MONDAY, May 14
9:30 Hugh Montgomery, "Beyond pair correlation"
11:00 K. Soundararajan, "Connections between RMT and the zeta function" 
3:30 Shinobu Hikami,  "Correlation of characteristic polynomials in random matrices"
5:00 Nicholas Katz, "Function field zeta functions, families and monodromy"  

TUESDAY, May 15
9:30 Henryk Iwaniec, "Spacing of zeros of L-functions and the class number problem"
11:00 Chris Hughes, "The Riemann zeta function, its derivative, and random matrix theory"
2:30 Nina Snaith, "The complete integral moment conjecture" 
4:00 Adrian Diaconu, "Moments of Zeta and L-functions"
5:00 Problem session

WEDNESDAY, May 16
9:30 Andrew Granville, "1 or 2?" 
11:00 Doug Ulmer,  "Theorems and conjectures on the maximal rank of an 
             elliptic curve in terms of its conductor"
3:30 Jonathan Keating, "RMT and the value-distribution of $L$-functions at $s=1/2$"
5:00 Dorian Goldfeld, "Multiple Dirichlet Series and Moments of the Riemann Zeta-function"
5:30 Jeff Hoffstein, "Mean values of quadratic twists of GL(3) L-series"

THURSDAY, May 17
9:30 David Farmer, "The distribution of primes, the distribution of zeros, and how
         mean values illustrate the connection" 
11:00 Michael Rubinstein, "1-level density"
2:30 Phillipe Michel, "Moments of automorphic L-functions"
4:00 Peter Sarnak, "Families of L-functions, symmetry and applications"
5:00 Problem session 

FRIDAY, May 18
9:30 Daniel Goldston, "Higher Correlations of Divisor Sums with Application to Primes"
11:00 Eduardo Duenez, "Random Matrix Ensembles associated to Compact Symmetric Spaces"   
3:30 Fernando Rodriguez-Villegas,  "Computing central values of twists of L-functions"
5:00 Daniel Bump, "Unitary Correlations and the Fejer kernel"

MONDAY, May 21
2:30 Francesco Mezzadri, "Anosov maps and Spin"
4:00 Henry Cohn, "New bounds in sphere packing"

TUESDAY, May 22
3:30 Pieter Moree,  "On Artin's primitive root conjecture and some related problems" 

THURSDAY, May 24
3:30 Jeff Lagarias, `A two variable zeta-function for algebraic
number fields'