Program
Siegel Modular Forms
Student No.:40
Time:Wed & Fri 9:50-11:25, 2017.10.11-11.17
Instructor:Gerard van der Geer  [University of Amsterdam]
Place:Conference Room 1, Floor 2 (Wed)/ Conference Room 3, Floor 2 (Fri) Jinchun Yuan West Building
Starting Date:2017-10-11
Ending Date:2017-11-17

Description:
Siegel modular forms are a natural generalization of elliptic modular forms.
These modular forms play an increasingly important role in number theory, algebraic geometry and mathematical physics. The course will give an introduction and overview of Siegel modular forms.

 

Prerequisite:
Some acquaintance with elliptic modular forms is useful, but not really necessary.