NATO Advanced Study Institute with support from the EC
Symmetric Functions 2001:
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| Monday, June 25 | |||
| 8.30 | Registration | ||
| 9.30 | Macdonald (1) | Symmetric functions and orthogonal polynomials: problems and prospects. I | |
| 10.45 | Coffee | ||
| 11.15 | Leclerc (1) | Symmetric functions and Fock space representations of quantum affine algebras. I | |
| 12.30 | Lunch | ||
| 14.30 | Noumi (1) | Weyl group approach to nonlinear integrable systems. I | |
| 15.45 | Tea | ||
| 16.15 | Olshanski (1) | Polynomial functions on the set of Young diagrams and Kerov's central limit theorem. I | |
| 17.30 | Welcome Wine Reception (until 18.30) | ||
| Tuesday, June 26 | |||
| 9.30 | Macdonald (2) | Symmetric functions and orthogonal polynomials: problems and prospects. II | |
| 10.45 | Coffee | ||
| 11.15 | Leclerc (2) | Symmetric functions and Fock space representations of quantum affine algebras. II | |
| 12.30 | Lunch | ||
| 14.30 | Noumi (2) | Weyl group approach to nonlinear integrable systems. II | |
| 15.45 | Tea | ||
| 16.15 | Olshanski (2) | Polynomial functions on the set of Young diagrams and Kerov's central limit theorem. II | |
| Wednesday, June 27 | |||
| 9.30 | Macdonald (3) | Symmetric functions and orthogonal polynomials: problems and prospects. III | |
| 10.45 | Coffee | ||
| 11.15 | Leclerc (3) | Symmetric functions and Fock space representations of quantum affine algebras. III | |
| 12.30 | Lunch | ||
| 14.30 | Opdam (1) | On the rational Dunkl-Cherednik algebra | |
| 15.45 | Tea | ||
| 16.15 | Fulton (1) | Eigenvalues and Schubert calculus. I | |
| Thursday, June 28 | |||
| 9.30 | Noumi (3) | Weyl group approach to nonlinear integrable systems. III | |
| 10.45 | Coffee | ||
| 11.15 | Olshanski (3) | Polynomial functions on the set of Young diagrams and Kerov's central limit theorem. III | |
| 12.30 | Lunch | ||
| 14.30 | Opdam (2) | Spectral theory of affine Hecke algebras. I | |
| 15.45 | Tea | ||
| 16.15 | Fulton (2) | Eigenvalues and Schubert calculus. II | |
| 18.00 |
Reception at the Cambridge University Press
Bookshop, 1 Trinity Street (until 19.30).
Wine and Snacks provided by CUP | ||
| Friday, June 29 | |||
| 9.30 | Opdam (3) | Spectral theory of affine Hecke algebras. II | |
| 10.45 | Coffee | ||
| 11.15 | Fulton (3) | Eigenvalues and Schubert calculus. III | |
| 12.30 | Lunch | ||
| 14.30 | Vershik (1) | Character theory of the group of infinite matrices over a finite field | |
| 15.45 | Tea | ||
| Saturday, June 30 and Sunday, July 1 | |||
| free days for informal discussion | |||
| Monday, July 2 | |||
| 9.30 | Haiman (1) | Macdonald polynomials and the geometry of Hilbert schemes. I | |
| 10.45 | Coffee | ||
| 11.15 | Zelevinsky (1) | Generalizing the Littlewood-Richardson rule | |
| Special afternoon session dedicated to the memory of Sergei V. Kerov | |||
| 12.30 | Lunch | ||
| 14.00 | Vershik (2) | Our mathematical work with Sergei Kerov | |
| 15.15 | Tea | ||
| 15.45 | Diaconis (1) | Kerov's work on the Markov moment problem | |
| 17.00 | Remembering Sergei Kerov | ||
| Tuesday, July 3 | |||
| 9.30 | Haiman (2) | Macdonald polynomials and the geometry of Hilbert schemes. II | |
| 10.45 | Coffee | ||
| 11.15 | Zelevinsky (2) | Canonical bases and total positivity | |
| 12.30 | Lunch | ||
| 14.30 | Hanlon (1) | The Laplacian Method. I | |
| 15.45 | Tea | ||
| 16.15 | Okounkov (1) | Symmetric functions and random partitions. I | |
| Wednesday, July 4 | |||
| 9.30 | Haiman (3) | Macdonald polynomials and the geometry of Hilbert schemes. III | |
| 10.45 | Coffee | ||
| 11.15 | Zelevinsky (3) | Introduction to cluster algebras | |
| 12.30 | Lunch | ||
| 14.30 | Klyachko (1) | Principal bundles, representation theory, and spectral problems for semisimple groups. I | |
| 15.45 | Tea | ||
| 16.15 | Okounkov (2) | Symmetric functions and random partitions. II | |
| 19.30 | Conference dinner at St.John's College | ||
| Thursday, July 5 | |||
| 9.30 | Hanlon (2) | The Laplacian Method. II | |
| 10.45 | Coffee | ||
| 11.15 | Klyachko (2) | Principal bundles, representation theory, and spectral problems for semisimple groups. II | |
| 12.30 | Lunch | ||
| 14.30 | Diaconis (2) | Applications of symmetric function theory to random matrix theory | |
| 15.45 | Tea | ||
| 16.15 | Okounkov (3) | Symmetric functions and random partitions. III | |
| Friday, July 6 | |||
| 9.30 | Hanlon (3) | The Laplacian Method. III | |
| 10.45 | Coffee | ||
| 11.15 | Klyachko (3) | Principal bundles, representation theory, and spectral problems for semisimple groups. III | |
| 12.30 | Lunch | ||
| 14.30 | Diaconis (3) | Applications of symmetric function theory to Szego's theorem | |
| 15.45 | Tea | ||
This page is maintained by Sergey Fomin.