Tae Young Lee
Robert Riley Visiting Assistant Professor
Department of Mathematics and Statistics
Background
Tae Young Lee is interested in finite (or sometimes algebraic) groups, their representations and their connections to other topics in mathematics.
His last few papers were about local systems (continuous representations of 茅tale fundamental groups) and their monodromy groups (the images of these representations). He classified a specific kind of local system called hypergeometric sheaves, which have a specific type of finite monodromy group, using the representation theory of these groups and some number theoretic methods. He would also be happy to discuss general problems about finite groups and their representations or even some problems in discrete mathematics with algebraic points of view.
Education
Ph.D., Rutgers University
Research Interests
- Finite groups and their representation theory