| Monday,
June 20 |
Tuesday,
June 21 |
Wednesday,
June 22 |
Thursday,
June 23 |
Friday,
June 24 |
|
| 09:30 |
Opening |
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| 10:00 |
S.J. Patterson Carl Friedrich Gauss - his world and his times |
E. Fouvry On the 4-rank of class groups of quadratic fields |
J. Brüdern Weyl sums and Waring's problem |
B. Green Quadratic uniformity of Möbius, with application to 4-term APs of primes |
H. Stark The Gauss Class-Number Problems |
| 11:30 |
Y.I. Manin Iterated integrals of modular forms |
R. Heath-Brown Analytic Methods in Diophantine Geometry |
A. Granville The Polya-Vinogradov theorem revisited |
D. Goldfeld Multiple Dirichlet Series |
B. Conrey Random matrix theory and ranks of elliptic curves |
| 14:30 |
C. Skinner L-values and Selmer groups for modular forms |
T. Wooley The density of rational points on large dimensional hypersurfaces |
B. Gross Symplectic root numbers |
H. Iwaniec Problems of the exceptional character |
K. Ono Traces of singular moduli on Hilbert modular surfaces |
| 16:00 |
A. Venkatesh Equidistribution on homogeneous spaces and number-theoretic applications |
Contributed talks |
K. Soundararajan The distribution of values of L-functions |
P. Michel Period bounds, subconvexity and distribution of Heegner points on quaternionic Shimura varieties |
W. Luo On equidistribution properties of Hecke eigenforms |
| 17:30 |
19.30 Uhr: Concert |
16:00
Contributed
talks: |
Contributed
talks: J. Funke Traces of CM values of modular functions A. C. Cojocaru Uniform results for Serre's theorem for elliptic curves (joint work with Chris Hall (Univ. Texas at Austin) F. Breuer CM points on Drinfeld modular varieties P. Charollois Periods of Eisenstein series and Stark units S. Gurak Polynominals for Hyper-Kloosterman Sums |
Contributed
talks: S. Krutelevich Jordan algebras, exceptional groups and higher composition laws V. Timorin Binary quadratic forms with semigroup property (joint with F. Aicardi) W. Zudilin Arithmetic results for q-analogues of mathematical constants H. Pieper Mathematics in Berlin promoted by Carl Friedrich Gauss and Alexander von Humboldt: the example Gustav Dirichlet |
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