Past Events

Local components of important classes of automorphic representations associated to a number field can be organised into sets of representations of p-adic groups - these sets are called local Arthur packets. Computation of Arthur packets is an...

I will begin with a brief description of how computational sampling methods have been critical in developing methods to detect political maps which are gerrymandered. I will discuss some of the court cases and political implications in US elections...

Let $G$ be a finite subgroup of $SL_2(\mathbb{C})$ and consider its natural action on $X=\mathbb{C}^2$. The quotient $X/G$ has an isolated singularity, and the McKay correspondence is a series of beautiful connections between the representation...

The forum will explore a range of academic career paths, including research-stream positions at research-intensive universities, educational leadership positions, and positions at teaching-focused universities and colleges. The speakers will bring...

Abstract: Although there is an explicit isomorphism that relates the Hilbert scheme of points on an abelian surface to compactified Jacobians of curves in a linear system on the dual abelian surface, computing its action directly is challenging...

Abstract: Dynamical modeling for the spread of an infectious disease has 100 years of history. Traditional compartmental models such as SIR and SEIR, empirical models and data-driven models were all used during the COVID-19 epidemic. They played an...

Abstract of the talk: In his 1938 thesis, C. Godbersen conjectured that, among convex bodies of fixed positive volume, the mixed volume of a body and its reflection about the origin is maximized by simplices. Although not stated explicitly in...

Students of grades 5 to 7 are invited to challenge and develop their thinking and creativity skills at the Math Circle Workshops. This is an enrichment program for students organized by the faculty members of the Department of Mathematics at the...

We construct the 2D Yang-Mills-Higgs (YMH) measure via stochastic quantization. To this end, we show global well-posedness and uniform-in-time bounds for the associated Langevin dynamics, which is given by the 2D stochastic YMH equations. A key...

The work deals with establishing the solvability of a system of integro-differential equations in the situation of the double scale anomalous diffusion. Each equation of such system involves the sum of the two negative Laplace operators raised to two...