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Reflection functors and symplectic reflection algebras for wreath products
We construct reflection functors on categories of modules over deformed
wreath products of the preprojective algebra of a quiver. These functors give
equivalences of categories associated to generic parameters which are in the
same orbit under the Weyl group action. We give applications to the
representation theory of symplectic reflection algebras of wreath product
groups.Comment: 25 page
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