DATE | TIME | Speaker | Title |
Monday | 8:30-8:50 | Breakfast | |
8:50-9:00 | S. KERCKHOFF | Conference Welcome | |
9:00-9:30 | D. GOLDFELD | Introduction and Remarks | |
9:45-10:45 | S. PATTERSON | The Chinta-Gunnells construction and quintic Gauss sums | |
10:45-11:15 | Coffee Break | ||
11:15-12:15 | R. VINROOT | Klyachko models, self-dual representations, and liftings | |
12:15-2:30 | Lunch | ||
2:30-3:30 | P. DEHAYE | Combinatorics of moments conjectures for all the families of L-functions | |
3:30-4:00 | Coffee Break | ||
4:00-5:00 | J. BEINEKE | Moments with Dan | |
Tuesday | 8:45-9:15 | J. HOFFSTEIN | Introduction and Remarks |
9:30-10:30 | P. GUNNELLS | A Metaplectic Demazure Character Formula | |
10:30-11:00 | Coffee Break | ||
11:00-12:00 | D. KAZHDAN | A construction of Bernstein's projectors | |
12:00-2:00 | Lunch | ||
2:00-3:00 | A. SCHILLING | Markov chains for promotion operators | |
3:00-3:30 | Coffee Break | ||
3:30-4:30 | E. GOINS | From Klein's Platonic Solids to Kepler's Archimedean Solids: Elliptic Curves and Dessins d'Enfants | |
4:45-6:45 | Walk from Math Dept. to the Stanford Dish | ||
Wednesday | 9:00-9:30 | S. FRIEDBERG | Introduction and Remarks |
9:45-10:45 | J. COGDELL | The local Langlands correspondence for GL(n) and the symmetric and exterior square epsilon-factors | |
10:45-11:15 | Coffee Break | ||
11:15-12:15 | S. GELBART | A p-adic integral for the reciprocal of p-adic L-functions | |
12:15-2:30 | Lunch | ||
2:30-3:30 | W. BANKS | On repeated values of the Riemann zeta function on the critical line | |
3:30-4:00 | Coffee Break | ||
4:00-5:00 | D. BUMP | Whittaker functions | |
Evening | Banquet Dinner (Stanford Faculty Club) | ||
Thursday | 8:45-9:15 | B. BRUBAKER | Introduction and Remarks |
9:30-10:30 | Y. CHOIE | Schubert Eisenstein series | |
10:30-11:00 | Coffee Break | ||
11:00-12:00 | Y. SAKELLARIDIS | Generalizations of the Casselman-Shalika formula and L-functions | |
12:00-2:00 | Lunch | ||
2:00-3:00 | A. VENKATESH | TBA | |
3:00-3:30 | Coffee Break | ||
3:30-4:30 | P. DIACONIS | Dan Bump's Work in Random Matrix Theory | |