Institute for Computational and Mathematical Engineering (ICME)
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Ph.D. Student in Computational and Mathematical Engineering, admitted Autumn 2014
BioI am a PhD candidate working on problems in numerical linear algebra and optimization (in particular, nonconvex problems with nonlinear constraints) with my doctoral advisor Michael Saunders, as well as with Michael Friedlander and Dominique Orban. Prior to beginning my PhD, I completed my BSc with a Combined Honours in Mathematics and Computer Science from the University of British Columbia. During my time at UBC I also completed a senior thesis with Chen Greif, studying saddle-point matrices exhibiting certain special structure.
Ph.D. Student in Computational and Mathematical Engineering, admitted Autumn 2017
Current Research and Scholarly InterestsI am currently developing a novel approach to reduced basis methods based on numerical linear algebra techniques. Reduced basis methods are model order reduction techniques which can solve large collections of similar PDEs by exploiting sparsity in the underlying solution space. Applications range from the computation of radar cross-sections to uncertainty quantification.