52 citations · 130 across the 21 of their papers we have counts for
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BLM realization for the integral form of quantum
Qiang Fu
Let be the quantum enveloping algebra of over , where is an indeterminate. We will use -Schur algebras to realize the integra…
Integral affine Schur-Weyl reciprocity
Qiang Fu
Let be the double Ringel--Hall algebra of the cyclic quiver and let …
Affine quantum Schur algebras and affine Hecke algebras
Qiang Fu
Let be the Schur functor from the category of finite dimensional -modules to the category of finite dimensional ${\mathcal S…
Affine quantum Schur algebras at roots of unity
Qiang Fu
We will classify finite dimensional irreducible modules for affine quantum Schur algebras at roots of unity and generalize \cite[(6.5f) and (6.5g)]{Gr80} to the affine case in this…
BLM realization for
Qiang Fu
In 1990, Beilinson-Lusztig-MacPherson (BLM) discovered a realization \cite[5.7]{BLM} for quantum via a geometric setting of quantum Schur algebras. We will generailze…
Small Representations for Affine q-Schur Algebras
Jie Du, Qiang Fu
When the parameter is not a root of unity, simple modules of affine -Schur algebras have been classified in terms of Frenkel--Mukhin's dominant Drinfeld polyno…