University of Saskatchewan

This conference is the largest annual graduate student event in mathematics and statistics in Western Canada and the Pacific Northwest. It is an excellent occasion for graduate students and other aspiring young researchers to meet and connect for a...

Microtubules and motor proteins interact in vivo and in vitro to form higher-order structures such as bundles, asters, and vortices. In vivo, the organization of microtubules is connected directly to cellular processes such as cell division, motility...

The Pacific Institute for the Mathematical Sciences (PIMS) was founded in 1996, and the University of Saskatchewan joined in 2008. Help us celebrate PIMS and 20 years of promoting research, training, and public awareness for the mathematical...

The CanaDAM conference focuses on research related to discrete and algorithmic mathematics. The scope includes the theory and application of discrete structures, and the conference aims to highlight the most salient trends in the field. This...

The Applied Combinatorics summer school is a two week program of minicourses and exploration sessions. It is designed to give students state of the art knowledge of combinatorial techniques and open problems in physics, chemistry and biology. The...

The conference/minisymposia will bring together researchers with a common interest in combinatorial modelling of natural phenomena in biology, chemistry and physics. Areas of application will include: models of DNA/RNA, phase transitions, material...

The Fourteenth Colloquiumfest will explore the present state of Fixed Point Theory and its applications in analysis, algebra and computer science. The second theme is fractals, in particular the various existing definitions and the question how to...

The 1st Joint Scientific Congress of the CMOS, CGU and CWRA will take place from May 26th to 30th 2013 at Teacher's Credit Union Place in Saskatoon, Saskatchewan. A joint Scientific Program Committee has already been formed to organize the sessions...

Abstract There has been striking progress on the theory of Hamiltonian partial differential equations over the past two decades. This talk will survey some of the definitive results and highlight remaining mysteries for future study.

Abstract: The nonlinear Kompaneets (NLK) equation describes the spectra of photons interacting with a rarefied electron gas. We exhibit five previously unknown classes of explicit time-dependent solutions (each class depending on initial conditions...