Weinan Zhang

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20212026

most citedA Drinfeld type presentation of affine



quantum groups II: split BCFG type

13 citations · 35 across the 14 of their papers we have counts for

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math.QA2026

Relative braid group symmetries on quantum supersymmetric pairs of type sAIII

Yaolong Shen, Weinan Zhang

We introduce the relative Coxeter groupoid and construct intrinsic relative braid group symmetries for quantum supersymmetric pairs of type sAIII. These symmetries are constructed…

math.RT2026

Representations of quantum symmetric pairs at roots of unity

Jinfeng Song, Weinan Zhang

Let $θ$ be an involution of a complex semisimple Lie algebra $g$ and $(U_{v}, U_{v}^{})$ be the associated quantum symmetric pair at an odd root of unit…