Location
Dates
Presentation
Administrative and scientific coordinators
Scientific program
Course 1: "Hopf algebras of finite dimension, braided Hopf algebras, quantum groups at roots of unity, Yetter-Drinfeld modules", N. Andruskiewitsch
Course 2: "Bialgebras associated with a family of tensors, Hopf algebras for bilinear forms, monoidal categories", M. Dubois Violette
Course 3: "Von Neumann algebras and planar structure of subfactors, Temperley-Lieb algebras and Fuss-Catalan algebras", V. Jones
Course 4: "Differential calculus and differential operators on quantum groups, quantum planes and quantum homogeneous spaces", O. Ogievetsky
Course 5: "Quantum integrable systems, Lie Poisson groups, deformation quantization", N. Reshetikin
Course 6: "Quasitriangular structure of quantum enveloping algebras R matrices and braid group; affine quantum algebras; Frobenius morphism in caracteristic zero and Lusztig-Frobenius kernel", M. Rosso
Course 7: "Quantum groups and C* algebras", S. Woronowicz
Course 8: "Modular invariance and boundary conditions in conformal field theories, integrable models on the lattice, fusion algebras and generalized Dynkin diagrams", J.B. Zuber