Elliptic Curves and Modular Forms
Organized by Barry Mazur and Karl Rubin
March 15-17, 1996
Washington, DC
Friday March 15
Parametrizations of Elliptical Curves by Shimura Curves and by Classical Modular Curves
Ken Ribet, University of California, Berkeley
Iwasawa Theory of Elliptic Systems
John Coates, University of Cambridge
p-adic L-Functions and Euler Systems
Bernadette Perrin-Riou, University de Paris-Sud
Eular Systems and p-adic L-functions of Modular Forms
Kazuya Kato, Toyko Institute of Technology
Saturday, March 16
Two Variable p-adic L-functions of adjoint Modular Galois Representations and Their Selmer Groups
Haruzo Hida, University of California, Los Angeles
The Structure of Selmer Groups
Ralph Greenberg, University of Washington
Family Values: Representations, L-functions, and p-adic modular forms
Robert Coleman, University of California, Berkeley
Zeta Functions and Eisenstein Series of Classical Groups
Goro Shimura, Princeton University
Sunday, March 17
Deforming Semi-stable Galois Representations
Jean-Marc Fountaine, Universite de Paris-Sud
Integrality of Tate-cycles
Gerd Faltings, Max-Plack-Institut, Bonn
Congruences between Modular Forms
Fred Diamond, University of Cambridge
Modular Forms and Galois Groups
Richard Taylor, Oxford University
