Derived categories and motives of moduli spaces of vector bundles on curves

Name: Derived categories and motives of moduli spaces of vector bundles on curves
Start: 2020-11-23T11:30:00-05:00
End: 2020-11-23T12:30:00-05:00
Location: Virtually

CMSA EVENTS: CMSA MATHEMATICAL PHYSICS AND ALGEBRAIC GEOMETRY SEMINAR

When: November 23, 2020

11:30 am - 12:30 pm

Where: Virtually

Speaker: Kyoung-Seog Lee - University of Miami

Derived categories and motives are important invariants of algebraic varieties invented by Grothendieck and his collaborators around 1960s. In 2005, Orlov conjectured that they will be closely related and now there are several evidences supporting his conjecture. On the other hand, moduli spaces of vector bundles on curves provide attractive and important examples of algebraic varieties and there have been intensive works studying them. In this talk, I will discuss derived categories and motives of moduli spaces of vector bundles on curves. This talk is based on joint works with I. Biswas and T. Gomez.

Zoom: https://harvard.zoom.us/j/91780604388?pwd=d3BqazFwbDZLQng0cEREclFqWkN4UT09