Adebisi Agboola 
Rubin's variant of the padic Birch and SwinnertonDyer conjecture
for CM elliptic curves

Massimo Bertolini 
padic families of modular forms on definite quaternion algebras
and arithmetic applications

David Burns 
Algebraic padic Lfunctions and main conjectures in
noncommutative Iwasawa theory

Henri Darmon 
Greenbergstyle congruences for derivatives of Lseries

Matthew Emerton 
Localglobal compatibility in padic Langlands for
GL_{2}

Takashi Fukuda (speaker) and Keiichi Komatsu 
Prime divisors of special values of theta functions
in the ray class fields of a certain quartic field modulo powers
of 2

Haruzo Hida 
Greenberg's Linvariant and
padic analytic families of modular forms

Ben Howard 
Variation of Heegner points in Hida families

Mark Kisin 
Fcrystals and crystalline representations

Shinichi Kobayashi 
Towards two variable padic Lfunctions
of CM elliptic curves at supersingular primes

Masato Kurihara 
Iwasawa theory and several elements in Galois cohomology

Tadashi Ochiai 
Greenberg's view on generalizing Iwasawa
theory via Galois deformations

Barry Mazur 
Skewhermitian modules in the arithmetic of elliptic curves

Robert Pollack 
μinvariants of anticyclotomic
padic Lfunctions of elliptic curves

Karl Rubin 
Finding large Selmer groups

Romyar Sharifi 
Iwasawa theory for Kummer extensions

Glenn Stevens 
A sheaf of analytic families of overconvergent padic modular forms

Jeremy Teitelbaum 
A padic Satake isomorphism

Richard Taylor 
Compatibility of local and global Langlands correspondences

Eric Urban 
Eisenstein congruences and Selmer groups

Nike Vatsal 
CM points and quaternion algebras
