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Marcus Garvie is a professor in the Department of Mathematics and Statistics at the University of Guelph. His research interests focus on computational geometry, particularly linear programming methods for tiling finite regions in the plane using polyominoes. He has engaged in research projects related to general tiling problems, including the Eternity puzzle, and has collaborated with John Burkardt from the University of Pittsburgh in exploring optimal control theory and diffusion-induced instability within mathematical biology. Garvie employs rigorous numerical analysis techniques, especially in the area of parabolic partial differential equations and numerical methods such as the Galerkin finite element method. His teaching experience ranges from community colleges to large undergraduate courses at Guelph, where he emphasizes creating compelling, real-world relevant learning materials. He holds multiple advanced degrees in mathematics and application-oriented fields from universities including the University of Sussex, the University of Wales, Bangor, Keele University, the University of Reading, and the University of Durham.
Department of Clinical Studies. Offers MSc by thesis (2 years) and MSc by coursework (1 year).