17 citations · 28 across the 5 of their papers we have counts for
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math.AG1999
McKay correspondence for symplectic quotient singularities
D. Kaledin
We consider the quotients of a symplectic complex vector space by a finite subgroup which admit a smooth crepant resolution . For such quot…
math.AG1999
Dynkin diagrams and crepant resolutions of quotient singularities
D. Kaledin
Let be a complex vector space on which a finite group acts by linear transformations. Let be the sum of with its dual . We prove that if the quo…