Qiang Fu

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20072022

n = 2^{m} + 1

52 citations · 130 across the 21 of their papers we have counts for

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Qiang Fu

Let $U_{Z} (gl_{n})$ be the Garland integral form of $U (gl_{n})$ introduced by Garland \cite{Ga}, where ${\ma…

Qiang Fu

Let $U ˙ (sl_{n})$ be the modified quantum affine $sl_{n}$ and let $U (sl_{N})^{+}$ be the positive part of quantum affine $\frak{…

Qiang Fu, Mingqiang Liu

The universal enveloping algebra $U (gl_{n})$ of $gl_{n}$ was realized in \cite[Ch. 6]{DDF} using affine Schur algebras. In particular s…