110.665 Representation Theory --- Fall 2008


This page last revised 18 SEP 2008 by JMB
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Representation theory is a huge subject. This course will concentrate on the classical representation theory of finite groups, including the permutation groups, but treated in a manner that extends to compact topological groups, such as the classical Lie groups. The course is definitely algebraic in nature, and the main prerequisites are a basic knowledge of standard algebraic concepts such as groups, rings and modules over a ring, as contained in 110.401 and part of 110.402.

The course is scheduled for

Tuesdays and Thursdays, 9:00-10:15, in room Krieger 308.

The text for the course is:

Representations of Finite and Compact Groups by Barry Simon
(Amer. Math. Soc. Graduate Sudies in Math. 10)

Reading Assignments for the course will be posted here from time to time. It will be helpful to bring the book to class.

There will also be regular homework assignments for the course.

The professor is J. Michael Boardman.

How to reach me: