Euler characteristics of Hilbert schemes of points on simple surface singularities

Euler characteristics of Hilbert schemes of points on simple surface singularities

We study the geometry and topology of Hilbert schemes of points on the orbifold surface [C2/G], respectively the singular quotient surface C2/G, where G < SL(2, C) is a finite subgroup of type A or D. We give a decomposition of the (equivariant) Hilbert scheme of the orbifold into affine spac...

Полное описание

Библиографические подробности
Главные авторы:	Gyenge, Á, Némethi, A, Szendroi, B
Формат:	Journal article
Опубликовано:	Springer International Publishing 2018

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