First semester courses

• Quantum groups and knot theory (including computer class knot theory).
  Lecturers: Eric Opdam, Jasper Stokman, Arjeh Cohen.
  See the homepages of the first part and the second part of the course for detailed information.


• Semisimple and affine Lie algebras.
  Lecturers: Erik van den Ban, Johan van de Leur, Gerard Helminck.
  See the homepage of the course for detailed information.


• Topics in low-dimensional topology and topological quantum field theory.
  Lecturers: Michael Mueger, Hessel Posthuma.
  See the homepage of the course for detailed information.


• Seminar on Knots and geometrization (volume conjecture).
  Coordinators: Eric Opdam, Jasper Stokman, Frans Clauwens, Roland van der Veen.
  See the homepage of the course for further details.

Second semester courses

• Moduli spaces and conformal blocks.
  Lecturer: Eduard Looijenga.
  See the homepage of the course for further details.


• Virasoro algebras and positive energy representations.
  Lecturers: Gert Heckman, Johan van de Leur.
  See the homepage of the course for further details.


• Topological Quantum Field Theory and Related Algebraic Structures
  Lecturer: Nicolai Reshetikhin
  See the homepage of the course for detailed information.


• Seminar on Quantum groups and applications.
  Coordinators: Eric Opdam, Nicolai Reshetikhin, Jasper Stokman, Roland van der Veen.
  See the homepage of the seminar for detailed information.