|
Professor |
Prof. Dr. Paul D. Nelson |
Lectures | Thu 08-10, HG G 26.1 |
Coordinator | Subhajit Jana |
Exercise classes |
Thu 16-17, ML F 38 |
First lecture: 25/02/2016.
First exercise class: 03/03/2016.
The theory of theta correspondence or Howe correspondence gives one of the few general methods of constructing automorphic forms of groups over number fields, or admissible representations of groups over local fields. The method has its origin in the classical construction of theta functions which are modular forms–perhaps of half integral weight on the upper half plane. The goal of the course is to obtain a familiarity with the basic ideas of theta correspondence, and their applications.
A tentative outline of the course will be as follows:
Exercises and solutions will be provided through the Taskbase. Please report any mistakes that you spot in the exercises / solutions.
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