Ten graduate degrees in Applied Mathematics were awarded at the 2023 Fall Convocation. Congratulations to the graduates!
(Left to right): Kaiwen Jiang, Akihiro Takigawa, Hans De Sterck, Cameron Meaney, Sue Ann Campbell, Shervin Hakimi.
MMath:
Martin Diaz Robles: “Predictability of Stratified Turbulence”
Shervin Hakimi: “Calcium Transport and Regulation in Male and Female Rat Kidney”
Kaiwen Jiang: “Mathematical Modeling of the Vaporization of Encapsulated Perfluorocarbon Nanodroplets using Chirp Ultrasound”
Amelia Kunze: “An Investigation of the Use of Gradients in Imaging, Including Best Approximation and the Structural Similarity Image Quality Measure”
Akihiro Takigawa: “A comparison of the Kalman filter and recurrent neural networks for state estimation of dynamical systems”
PhD:
Aditya Jain (Quantum Information): “Improved Diagnostics & Performance for Quantum Error Correction”
Zhanlue Liang: “Formation Control of Multi-Agent Systems via Impulsive Strategy”
Cameron Meaney: “Applications of Deep Learning to Differential Equation Models in Oncology”
Dorsa Mohammadrezaei: “Integrating Experimental and Computational Approaches to Optimize 3D Bioprinting of Cancer Cells”
Panagiotis Tsimiklis: “Higher Gauge Theory and Discrete Geometry”