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math.RT2005
A remark on rational Cherednik algebras and differential operators on the cyclic quiver
Iain Gordon
We show that the spherical subalgebra of the rational Cherednik algebra associated to the wreath product of a symmetric group and a cyclic group is isomorphic to a quotient of the…
math.RT2004★ 4 cited
Rational Cherednik algebras and Hilbert schemes II: representations and sheaves
I. Gordon, J. T. Stafford
Let H_c be the rational Cherednik algebra of type A_{n-1} with spherical subalgebra U_c=eH_ce. Then U_c is filtered by order of differential operators with associated graded ring g…