Chun-Ju Lai

most citedOn

q

-Schur algebras corresponding to Hecke algebras of type B

3 citations · 3 across the 2 of their papers we have counts for

collaborators

3 papers

math.RT2025

Infinite-Dimensional Towers and a Categorification of Differential Operators on $A_{Z [v, v^{- 1}]}^{1}$

Chun-Ju Lai, Cailan Li

We introduce axioms for towers of infinite-dimensional algebras such that the corresponding Grothendieck groups of projective and finite-dimensional modules are Hopf dual to each o…

math.RT2025

Category $O$ for Lie superalgebras

Chun-Ju Lai, Daniel K. Nakano, Arik Wilbert

The authors define a Category $O$ for any quasi-reductive Lie superalgebra $g$ with respect to a triangular decomposition. This much needed approach unifies ma…

math.RT2019★ 3 cited

On $q$ -Schur algebras corresponding to Hecke algebras of type B

Chun-Ju Lai, Daniel K. Nakano, Ziqing Xiang

In this paper the authors investigate the $q$ -Schur algebras of type B that were constructed earlier using coideal subalgebras for the quantum group of type A. The authors present…

Infinite-Dimensional Towers and a Categorification of Differential Operators on AZ[v,v−1]1​

Category O for Lie superalgebras

On q-Schur algebras corresponding to Hecke algebras of type B

Infinite-Dimensional Towers and a Categorification of Differential Operators on $A_{Z [v, v^{- 1}]}^{1}$

Category $O$ for Lie superalgebras

On $q$ -Schur algebras corresponding to Hecke algebras of type B