Prof. Guerzhoy's web page for participants
June 15 – July 10, 2009
UHM Math. Dept.
Abstract: Many advances on the algebraic side of number theory in the last 15 years (such as the solutions of the Shimura-Taniyama conjecture, Sato-Tate conjecture and Serre’s conjecture, as well as decisive progress on the Fontaine-Mazur conjecture and Main Conjectures for modular forms) have relied in an essential way on improvements in the theory of Galois representations.
The aim of the three main courses is to present an overview of many of these ideas and applications, aimed at advanced graduate students and postdocs with a strong background in number theory, Galois cohomology, and basic algebraic geometry.
May. 21-24, 2008, 10:00-4:00, Keller 401
Prof. Pavel Guerzhoy, UH Math Dept
Prof. Ken Ono, Univ. of Wisconsin
Workshop on the Arithmetic of Modular Forms
Tentative List of Participants:
Scott Ahlgren, University of Illinois at Urbana-Champaigne Kathrin Bringmann, University of Minnesota – Minneapolis Jan Hendrik Bruinier, Technical University at Darmstadt, Germany YoungJu Choie Pohang, Technical University, Korea Youn-Seo Choi, Korean Institute for Advanced Studies, Seoul, Korea Amanda Folsom, University of Wisconsin at Madison Sharon Garthwaite, Bucknell University, Lewisburg Pavel Guerzhoy, University of Hawaii at Manoa Paul Jenkins, University of California at Los Angeles, Winfried Kohnen, University of Heidelberg, Germany Karl Mahlburg, Massachusets Institute of Technology Ken Ono, University of Wisconsin at Madison Robert Osburn, University College, Dublin, Ireland David Penniston, Furman University, Greenville Sander Zwegers, University College, Dublin, Ireland