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Department of Mathematics,
Department of Mathematics,
University of California San Diego
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Math 208 - Algebraic Geometry Seminar
Martijn Kool
Utrecht University
Virtual Segre and Verlinde numbers of projective surfaces.
Abstract:
Recently, Marian-Oprea-Pandharipande proved Lehn's conjecture for Segre numbers associated to Hilbert schemes of points on surfaces. They also provided a conjectural correspondence between Segre and Verlinde numbers. For surfaces with holomorphic 2-form, we propose conjectural generalizations of their results to moduli spaces of stable sheaves of any rank. We provide several verifications by using Mochizuki's formula. Joint work with Gottsche.
Host: Dragos Oprea
October 16, 2020
11:30 AM
For Zoom: Please contact David Stapleton (dstapleton@ucsd.edu)
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