Welcome to the Department of Mathematics
Vancouver Celebrates Pi Day with Experiments and Pie! March 14, 2014
Aphrodite's Cafe and Pie Shop brought in extra staff and extended their hours to celebrate Pi...
Scientists & Dessert Fans Come Together for Pi Day! March 13, 2014
Lovers of pastry and irrational numbers gathered at Simon Fraser University’s Burnaby campus Friday...
Math Catcher June 14, 2013
Veselin Jungic continues his work with his program: Math Catcher: Mathematics through Aboriginal...
Aboriginal Program July 02, 2013
Eavesdropping is supposed to be a no-no, not a life changer, but that’s just what happened for...
Spreading Food Trucks June 05, 2013
Research by Simon Fraser University mathematics students studying the conflict between downtown...
Undergrad Operation Research June 05, 2013
Special congratulations to our undergraduate operations research students, who won both first and...
PIMS-CSC Distinguished Speaker Series
3:30 PM - 4:30 PM
April 25, 2014PIMS-CSC Distinguished Speaker Series Friday, April 25, 2014 IRMACS Theatre 10900 3:30 pm (Pre-talk reception at 3:00 pm) Speaker: L. Mahadevan, Harvard University Title: tba Abstract: tbd
Stephen Melczer, M.Sc. Thesis Defence, Mathematics Room: K9509
11:00 AM - 11:30 AM
May 5, 2014Sr. Supervisor: Marni Mishna Title: Variants of the Kernel Method for Lattice Path Models Abstract: The kernel method has proved to be an extremely versatile tool for exact and asymptotic enumeration. Recent applications in the study of lattice walks have linked combinatorial properties of a model to algebraic conditions on its generating function, demonstrating how to extract additional information from the process. This thesis details two new results. In the first, we apply the iterated kernel method to determine asymptotic information about a family of models in the quarter plane, finding their generating functions explicitly and classifying them as non D-finite. The second considers d-dimensional walks restricted to an octant whose step sets are symmetric over every axis. A generalized version of the orbit sum method allows for a representation of their generating functions as diagonals of multivariate rational functions, proving they are D-finite. In combination with current developments from analytic combinatorics in several variables, this yields dominant asymptotics for all such models.
Pacific NorthWest Number Theory 2014
May 17-18, 2014Simon Fraser University/IRMACS Theatre www.math.sfu.ca/~kkchoi/PNWNTC2014.html