Program
Program
【Day 1】 November 14 (Fri)
Opening
14:00 - 14:50 Asif Zaman (University of Toronto)
Effective Brauer-Siegel theorems for Artin L-functions
15:05 - 15:55 Tomokazu Onozuka (Oita University)
TBA
16:10 - 17:00 Shota Inoue (Nihon University)
TBA
【Day 2】 November 15 (Sat)
10:00 - 10:50 Roma Kačinskaitė (Vilnius University)
TBA
11:05 - 11:55 Hideki Murahara (The University of Kitakyushu)
TBA
14:00 - 14:50 Łukasz Pańkowski (Adam Mickiewicz University)
On universality of the Riemann zeta-function in short intervals
15:05 - 15:55 Yumiko Umegaki (Nara Women's University)
TBA
16:10 - 17:00 Masahiro Mine (Waseda University)
TBA
Reception
【Day 3】 November 16 (Sun)
10:00 - 10:50 Naomi Tanabe (Bowdoin College)
Moments of L-functions
11:05 - 11:55 Hirotaka Kobayashi (National Fisheries University)
TBA
Closing
Title: Effective Brauer-Siegel theorems for Artin L-functions
TBA
TBA
TBA
TBA
Title: On universality of the Riemann zeta-function in short intervals
TBA
TBA
Title: Moments of L-functions
Abstract: Moments of L-functions provide a powerful tool for understanding the distribution of the values of L-functions, particularly on the critical line. They capture subtle information about the size and zeros of L-values that lies beyond the reach of individual estimates. In this talk, I will survey key developments in the moment problem for various L-functions and then focus on ongoing joint work with Alia Hamieh, which aims to establish an asymptotic for the second moments of L-functions attached to modular forms.
TBA