Emergent Research: The PIMS Postdoctoral Fellow Seminar | PIMS - Pacific Institute for the Mathematical Sciences

PIMS is pleased to present an ongoing lecture series featuring our Postdoctoral Fellows. These lectures provide an opportunity to connect with emerging research in the mathematical sciences from a PIMS Postdoctoral Fellow. PIMS PDFs are amongst the top young researchers in Canada, and this is an excellent opportunity to learn about them and their work.

The PIMS PDF program sponsors positions across the PIMS network each year. Outstanding young researchers are invited to apply through our mathjobs page. Applicants must be sponsored by a scientist or department affiliated with PIMS, please see the mathjobs posting for details.

These events are shared online. To participate, please see the individual events for connection details. Please also see our effective virtual events document for tips on getting the most out of PIMS online events.

All talks are 9:30 AM Pacific/ 10:30 AM Mountain / 11:30 AM Central

These seminars are recorded, and the recordings are available on mathtube.org. Please note: PIMS reserves the right to restrict participation in online or in-person.

Past Seminars

It is well-known that quadratic forms can be diagonalized over fields and that they are in a one-to-one correspondence with bilinear forms; the algebraic theory of quadratic forms is build on these two properties. But there is a catch -- they require...

Biological populations are responding to climate-driven habitat shifts by either adapting in place or moving in space to follow their suitable temperature regime. The shifting speeds of temperature isoclines fluctuate in time and empirical evidence...

Work of Thurston and Perelman implies that every compact 3-manifold decomposes into pieces each of which supports one of eight possible geometric structures. Among these eight geometries, the hyperbolic geometry leads to the richest and least well...

Vertex operator algebras are the symmetry algebras of two dimensional conformal field theory. In a famous series of papers, Kazhdan and Lusztig proved an equivalence between particular semisimple categories of modules over affine Lie algebras and...

Stochastic parameterizations (SMCM) are continuously providing promising simulations of unresolved atmospheric processes for global climate models (GCMs). One of the features of earlier SMCM is to mimic the life cycle of the three most common cloud...

Abstract: Constructing and training the neural network depends on various types of Stochastic Gradient Descent (SGD) methods, with adaptations that help with convergence by boosting the speed of the gradient search. Convergence for existing...

Central limit theorem is a significant result in probability. It states that under some assumptions, the behavior of the average of identically distributed independent random variables tends towards that of the standard Gaussian random variable as...

Abstract: Elliptic curves are one of the major objects of study in number theory. Over finite fields, their zeta functions were proven to be rational by F. K. Schmidt in 1931. In 1985, R. Schoof devised an algorithm to compute zeta functions of...

In this project, we discuss some fine properties and the existence of variational solutions to the Total Variation Flow. Instead of the classical Euclidean setting, we intend to work mostly in the general setting of metric measure spaces. During the...