论文标题
霍尔代数和量子对称对kac-moody型
Hall algebras and quantum symmetric pairs of Kac-Moody type
论文作者
论文摘要
我们将$ \ imath $ hall代数的结构从acyclic扩展到任意$ \ imath $ Quivers，其中$ \ imath $ Quiver代数是无限二维的1-Gorenstein。然后，我们从量子对称对到$ \ imath $ hall代数与几乎是acyclic $ \ imath $ quiver相关的$ \ imath $ hall elgebra建立了来自通用$ \ imath $量子类型的注射式同态。
We extend our $\imath$Hall algebra construction from acyclic to arbitrary $\imath$quivers, where the $\imath$quiver algebras are infinite-dimensional 1-Gorenstein in general. Then we establish an injective homomorphism from the universal $\imath$quantum group of Kac-Moody type arising from quantum symmetric pairs to the $\imath$Hall algebra associated to a virtually acyclic $\imath$quiver.
