Past Events

We consider L-functions L 1, . . . , L k from the Selberg class having polynomial Euler product and satisfying Selberg’s orthonormality condition. We show that on every vertical line s = σ+it in the complex plane with σ ∈ (1/2, 1), these L-functions...

In this talk, I will present some mathematical models to investigate the impact of predation fear-induced indirect effects in different predator-prey systems and address relevant questions related to the stability and dynamical properties of the...

The regulation and maintenance of an organ’s shape is a major outstanding question in developmental biology. The Drosophila wing imaginal disc serves as a powerful system for elucidating design principles of the shape formation in epithelial...

Naively implemented, statistical procedures are prone to leaking information about their training data, which can be problematic if the data is sensitive. Differential privacy, a rigorous notion of data privacy, offers a principled framework to...

The 34th Canadian Conference on Computational Geometry (CCCG 2022) will be held in Toronto, Ontario, Canada on August 25-27, 2022, at Ryerson University. The Canadian Conference on Computational Geometry (CCCG) is a forum to disseminate and discuss...

It has long been the case that representation theory played an important role in understanding the spectrum of states in physics. I will describe how it can be used to describe some universal aspect of d-dimensional unitary conformal field theories...

This conference aims to share the most recent development in statistical data science, focusing on its applications in genomics and pharmaceutical research.Invited speakers consist of academic and industry R&D researchers. For graduate students, this...

This short workshop is being hosted at the University of Washington and is in honor of Prof Adrian Lewis in recognition of his fundamental contributions to nonsmooth optimization Schedule: Aug 9: 9 am -- 5pm & Invited talks at the University of...

A Subshift of Finite Type (SFT) is a translational-invariant set of colourings of a lattice by a finite alphabet, induced by a finite set of local forbidden patterns. Ergodic theory allows for a bridge between SFTs and a more probabilistic approach...

Establishing asymptotic formulas for moments of L-functions has been a main goal of analytic number theory for over a century. This topic is strongly connected to the generalized Lindelöf Hypothesis and various non-vanishing conjectures, and it has...