209 citations · 1.5k across the 128 of their papers we have counts for
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Hall algebras and quantum symmetric pairs III: Quiver varieties
Ming Lu, Weiqiang Wang
The quiver algebras were introduced recently by the authors to provide a Hall algebra realization of universal quantum groups, which is a generalization of Bridgela…
Hall algebras and quantum symmetric pairs II: reflection functors
Ming Lu, Weiqiang Wang
Recently the authors initiated an Hall algebra approach to (universal) quantum groups arising from quantum symmetric pairs. In this paper we construct and study BGP…
Odd singular vector formula for general linear Lie superalgebras
Jie Liu, Li Luo, Weiqiang Wang
We establish a closed formula for a singular vector of weight in the Verma module of highest weight for Lie superalgebra when is atypical with re…
Hall algebras and quantum symmetric pairs I: foundations
Ming Lu, Weiqiang Wang
A quantum symmetric pair consists of a quantum group and its coideal subalgebra with parameters (called an …