Professor: Robert Coquereaux (IMPA e CPT – Marseille, França)

• Representation theory of Lie groups (basics)
• Finite subgroups of Lie groups: SU2 and the McKay correspondence 
• Irreducible representations of quantum groups at roots of unity
• The modular category of a Lie group at level k
• Kac-Peterson and Verlinde formulae 
• Modules over fusion categories
• Fusion graphs
• The SU2, SU3 and SU4 classifications of fusion graphs, and the associated CFT partition functions
• Ocneanu graphs, endomorphisms,  and partition functions with defects in BCFT