12 graduate degrees in Applied Mathematics were awarded at the Spring 2020 convocation, which was held virtually due to the COVID-19 pandemic.
MMath:
Tim Dockhorn: “Generative Modeling with Neural Ordinary Differential Equations”
Dongchang Li: “A Novel Class of Intensity-Based Metrics for Image Functions Which Accommodate a Generalized Weber's Model of Perception”
Ming Miao: “Monte Carlo Simulation of diffusion Magnetic Resonance Imaging”
Yukun Zhao: “Application of the LANS-alpha Model to Gravity Currents”
PhD:
Thomas Bury: “Detecting and Distinguishing Transitions in Ecological Systems: Model and Data-Driven Approaches”
Arnaud Carignan-Dugas (Quantum Information): “A Walk Through Quantum Noise: A Study of Error Signatures and Characterization Methods”
Mohammad Sajjad Edalatzadeh: “Optimal Actuator Design for Nonlinear Systems”
Yinan Li: “Robustly Complete Temporal Logic Control Synthesis for Nonlinear Systems”
Abdulmajid Osumanu: “From Gravity to Hopf Algebra Lattice Models”
Moriah Pellowe: “Mathematical Approaches to the Study of Cellular Heterogeneity Treatment Design and Immune Response in Cancer”
Janelle Resch: “Physical Modelling and the Associated Acoustic Behaviour of Trumpet and Trombones”