Previous Conferences & Workshops

The purpose of this talk is to ask a single question: what is the correct definition of intersection theory on varieties? Join me, as we travel through space and time from the ancient origins of enumerative geometry, through Fulton-MacPherson's work...

The notion of $p$-adic shtukas are introduced by Scholze in his Berkeley lectures on $p$-adic geometry. They are closely related to $p$-divisible groups when their ``legs" are bounded by some minuscule cocharacter. But compared to $p$-divisible...

In topology, the choice of a spin structure on an oriented surface gives a quadratic refinement of the intersection form on mod 2 homology. There is a similar story about 3-manifolds. I will report on joint work (in progress) with Artane Siad where...

A recent line of work has shown a surprising connection between multicalibration, a multi-group fairness notion, and omniprediction, a learning paradigm that provides simultaneous loss minimization guarantees for a large family of loss functions...

We will globalize the notion of solid modules to an arbitrary scheme/discrete adic space.

We study the probability that a geodesic passes through a prescribed edge in first-passage percolation on Z^d. Benjamini, Kalai and Schramm conjectured that this probability tends to zero as the length of the geodesic tends to infinity, as long as...