Workshop on Modular forms and Galois representations
Date: 7~8 Jan. 2013
Place: 5th Seminar room / KIAS
In this international workshop we invite prominent mathematicians
from Korea and Japan to report their recent work on modular forms and
Galois representations from various perspectives. Our hope is to
inspire young students in the subject and stimulate new interactions
and collaborations between Korean and Japanese number theorists.
Invited Speakers:
Naoki Imai (RIMS)
-Good reduction of ramified affinoids in the Lubin-Tate perfectoid space
Tetsushi Ito (Kyoto)
-Supercuspidal representations in the cohomology of the Rapoport-Zink space for the unitary group in three variables
Kentaro Nakamura (Hokkaido)
-A generalization of Kato's local epsilon conjecture for (phi,Gamma)-modules over the Robba ring
Chan-Ho Kim (BU)
-Anticyclotomic Iwasawa invariants and congruences of modular forms
Min Lee (Brown)
-Selberg's shifted convolutions, multiple Dirichlet series and second moments of L-functions
Subong Lim (KIAS)
-Zagier duality for harmonic weak Maass forms of integral weights
Jeehoon Park (Postech)
-Period Integrals of Smooth Projective Hypersurfaces and $L_{\infty}$-Homotopy Theory
Yoo Hwajong (UC Berkeley)
-Multiplicity one and level raising for reducible Galois representations
Organizers:
Youn-Seo Choi (KIAS)
Sug Woo Shin (MIT & KIAS)