主 题: On Basic Structures of Automorphic Representations
报告人: 江迪华 教授 (美国明尼苏达大学)
时 间: 2008-07-03 下午 4:00 - 5:00
地 点: 理科一号楼 1490
We start with the multiplicative structure of numbers and the
elementary local-global structure of numbers, and then discuss the
local-global structure in elementary harmonic analysys and how to use
them to study objects in number theory, like the Riemann zeta functions.
The modern theory of automorphic forms is a natural extension of these
classical theory, which encodes the deep local-global relations for
harmonic analysis or representations of reductive algebraic groups
over number fields. This becomes the main part of the Langlands program.
I will discuss my recent work along these lines of ideas.
