1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.QA2025
Twists of representations of complex reflection groups and rational Cherednik algebras
Yuri Bazlov, Edward Jones-Healey
Drinfeld twists, and the twists of Giaquinto and Zhang, allow for algebras and their modules to be deformed by a cocycle. We prove general results about cocycle twists of algebra f…
math.QA2023
Drinfeld twists of Koszul algebras
Edward Jones-Healey
Given a Hopf algebra and a counital -cocycle on , Drinfeld introduced a notion of twist which deforms an -module algebra into a new algebra . We show that…
math.QA2022★ 1 cited
Twists of rational Cherednik algebras
Yuri Bazlov, Arkady Berenstein, Edward Jones-Healey +1
We show that braided Cherednik algebras introduced by the first two authors are cocycle twists of rational Cherednik algebras of the imprimitive complex reflection groups $G(m,p,n)…