Proves that D^b(coh X) admits a full exceptional collection when X is a complex log del Pezzo surface with all singularities of type 1/3(1,1), including an explicit collection of length 13 for a degree-10 hypersurface example.
Mongardi, On symplectic automorphisms of hyper- K \" a hler fourfolds of K3^ [2] type , Michigan Math
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Classification of terminalizations of symplectic quotients of K3^{[n]} and generalized Kummer varieties yields at least nine new deformation types of irreducible symplectic varieties of dimension four.
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Exceptional collections for canonical stacks of log del Pezzo surfaces with $\frac13(1,1)$ singularities
Proves that D^b(coh X) admits a full exceptional collection when X is a complex log del Pezzo surface with all singularities of type 1/3(1,1), including an explicit collection of length 13 for a degree-10 hypersurface example.
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Terminalizations of quotients of compact hyperk\"ahler manifolds by induced symplectic automorphisms
Classification of terminalizations of symplectic quotients of K3^{[n]} and generalized Kummer varieties yields at least nine new deformation types of irreducible symplectic varieties of dimension four.