Upcoming Events

The global population with access to electricity is constantly increasing from 84 to 92 percent. However, as the world continues to advance towards sustainable energy targets, there still exist 900 million people living without access to electricity...

There is an emerging interest in understanding the behavior of partial differential equations on graphs G=(V,E). The classic approach is to think of a graph as a (discretized) compact manifold without boundary (since there is no `complement', no...

In this talk, I will talk about applications of the entropy method and a tool that we call the mixture bound. To demonstrate how the mixture bound can be applied, I will show how one can prove Lovász’s version of the Kruskal–Katona theorem. I will...

Integer lattices play a central role in mathematics and computer science, with applications ranging from number theory and coding theory to combinatorial optimization. Over the past three decades, they have also become a cornerstone of modern...

In the late 70s, in a series of three seminal papers, Keane and Smorodinsky proved a finitary version of the Ornstein isomorphism theorem, first for Bernoulli schemes and then for Markov shifts. For Markov chains over a countable state space, the...

A broad class of computational tasks can be phrased as the problem of determining whether two cooperating players, Alice and Bob, can convince a referee that a given statement involving relations between variables is true. Classic examples include...

Pattern formation is a fundamental element of many processes in developmental biology. One example is the self-organization of microtubules (MTs) along the inner surface (cortex) of the plant cell membrane. MTs are dynamic polymers found within many...

Communication is essential to all relationships, and the teaching and learning of mathematics is no exception. In this talk, I will share reflections and experiences that highlight how communication shapes my relationships with students, colleagues...

A good way to understand the structure of a finite group is through its representations. The family of representations of a group on a fixed field has several properties: it is closed by finite direct sums, by tensor products, it contains the dual...

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...