Title: Representations of Finite Dimensional Algebras and Related Topics in Lie Theory and Geometry
Abstract: Instructional Workshop: Semigroup and ring theoretical methods in probability by K. S. Brown Typical examples of tame algebras by T. Bruestle Representation dimension and Solomon zeta function by O. Iyama Filtrations, stratifications and applications by S. Koenig Bruhat-Renner decomposition and Hecke algebras of reductive monoids by M. S. Putcha Representations and blocks of algebraic monoids by L. E. Renner The descent algebra of the symmetric group by M. Schocker Specialized Workshop Commutative Algebra, Algebraic Geometry and Representation Theory: A remark on Letzter-Makar-Limanov invariants by Y. Berest Derived categories of coherent sheaves on rational singular curves by I. Burban Vector bundles and Cohen-Macaulay modules by Y. A. Drozd Specialized Workshop Finite Dimensional Algebras, Algebraic Groups and Lie Theory: Finite dimensional algebras, quantum groups and finite groups of Lie type by J. Du Stratified algebras arising in Lie theory by V. Mazorchuk Character formulas of Kazhdan-Lusztig type by T. Tanisaki Weight theory in the context of arbitrary finite groups by P. Webb Specialized Workshop Quantum Groups and Hall Algebras: Restricted two-parameter quantum groups by G. Benkart and S. Witherspoon On Ringel-Hall algebras by B. Deng and J. Xiao Lusztig's geometric approach to Hall algebras by Z. Lin The use of geometric and quantum group techniques for wild quivers by M. Reineke An introduction to perverse sheaves by K. Rietsch An introduction to canonical bases by Y. Saito Quivers of type $A$, flag varieties and representation theory by O. Schiffmann.