My research interests are in the analysis of partial differential equations (PDEs), in particular evolution equations.
I am interested in finding general techniques and theorems which can explain a wide class of phenomenon and results for classes of equations and/or large classes of solutions.
Katie Massey: PhD student, 2025-present.
Michael Harmon: Optimal portfolio allocation problems and mathematical simulations, MS thesis. Graduated 2022. Currently a graduate student at Imperial College London.
Rajan Puri: Visiting Assistant Professor at Wake Forest University.
Junpei Li: The Heath--Jarrow--Morton model for interest rates, affine yield models, and their robustness, MS thesis. Graduated 2021. Currently a bond analyst in Hong Kong
The Young Mathematicians Conference Summer 2025.
The Young Mathematicians Conference Summer 2024.
The Midwest PDE Seminar Spring 2024.
AMS special session on Analysis of Nonlinear Evolution Equations at the AMS Spring Central Sectional Meeting Spring 2022.
AMS special session on Nonlinear Evolution Equations at the AMS Spring Central Sectional Meeting Spring 2018.
ASC Graduate Student Career Success Grant 2024-2025.
JobsOhio grant, $144,776, 2022-2026.
NSF DMS grant, $179,538, 2022-2024.