Xiaobing Sheng

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20212026

most citedHofstadter-Toda spectral duality and quantum groups

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

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math.GR2026

On subgroups of Brin-Thompson groups $nV$

Sadayoshi Kojima, Xiaobing Sheng

We prove that the Brin-Thompson group $nV$ is torsion locally finite for $n \geq 1$ which is known only when $n = 1$ , and $nV$ contains continuum many copies of the additive group…

math.GR2021

Divergence properties of the generalised Thompson groups and the braided-Thompson groups

Xiaobing Sheng

Golan and Sapir \cite{MR3978542} proved that the Thompson's groups $F$ , $T$ and $V$ have linear divergence. In the current paper, we focus on the divergence properties of several g…

On subgroups of Brin-Thompson groups nV

Divergence properties of the generalised Thompson groups and the braided-Thompson groups

On subgroups of Brin-Thompson groups $nV$