Past Events

In an article published in 2009, David Benson described, for a finite group $G$, the mod $p$ homology of the space $\Omega(BG^{\wedge}_p)$ -- the loop space of the $p$-completion of $BG$ -- in purely algebraic terms. In joint work with Carlos Broto...

Tissue growth requires cells of various types to organise themselves into the appropriate patterns and structures to produce viable, functional tissue. Similar processes occur in tissue repair (e.g. wound healing) or in biofilms (communities of...

Cellular organization is regulated by a complex network of interactions between cytoskeletal regulators and the cytoskeleton itself. Here I will utilize mathematical modeling discuss how these complex interactions can give rise to a range of...

A widespread approach for tsunami simulation is to model the ocean with the shallow water equations (SWE). The steady-state ocean floor deformation that results from a seismic event is often used as the initial ocean surface profile for the SWE...

Accurate molecular simulation requires computationally expensive quantum chemistry models that makes simulating complex material phenomena or large molecules intractable. The past decade has seen a revival of interatomic potentials (IPs), which are...

The goal of this conference is to drastically rethink the first-year university mathematics curriculum. What skills and knowledge do we want students to develop and gain in mathematics courses? What pedagogical methods are most effective? How can we...

There is a rich interplay between the degree of regularity of a group action on the circle and the allowable algebraic structure of the group. I will outline some highlights of this theory, culminating in a construction due to Kim and myself of...

The Consulate General of France, in Vancouver, together with PIMS are pleased to host French Mathematician Etienne Ghys during his Vancouver Tour, May 2-3 2019. Étienne Ghys is a French mathematician. His scientific contributions deal with the...

A primary goal of evolution biology is to understand the mechanisms that generate and shape the vast diversity of life. From stable polymorphisms at susceptibility loci to the maintenance of sexual reproduction, pathogens are thought to play an...

When a group acts faithfully by orientation-preserving homeomorphisms on S^1, one can sometimes use the action on S^1 to prove the existence of a faithful order-preserving action by homeomorphisms on the real line. This can be reworded in algebraic...