Monday, January 19
Jane Heffernan (York University)
Lecture 03
Jeremy Quastel (University of Toronto)
Lecture 05
Masoud Khalkhali (Western University)
Lecture 05: Loop Expansion & Cayley's Theorem on Labeled Trees
Ivan Loseu (Yale University)
Quantizations and unitary representations
Yakov Shlapentokh-Rothman (University of Toronto)
Lecture 05 | Self-Similarity and the Einstein Vacuum Equations
Part of the Thematic Program on Shocks and Singularities: Nonlinear evolution equations in physical and life sciences
Nathaniel Osgood (University of Saskatchewan)
Lecture 04
Tuesday, January 20
Dmitry Pelinovsky (McMaster University)
Lecture 05
Kevin Zumbrun (Indiana University)
Lecture 04 | Shocks and Patterns in Hyperbolic and Hyperbolic-Parabolic Balance Laws
Part of the Thematic Program on Shocks and Singularities: Nonlinear evolution equations in physical and life sciences
Wednesday, January 21
Jane Heffernan (York University)
Lecture 04
Jeremy Quastel (University of Toronto)
Lecture 06
Masoud Khalkhali (Western University)
Lecture 06: 1 Particle Irreducible Graphs & Effective Action
Yakov Shlapentokh-Rothman (University of Toronto)
Lecture 06 | Self-Similarity and the Einstein Vacuum Equations
Part of the Thematic Program on Shocks and Singularities: Nonlinear evolution equations in physical and life sciences
Nathaniel Osgood (University of Saskatchewan)
Lecture 05
Darinka Dentcheva (Stevens Institute of Technology)
Risk-Averse Optimization by Stochastic Dominance Constraints
Thursday, January 22
Nathaniel Osgood (University of Saskatchewan)
Lab 02
Dmitry Pelinovsky (McMaster University)
Lecture 06
Kevin Zumbrun (Indiana University)
Lecture 05 | Shocks and Patterns in Hyperbolic and Hyperbolic-Parabolic Balance Laws
Part of the Thematic Program on Shocks and Singularities: Nonlinear evolution equations in physical and life sciences
Friday, January 23
Andrew Jordan, Champman University
Captured in tunneling: making the virtual actual
Shaun Allison
The algebra of Knight models
Mike Zabrocki (York)
Math and AI
Nathaniel Osgood (University of Saskatchewan)
Lecture 06

