Louis-Philippe Saumier

PhD Candidate, Applied Mathematics

SSM A518, lsaumier at uvic dot ca

Department of Mathematics and Statistics
 University of Victoria

Teaching   

        Math 200, Calculus of Several Variables: Summer 2011, Summer 2012, Summer 2013
       
        Math 205, Multivariable Calculus : Spring 2011

Research Interests

        --> Optimal Transport and Applications
       
        --> Numerical Analysis

        --> Partial Differential Equations

Publications

        --> Optimal Transport for Particle Image Velocimetry (with B. Khouider and M.Agueh), Comm. Math. Sci., To appear

        --> An efficient numerical algorithm for the L^2 optimal transport problem with periodic densities (with B. Khouider and M.Agueh), IMA Journal of Applied Mathematics (2013), doi: 10.1093/imamat/hxt032

        --> M.Sc. Thesis: An Efficient Numerical Algorithm for the L^2 Optimal Transport Problem with Applications to Image Processing

        --> Groupes de Weyl associes aux carquois de Dynkin, (with G.Charbonneau-Jodoin, A.L'Archeveque, S.Labbe, A.Mongeau and P-G.Plamondon) ,
        http://www.usherbrooke.ca/mathematiques/.../rr26.pdf


Background image:
Julia set for f(z)=z^2+c, c=+0.2311+i0.606,
created with Matlab,
source: picasaweb.google.com/powerofankur