15 graduate degrees in Applied Mathematics were awarded at the Fall 2019 convocation.
(Left to right) Kamran Akbari, Michael Waite, Chengzhu (William) Xu, Lindsey Daniels, Kevin Church, Sivabal Sivaloganathan, Sue Ann Campbell, Jennie Newman, Maliha Ahmed, Yangang Chen, Justin Wan
MMath:
Maliha Ahmed: “Model for a cortical circuit associated with childhood absence epilepsy”
Rishiraj Chakraborty: “Particle Clustering and Sub-clustering as a Proxy for Mixing in Geophysical Flows”
Kate Clements: “Black Hole to White Hole Quantum Tunnelling”
Fabian Germ: “Estimation for Linear and Semi-linear Infinite-dimensional Systems”
Jaron Huq (Quantum Information): “Three Results in Quantum Physics”
Jesse Legaspi: “Prantl number dependence of stratified turbulence”
Cameron Meaney: “Mathematical Modelling of Cancer Treatments Involving Radiation Therapy and Hypoxia-Activated Prodrugs”
Jennie Newman: “Model for the RE-TC thalamic circuit with application to childhood absence epilepsy”
Petar Simidzija (Quantum Information): “Correlation and Communication via a Quantum Field”
Stanislav Zonov: “Kalman Filter Based Sensor Placement For Burgers Equation”
PhD:
Kamran Akbari: “Relativistic Theory of the Interaction of Two-Dimensional Materials with Moving Charged Particles”
Yangang Chen: “Numerical Methods for Hamilton-Jacobi-Bellman Equations with Applications”
Kevin Church: “Invariant manifold theory for impulsive functional differential equations with applications”
Lindsey Daniels: “The Interactions of Graphene with Ionic Solutions and Their Effects on the Differential Capacitance for Sensing Applications”
Chengzhu Xu: “Numerical simulations of internal solitary and solitary-like waves: wave interactions and instabilities”