|Place:||Graduate School of Mathematical Sciences, the University of Tokyo [ Access ]|
|Date:||March 10 (Fri), 2017, 17:00-18:30|
|Place:||Room 056, Graduate School of Mathematical Sciences, the University of Tokyo|
|Speaker:||Lizhen Ji (University of Michigan, USA)|
|Title:||Satake compactifications and metric Schottky problems|
[ pdf ]
The quotient of the Poincare upper half plane by the modular group SL(2,
Z) is a basic locally symmetric space and also the moduli space of
compact Riemann surfaces
of genus 1, and it admits two important classes of generalization:
J: M_g --> A_g.
In this talk, I will discuss some results along these lines related to the Stake compactifications and the Schottky problems on understanding the image J(M_g) in A_g from the metric perspective.
(joint with topology seminar)
© Toshiyuki Kobayashi