercise sheet
00Little Group, Massless and Massive Vector Bosons
01Lorentz Group, Gamma Matrices
02Weyl and Dirac Spinors
03Representations of SU(2), Non-Abelian Gauge Symmetries
04Gell-Mann matrices, SM Higgs effect
05Vector- and Axial-Coupling, Fermion masses
06CKM Matrix, Electron-Muon Scattering
07See-Saw Mechanism, Neutrino Oscillations
08Dynkin Diagrams and Irreps of SU(N)
09GUT breaking, Dynkin Diagrams of SO(2N)
10Electric Charge Renormalization in QED
112D Solitons, 't Hooft-Polyakov monopole

Requirements for final exam

In order to be admitted to the final exam the following requirements have to be met:
  • Active participation in the tutorials
  • Solutions to the exercises have to be presented at least twice in the tutorials
  • Approx. 50% of the credits from all exercise sheets

Prerequesites

Group Theory, QFT, Advanced Quantum Theory

Contents

  • Classical field theory, gauge theories, Higgs mechanism
  • Standard model of strong and electroweak interactions
  • Supersymmetry and the supersymmetric extension of the standard model
  • Grand unified theories (GUTs)
  • Neutrino physics
  • Cosmological aspects of particle physics (dark matter, inflation)

Literature

  • T. P. Cheng, L.F. Li: Gauge theories of elementary particle physics
    (Clarendon Press, Oxford 1984)
  • M. Peskin, D. Schroeder: An introduction to quantum field theory
    (Addison Wesley, 1995)
  • J. Wess, J. Bagger: Supersymmetry and supergravity
    (Princeton University Press 1992)