Events and Activities

Although there are several ways to ''choose a compact hyperbolic surface at random'', putting the Weil-Petersson probability measure on the moduli space of hyperbolic surfaces of a given topology is certainly the most natural. The work of M...

This will be an expository talk on the structure and classification of equivariant vector bundles on toric varieties. I will emphasize Klyachko's classification results from the 1980s and 1990s and discuss more recent re-formulations of this...

Although there are several ways to ''choose a compact hyperbolic surface at random'', putting the Weil-Petersson probability measure on the moduli space of hyperbolic surfaces of a given topology is certainly the most natural. The work of M...

In this talk, I will describe a new definition, joint with Bivas Khan, for a tropical toric vector bundle on a tropical toric variety. This builds on the tropicalizations of toric vector bundles, and can be used to define tropicalizations of vector...

September 20, 2024 at the Institute for Advanced Study and by Zoom. 

11:00am (ET) Introduction   Karen H Parshall (University of Virginia)...

In this talk, I'll show that the most natural low-degree test for polynomials over finite fields is ``robust'' in the high-error regime for linear-sized fields. This settles a long-standing open question in the area of low-degree testing, yielding...

In this talk, I'll show that the most natural low-degree test for polynomials over finite fields is ``robust'' in the high-error regime for linear-sized fields. This settles a long-standing open question in the area of low-degree testing, yielding...

Lorentzian polynomials serve as a bridge between continuous and discrete convex analysis, with tropical geometry providing the critical link. The tropical connection is used to produce Lorentzian polynomials from discrete convex functions, leading...