Kanal
Lattice Gauge Theory I Winter 2021-22
Christoph Lehner
Chapter 01: path integral formulation of quantum mechanics
Christoph Lehner
Chapter 02a: Markov Chain Monte Carlo (MCMC) methods
Christoph Lehner
Chapter 02b: Markov Chain Monte Carlo (MCMC) methods
Christoph Lehner
Chapter 03a: statistics of continuous variables
Christoph Lehner
Chapter 03b: statistics of continuous variables
Christoph Lehner
Chapter 04a: scalar field theory on a lattice
Christoph Lehner
Chapter 04b: scalar field theory on a lattice
Christoph Lehner
Chapter 05a: symmetries of fundamental field theories
Christoph Lehner
Chapter 05b: symmetries of fundamental field theories
Christoph Lehner
Chapter 06a: gauge theories on a lattice
Christoph Lehner
Chapter 06b: gauge theories on a lattice
Christoph Lehner
Chapter 07: static quark potential and spectrum of pure QCD
Christoph Lehner
Chapter 08: strong coupling expansion
Christoph Lehner
Chapter 09a: continuum limit and phase transitions
Christoph Lehner
Chapter 09b: continuum limit and phase transitions
Christoph Lehner
Chapter 10a: fermions on a lattice
Christoph Lehner
Chapter 10b: fermions on a lattice
Christoph Lehner
Chapter 11a: symmetries of the Wilson action
Christoph Lehner
Chapter 11b: symmetries of the Wilson action
Christoph Lehner
Chapter 12a: chiral symmetry on a lattice
Christoph Lehner
Chapter 12b: chiral symmetry on a lattice
Christoph Lehner
Chapter 12c: chiral symmetry on a lattice
Christoph Lehner
Chapter 12d: chiral symmetry on a lattice
Christoph Lehner
Chapter 13: Hybrid Monte Carlo
Christoph Lehner
Chapter 14a: Hadron Spectroscopy
Christoph Lehner
Chapter 14b: Hadron Spectroscopy