Areas of Interest
Combinatorics, Representation Theory, Dynamical Algebraic Combinatorics
Research
The field of representation theory takes the philosophy that the best way to understand algebraic structures lies in the way they act on other mathematical objects like vector spaces. When we have such an action, we can think of it as representing an algebraic structure as the symmetries of the object. In my day-to-day work, you'll usually find me trying to decompose a representation into smaller, irreducible pieces and describing the multiplicities of these pieces as the enumeration of some set of combinatorial gadgets like graphs or tableaux. I primarily focus on representations of the symmetric group and simple Lie algebras.
Office Hours
| Math 314 |
R: 1:00 - 3:00 |
| Math 314 |
F: 10:00 - 11:00 |
| Math 386 |
M: 3:00- 4:00 |
| Math 386 |
W: 3:00 - 5:00 |
Courses
Fall 2026
| Course |
Section |
Title |
Schedule |
Room |
| Math 314 |
02 |
Discrete Mathematics |
MWF 8:00–9:30
|
CW-214
|
| Math 386 |
01 |
Combinatorics |
MWF 1:30–2:30
|
CW-112
|
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