Abelian localization for cyclotomic Cherednik algebras
Ivan Losev
TL;DR
This paper proves an abelian localization theorem for modules over cyclotomic Rational Cherednik algebras, advancing the understanding of their module categories and geometric representation theory.
Contribution
It establishes the abelian localization theorem specifically for cyclotomic Rational Cherednik algebras, a significant step in their representation theory.
Findings
Proved the abelian localization theorem for cyclotomic Rational Cherednik algebras.
Enhanced understanding of module categories for these algebras.
Bridged algebraic and geometric perspectives in their study.
Abstract
In this paper we prove the abelian localization theorem for modules over cyclotomic Rational Cherednik algebras.
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Taxonomy
TopicsAdvanced Topics in Algebra · Algebraic structures and combinatorial models · Rings, Modules, and Algebras