Mathematical Physics and String Theory
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Teaching During Previous Terms

During previous terms, the following courses have been taught at the LMU by string theory group members:

Summer Term 2017

Winter Term 2016/17

Summer Term 2016

Winter Term 2015/16

Summer Term 2015

Winter Term 2014/15

Summer Term 2014

Winter Term 2013/14

  • Conformal Field Theory - Brunner
  • Introduction to Gauge Gravity/Duality - Erdmenger
  • Group theory - Groot Nibbelink
  • Theoretical Quantum Mechanics for Bachelor Plus / Lehramt Gymnasium - Haack
  • Mathematical Quantum Mechanics - Helling
  • String Theory I - Lüst
  • Statistical Physics for Bachelor Plus / Lehramt Gymnasium - Mayr

Summer Term 2013

  • String Theory II - Brunner
  • Introduction to Theoretical Particle Physics - Groot Nibbelink
  • Theoretical Mechanics for Bachelor Plus / Lehramt Gymnasium - Haack
  • Theoretical Mechanics for Bachelor - Lüst
  • Instantons and Black Holes - Mayr

Winter Term 2012/13

  • Stringtheory I - Groot Nibbelink
  • Quantum Mechanics for Bachelor Plus / Lehramt Gymnasium - Haack
  • Thermodynamics & Statistical Physics for Bachelor Plus / Lehramt Gymnasium - Mayr

Summer Term 2012

  • Supersymmetry - Brunner
  • Stringtheory II - Groot Nibbelink
  • Mechanics for Bachelor Plus / Lehramt Gymnasium - Haack
  • Geometry and Chaos / Mathematical Aspects of Mechanics - Helling
  • Instantons / Black Holes - Mayr

Winter Term 2011/12

  • Thermodynamics & Statistical Physics - Brunner
  • Stringtheory I - Groot Nibbelink
  • Quantum Field Theory - Lüst
  • Quantum Mechanics - Mayr
  • Classical Mechanics - Römelsberger

Summer Term 2011

  • Supersymmetry - Brunner
  • Introduction to Particle Physics - Groot Nibbelink
  • Electrodynamics for Bachelor+ - Haack
  • Instantons/Black Holes - Mayr
  • Electrodynamics for Bachelor - Römelsberger

Winter Term 2010/11

  • Statistical Physics for Bachelor, I. Brunner
  • Mathematical Methods for Bachelor Plus, S. Groot Nibbelink
  • Quantum Mechanics for Bachelor, P. Mayr
  • Quantum Mechanics for Bachelor Plus, M. Haack

Summer Term 2010

  • String Theory II, I. Brunner
  • Lie Groups and Representation Theory, S. Groot Nibbelink
  • Electrodynamics for Bachelor Plus, M. Haack
  • Electrodynamics for Bachelor,  C. Römelsberger

Winter Term 2009/10

  • Quantum Mechanics, G. Curio
  • Statistical Physics, I. Brunner
  • Particle Physics at the Beginning of LHC, D. Luest, G. Dvali
  • String Theory I, M. Haack
  • Conformal Field Theory, C. Römelsberger

Summer Term 2009

  • QCD Standardmodel, G. Curio
  • String Theory II, D. Tsimpis
  • Introduction to Superspace, D. Tsimpis
  • Lie Groups and Representation Theory, R. Helling

Winter Term 2008/09

  • Introduction to Conformal Field Theory, R. Blumenhagen
  • String Theory I, G. Cardoso
  • Quantum Field Theory in Curved Spaces, J. Erdmenger
  • Mathematical Aspects of Quantum Mechanics, R. Helling and L. Erdös

Summer Term 2008

  • Instantons and Black Holes with tutorials, G. Cardoso
  • Quantum Chromo Dynamics with tutorials, G. Curio
  • String Theory II, S. Stieberger

Winter Term 2007/08

  • Introduction to Conformal Field Theory with tutorials, R. Blumenhagen
  • Stringtheory I with tutorials, G. Cardoso
  • Dualities between Quantum Field Theories and Gravitational Theories, J. Erdmenger
  • Introduction to Quantum Field Theory, R. Helling
  • Quantum Mechanics II with tutorials, D. Lüst
  • Quantum Mechanics for Bachelor+ with tutorials, C. Römelsberger

Summer Term 2007

  • Mechanics for Bachelor+ with tutorials, P. Mayr
  • Theoretical Physics for Teachers with tutorials, G. Cardoso
  • Non-perturbative Effects in Gauge Theories and String Theory with tutorials, D. Lüst

Winter Term 2006/07

  • Quantum Mechanics with tutorials, D. Lüst
  • Thermodynamics with tutorials, P. Mayr
  • String Theory II, M. Haack and S. Stieberger
  • Supergravity, M. Zagermann
  • Dualities between Quantum Field Theories and Gravitational Theories, J. Erdmenger