Publication

Motivic Classes of Nakajima Quiver Varieties

Dimitri Stelio Wyss
2016
Journal Articles

Abstract

We prove that Hausel’s formula for the number of rational points of a Nakajima quiver variety over a finite field also holds in a suitable localization of the Grothendieck ring of varieties. In order to generalize the arithmetic harmonic analysis in his proof we use Grothendieck rings with exponentials as introduced by Cluckers-Loeser and Hrushovski-Kazhdan.

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Motivic Classes of Nakajima Quiver Varieties

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