Monday, November 18, 2024
Three master’s and three doctoral degrees in Applied Mathematics were awarded at the 2024 Fall Convocation. Congratulations to the graduates!
(Left to right): Maureen Fraser, Yuan Wang, Liang Chen, Sue Ann Campbell, Ala’ Alalabi, Kirsten Morris, Panagiotis Vlachos, Hans De Sterck, Omer Ege Kara, Joseph Poulin.
MMath:
Omer Ege Kara: “On Enabling Layer-Parallelism for Graph Neural Networks using IMEX Integration”
Joseph Poulin: “Exponential Stability of Maxwell's Equations”
Panagiotis Vlachos: “Degenerate Parabolic Diffusion Equations: Theory and Applications in Climatology”
PhD:
Ala’ Alalabi: “Control and Observer Design for Partial Differential-Algebraic Equations”
Liang Chen: “Collective Dynamics of Large-Scale Spiking Neural Networks by Mean-Field Theory”
Yuan Wang: “Space-time Hybridizable Discontinuous Galerkin Method for the Advection-Diffusion Problem”