Ivan Losev
Published 2010-01-01, updated 2011-09-21Version 4
In this paper we study the structure of completions of symplectic reflection algebras. Our results provides a reduction to smaller algebras. We apply this reduction to the study of two-sided ideals and Harish-Chandra bimodules.
Comments: preliminary version, 49 pages, v2; 56 pages, significant changes, new Section added; v3, 61 pages, more material in Section 5; v4, 62 pages, some changes: Subsection 4.3 was moved to Section 5. To appear in Selecta Math
Derived equivalences for Symplectic reflection algebras
The number of independent Traces and Supertraces on Symplectic Reflection Algebras
Completions of discrete cluster categories of type $\mathbb{A}$
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