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Shuffle algebras for quivers and wheel conditions
release_zt6ytxnberevbbsh6obticb2ki
by
Andrei Neguţ
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as a article
.
2021
Abstract
We show that the shuffle algebra associated to a doubled quiver (determined
by 3-variable wheel conditions) is generated by elements of minimal degree.
Together with results of Varagnolo-Vasserot and Yu Zhao, this implies that the
aforementioned shuffle algebra is isomorphic to the localized K-theoretic Hall
algebra associated to the quiver by Schiffmann-Vasserot.
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2108.08779v3
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