Quantum Field Theory

Dietrich Bödeker

Lecture notes, problem sheets

  1. Why Quantum Field Theory?
    1 Classical field theory, symmetries 1.1 Principle of least action 1.2 Lorentz invariance
    Sheet 1
  2. 1.3 Hamiltonian formulation, 1.4 Noether's theorem
  3. 1.5 Complex Klein-Gordon field, 1.6 Poisson brackets, symmetry generators
    Sheet 2
  4. 2 Scalar field quantization 2.1 Canonical quantization 2.2 Quantized real scalar field
  5. 2.3 Particles, spin, statistics 2.4 Complex scalar field
    Sheet 3
  6. 2.5 Finite symmetry transformations 3 Correlation functions, interactions and scattering 2.1 Two-point functions, 2.2 Interactions
  7. 2.3 Energy spectrum, 2.4 Propagator
  8. 2.5 In and out states 2.6 Normalizable 1-particle states
    Sheet 4

Literature, (some online books accessible only in the Uni VPN, see also Semesterapparat in the library)