The Fields Institute for
Research in Mathematical Sciences

Jack Ceroni, University of Toronto
An A_{\infty}-algebra generalization of the De Rham theorem

Benedek Valko, UW-Madison
Pair correlation for the Sine-beta process for even beta

Vitali Vougalter (University of Toronto)
On the solvability of some systems of integro-differential equations with the double scale anomalous diffusion in higher dimensions.

Hadi Salmasian (University of Ottawa)
Lecture 17: Proofs of the construction of the universal cover of SL(2,R), analytic subgroups of Lie groups.

Dr. Mark Chaplain (University of St Andrews)
Angiogenesis

Part of the Thematic Program on Mathematical Oncology

Taylor Brysiewicz (Western University)
Lecture 25 | Numerical Algebraic Geometry

Nikolay Bogachev (University of Toronto)
Lecture 15 | Geometry, Arithmetic, and Dynamics of Discrete Groups

Mohamed Omar (York University)
Lecture 09 | Algebraic Methods in Extremal Combinatorics

Alexandra Shyntar (University of Alberta)
Mathematical Modelling of Non-Small Cell Lung Cancer Volume Data

Part of the Thematic Program on Mathematical Oncology

Hadi Salmasian (University of Ottawa)
Lecture 18: Smooth atlas of an analytic subgroup, compact Lie groups.

Dr. Mark Chaplain (University of St Andrews)
Invasion and Metastatic Spread

Part of the Thematic Program on Mathematical Oncology

Taylor Brysiewicz (Western University)
Lecture 26 | Numerical Algebraic Geometry

Taylor Brysiewicz (Western University)
Lecture 27 | Numerical Algebraic Geometry

Nikolay Bogachev (University of Toronto)
Lecture 16 | Geometry, Arithmetic, and Dynamics of Discrete Groups

Giulia Laura Celora (University College London)
Unravelling the connection between hypoxia and intra-tumour heterogeneity through mathematical modelling

Thi Ha Kyaw & Gaurav Saxena, LG Electronics Toronto AI Lab
Quantum Industry Seminar: Constant Runtime Error Mitigation

Shaun Allison, UofT
Treeable CBERs are classifiable by an abelian Polish group