Programme
|
| Wednesday | |||
| 09:30–10:30 | Meinolf Geck | On the l-blocks of finite groups of Lie type | |
| 10:30–11:00 | Coffee | ||
| 11:00–12:00 | Michael Bate | Semisimplicity of representations and subgroup structure of algebraic groups | |
| 12:00–14:00 | Lunch | ||
| 14:00–15:00 | Sinead Lyle | Graded Specht modules and graded homomorphisms | |
| 15:15–16:15 | Andrew Mathas | Decomposition numbers for Hecke algebras of type G(r,p,n) | |
| 16:15–17:00 | Tea | ||
| 17:00–18:00 | Stephen Donkin | On the cohomology of line bundles for the generalized flag variety for Sp(4) | |
| Thursday | |||
| 9:15–10:15 | Paul Martin | On diagram algebras and alcove geometry | |
| 10:30–11:30 | Gwyn Bellamy | Combinatorics of the isospectral commuting variety | |
| 11:30–12:00 | Coffee | ||
| 12:00–13:00 | Catharina Stroppel | Diagrammatic Koszul algebras and quiver Hecke algebras | |
| Afternoon | Free afternoon and evening | Including a trip in the evening to see Ravi Shankar: Celebrating his 10th Decade at Symphony Hall Birmingham. | |
| Friday | |||
| 09:30–10:30 | Paul Levy | Singularities in nilpotent cones of exceptional type | |
| 10:30–11:00 | Coffee | ||
| 11:00–12:00 | Simon Riche | Constructible sheaves on affine Grassmannians and geometry of the dual group | |
| 12:00–14:00 | Lunch | ||
| 14:00–15:00 | Michela Varagnolo | Affine Hecke algebras of classical type and canonical bases | |
| 15:15–16:15 | Alexander Samokhin | On the D-affinity of flag varieties in positive characteristic | |
| 16:15–17:00 | Tea | ||
| 17:00–18:00 | Wolfgang Soergel | Koszul duality in positive characteristic | |
| Evening | Curry night | ||
| Saturday | |||
| 9:15–10:15 | Daniel Juteau | New version of parity sheaves | |
| 10:30–11:30 | Kobi Kremnizer | Modular and root of unity representation theory | |
| 11:30–12:00 | Coffee | ||
| 12:00–13:00 | Kevin McGerty | Counterexamples, canonical bases and characteristic cycles | |
| Lunch and departure |
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| Organizers: Simon Goodwin (Birmingham) and Dmitriy Rumynin (Warwick). |
Supported by
Birmingham Mathematical Institute and EPSRC Network Grant EP/F029381/1 Representation Theory Across the Channel |
