52 citations · 130 across the 21 of their papers we have counts for
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The comultiplication of modified quantum affine
Qiang Fu
Let be the modified quantum affine and let be the positive part of quantum affine $\frak{…
Positivity properties for canonical bases of modified quantum affine
Qiang Fu, Toshiaki Shoji
The positivity property for canonical bases asserts that the structure constants of the multiplication for the canonical basis are in . Let be th…
The Integral quantum loop algebra of
Jie Du, Qiang Fu
We will construct the Lusztig form for the quantum loop algebra of by proving the conjecture \cite[3.8.6]{DDF} and establish partially the Schur--Weyl duality at…
Quantum affine via Hecke algebras
Jie Du, Qiang Fu
We use the Hecke algebras of affine symmetric groups and their associated Schur algebras to construct a new algebra through a basis, and a set of generators and explicit multiplica…
BLM realization for Frobenius--Lusztig Kernels of type A
Qiang Fu
The infinitesimal quantum was realized in \cite[§6]{BLM}. We will realize Frobenius--Lusztig Kernels of type in this paper.
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…