Mathematisches Institut Georg-August-Universität Göttingen

"Gauss-Dirichlet Conference", June 20th-24th, 2005

Speakers include:

• M. Bhargava, (Princeton University): The Gauss-Siegel class number summation formula for cubic fields
• J. Brüdern, (University of Stuttgart): Weyl sums and Waring's problem
• B. Conrey, (American Institute of Mathematics): Random matrix theory and ranks of elliptic curves
• E. Fouvry, (University of Paris, Orsay): On the 4-rank of class groups of quadratic fields
• D. Goldfeld, (Columbia University): Multiple Dirichlet Series
• A. Granville, (University of Montreal): The Polya-Vinogradov theorem revisited
• B. Green, (University of Bristol): Quadratic uniformity of Möbius, with application to 4-term APs of primes
• B. Gross, (Harvard University): Symplectic root numbers
• R. Heath-Brown, (University of Oxford): Analytic Methods in Diophantine Geometry
• H. Iwaniec, (Rutgers University): Problems of the exceptional character
• W. Luo, (Ohio State University): On equidistribution properties of Hecke eigenforms
• Yu. I. Manin, (MPI Bonn): Iterated integrals of modular forms
• P. Michel, (University of Montpellier): Period bounds, subconvexity and distribution of Heegner points on quaternionic Shimura varieties
• K. Ono, (University of Wisconsin, Madison): Traces of singular moduli on Hilbert modular surfaces
• S. Patterson, (University of Göttingen): Carl Friedrich Gauss - his world and his times
• C. Skinner, (University of Michigan, Ann Arbor): L-values and Selmer groups for modular forms
• K. Soundararajan, (University of Michigan, Ann Arbor): The distribution of values of L-functions
• H. Stark, (University of California, San Diego): The Gauss Class-Number Problems
• A. Venkatesh, (MIT): Equidistribution on homogeneous spaces and number-theoretic applications
• T. Wooley, (University of Michigan, Ann Arbor): The density of rational points on large dimensional hypersurfaces

Supported by:

• Clay Mathematics Institute
• American Institute of Mathematics