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math.RT2015★ 4 cited
Kleshchev's decomposition numbers for diagrammatic Cherednik algebras
Christopher Bowman, Liron Speyer
We construct a family of graded isomorphisms between certain subquotients of diagrammatic Cherednik algebras as the quantum characteristic, multicharge, level, degree, and weightin…
math.RT2015★ 3 cited
On graded decomposition numbers of Cherednik algebras
C. Bowman, A. G. Cox, L. Speyer
We provide an algorithmic description of a family of graded decomposition numbers for rational Cherednik algebras.