2 problems

Let $G\subset\operatorname{SL}_3(\mathbb{C})$ be a finite abelian group, let $Y=G\text{-Hilb}(\mathbb{C}^3)$, and let $\Psi(\mathcal{O}_0\otimes\chi)$ be the inverse Fourier–Mukai…

Let $G \subset \operatorname{SL}_3(\mathbb{C})$ be a finite abelian group, and let $Y=G\text{-Hilb}(\mathbb{C}^3)$. Write $\Psi:D^G(\mathbb{C}^3)\to D(Y)$ for the inverse Fourier–M…