University of Regina | PIMS - Pacific Institute for the Mathematical Sciences

The University of Regina PIMS site office is located in the Department of Mathematics and Statistics at the University of Regina (Map).

A ring spectrum (a.k.a. a multiplicative cohomology theory) E is complex-orientable if every complex vector bundle admits a Thom class in E . While many familiar spectra are complex-orientable, notable examples fail to be so — such as real K-theory...

Homotopy limits and colimits are a fundamental tool in homotopy theory, with applications to topology, geometry, and algebra. The event is aimed at graduate students, postdocs, and early-career researchers who want to learn more about this topic. The...

Pick your favorite manifold M and a positive integer r : how many r rank (topological) complex vector bundles are there over M up to isomorphism? While the question is accessible via K-theory in the stable range, unstably such bundles become much...

Abstract: Functional data such as time series and images are ubiquitous in applications and are equipped with natural concatenation operations. For machine learning applications, it is often helpful to build structured representations of such data...

A number is called a "period" if it can be expressed as the volume of a region in Euclidean space, defined by polynomial inequalities with rational coefficients. Many famous constants, such as π, log(2) and special values of the Riemann zeta function...

A deformation quantization of a manifold is a noncommutative deformation of its algebra of functions; the idea originated in physics, as a way of relating the classical and quantum descriptions of mechanical systems. At leading order in the...

This is the second part of an introduction to Poisson geometry. In this part, I will discuss the geometry of Poisson manifolds, such as their symplectic leaves, through the use of illustrative examples. I will also briefly discuss the quantization of...

I will give an introduction to Poisson geometry, starting with its role in the dynamics of physical systems and its relationship to symplectic geometry. Through the use of illustrative examples, I will highlight some of the basic features of Poisson...

Lagrangian submanifolds are a central object of study in symplectic topology. Their rigidity properties have been uncovered via Floer theory since the early ’90’s. The talk will briefly review the subject, in particular how triangulated category...

Given a category C with a class of "weak equivalences" W, Dwyer and Kan constructed a simplicial localization of C that turns the morphisms in W into equivalences. We will go over this construction, its properties, and some tools to compute the...

In this talk, I will explain the concepts of limits and colimits in the context of infinity categories. As a warm-up, I will start by recalling these notions in the setting of ordinary categories. I will also compare these concepts with homotopy (co...

$L_\infty$ algebras, i.e. Lie algebras up to homotopy coherent homotopy, appear in a variety of contexts, including string theory and deformation theory. Over the last several decades, the outlines of a Lie theory for such objects has appeared in...

Staff

Position	Name	Email	Phone #	Office
PIMS Site Director, University of Regina	Allen Herman	aherman@math.uregina.ca	+1 (306) 585-4487	College West 307.18
PIMS Education Coordinator, University of Regina	Vijayaparvathy Agasthian	Vijayaparvathy.Agasthian@uregina.ca	306-206-2097
Site Administrator, University of Regina	Connie Renwick	Connie.Renwick@uregina.ca	(306) 337-3122

Name	Position	Research Interests	Supervisor	Year
Hermie Monterde	PIMS-Simons Postdoctoral Fellow, University of Regina	Algebraic Graph Theory	Karen Meagher	2025
Yang Hu	PIMS Postdoctoral Fellow, University of Regina	Algebraic Topology, Homotopy Theory	Martin Frankland	2025
Alice Lacaze-Masmonteil	PIMS-CNRS Postdoctoral Fellow, University of Regina	Combinatorics	Karen Meagher	2024
Samir Mondal	PIMS Postdoctoral Fellow, University of Regina	Linear Algebra, Matrix Theory & Combinatorics	Shaun Fallat	2024
Himanshu Gupta	PIMS Postdoctoral Fellow, University of Regina	Combinatorics	Shaun Fallat	2023
Prateek Vishwakarma	PIMS Postdoctoral Fellow, University of Regina	Linear and Multilinear Algebra, Matrix Theory	Shaun Fallat	2021
Venkata Raghu Tej Pantangi	Postdoctoral Researcher	Group Theory and Generalizations	Karen Meagher	2021
Seyed Ahmad Mojallal	Postdoctoral Researcher, University of Regina	Combinatorics	Shaun Fallat	2020
Tseleung So	University of Regina	Algebraic topology	Donald Stanley	2019
Ferdinand Ihringer	University of Regina	Combinatorics	Karen Meagher	2016
Asghar Ghorbanpour	University of Regina	Geometry		2015
Paul Arnaud Songhafouo Tsopmene	University of British Columbia - Okanagan			2015