Previous Conferences & Workshops

We review the construction of the triangulated categories of motives over a base scheme (following the method of Morel and Voevodsky). We then explain quickly the construction of various operations between these categories as well as some...

I will discuss what we should mean by a higher order structure, and relate it to examples in link theory,cobordism theory and higher categories, motivating a general notion. Examples from physics and chemistry will also appear.

In this talk we introduce a discrete and computable version of a mathematical technique known as sheaf theory. This tool provides a method for extracting qualitative topological features of data over a space, rather than of the space itself. We...

Networks arise pervasively in biology, physics, technology, social science, and myriad other areas. They consist of a collection of entities (called nodes) connected via ties, and they typically exhibit a complicated mixture of random and structured...

The rapid improvements in computational power have enabled researchers to produce large amounts of molecular simulation data. Hence there is a pressing need to be able to analyze such data to enhance our understanding of molecular dynamics. However...

Ultrametrics are special metrics satisfying a strong form of the triangle inequality: For every $x, y, z$, $d(x, z) \impliedby \max\{d(x, y), d(y, z)\}$. We consider Ramsey-type problems for metric spaces of the following flavor:

Every metric space...