On the derived category of the Hilbert scheme of points on an Enriques surface
Andreas Krug, Pawel Sosna
Number | 12 |
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Authors |
Andreas Krug
Pawel Sosna |
Year | 2014 |
We use semi-orthogonal decompositions to construct autoequivalences of Hilbert schemes of points on Enriques surfaces and of Calabi-Yau varieties which cover them. While doing this, we show that the derived category of a surface whose irregularity and geometric genus vanish embeds into the derived category of its Hilbert scheme of points.