Andras Szenes (Universite de Geneve)
Tuesday, June 15, 2021 - 14:00
Humboldt-Universit├Ąt zu Berlin
Rudower Chaussee 25, 12489 Berlin, https://zoom.us/j/99324392000?pwd=SDlMaG1LWEdpQTAxcjVVbCs0SzZnQT09 (Code 857807), Pass code: 857807
The Verlinde formula for the Hilbert function of the moduli space of vector bundles on a Riemann surface is one of the most fascinating results in enumerative geometry. I will review several approaches to this theorem, and then present a brand new proof (joint work with Olga Trapeznikova) based on a new look at the Drinfeld-Hecke correspondences on curves.
submitted by Gaetan Borot (gaetan.borot@hu-berlin.de)