Multiple Dirichlet Series and Applications to Automorphic Forms

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Multiple Dirichlet Series and Applications to Automorphic Forms

 04 - 08 Aug 2008

University of Edinburgh

  • Nikolaos Diamantis, University of Nottingham
  • Ivan Fesenko, University of Nottingham
  • Dorian Goldfeld, , Columbia University
  • Jeffrey Hoffstein, Brown University

Speakers

Ben Brubaker, Massachusetts Institute of Technology - WMDs and Crystals II

Alina Bucur, Massachusetts Institute of Technology - Integral Moments III

Daniel Bump, Stanford University - WMDs and Crystals V

Gautam Chinta, City College of New York - WMDs and Crystals III

YoungJu Choie, POSTECH - Quasi Modular Forms

Adrian Diaconu, University of Minnesota - Integral Moments II

Sharon Frechette, College of the Holy Cross - Multiple Dirichlet Series for B_n

Solomon Friedberg, Boston College - WMDs and Crystals I

Paul Garrett, University of Minnesota - Automorphic Spectral Identities Involving Second Moments of L-Functions

Paul Garrett, University of Minnesota - Integral Moments I

Alexander Goncharov, Brown University - Arithmetic Analysis of the Multiple Zeta Values

Paul Gunnells, University of Massachusetts Amherst - WMDs and Crystals IV

Bernhard Heim, Max Planck Institut für Mathematik - A Trace Formula of Special Values of Automorphic L-Functions

Joseph Hundley, Southern Illinois University - The Adjoint L Function of SU(2,1)

Özlem Imamoglu, ETH Zürich - On the Cycle Integrals of the J Function

David Kazhdan, Hebrew University of Jerusalem - The 2-dimensional Langlands Correspondence

Alex Kontorovich, Brown University - First Nonvanishing Theorems

Wenzhi Luo, Ohio State University - The Closed Geodesics on the Modular Surface and the Maass-Shintani Lift

Kohji Matsumoto, Nagoya University - Multiple Zeta-Functions of Root Systems

Omer Offen, Humbold University Berlin - Unitary Periods

S J Patterson, Georg-August-Universität Göttingen - Metaplectic Multiple Dirichlet Series - Arithmetic Aspects

Masatoshi Suzuki, Rikkyo University - Mean-Periodicity and Zeta Functions