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Title:
Euler numbers of Hilbert schemes of points on simple surface singularities

Speaker:
Hiraku Nakajima

Abstract:
We prove the conjecture by Gyenge, Némethi and Szendrői in arXiv:1512.06844, arXiv:1512.06848 giving a formula of the generating function of Euler numbers of Hilbert schemes of points Hilbn(C2/Γ) on a simple singularity C2/Γ, where Γ is a finite subgroup of SL(2). This is based on my preprint arXiv:2001.03834.

Link:
https://mathtube.org/lecture/video/euler-numbers-hilbert-schemes-points-simple-surface-singularities

Workshop:
Mathtube- Qolloquium: A One-Day Conference on Quivers, Representations, Resolutions