Simon Fraser University is consistently highly ranked according to many university rankings:

Research Opportunities for Students and Postdocs

I am always interested in attracting new students and postdocs who have a strong mathematical and computational background and are enthusiastic about applying what they know to solve real problems with a physical, biological or industrial application. My research broadly centers on mathematical modelling, where I take knowledge and techniques from applied mathematics and scientific computing such as . . .

Navier-Stokes equations (and more generally, nonlinear parabolic advection-diffusion-reaction equations), hyperbolic conservation laws,
asymptotic analysis, multiscale analysis and periodic homogenization,
linear stability analysis, approximation theory,
finite volume methods, semi-implicit time-stepping schemes, parallel algorithms

. . . and apply them to studying real applications in fluid dynamics, including . . .

Fluid-structure interaction: collective swimming dynamics, active suspensions,
Porous media flows: groundwater transport, concrete degradation,
Tree sap hydraulics: freeze/thaw-induced sap exudation, starch hydrolysis, plant-based bacterial infections.

Many of these problems are also characterized by multiphysics and multiple scales in both space and time, which makes them especially interesting but also challenging. If you are interested in pursuing a research project of this sort under my supervision then you are welcome to contact me. However, before doing so you should first ask yourself the following questions:


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