Wenhao Zhen

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20242026

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math.GR2025

$m$ -partite oriented semiregular representation of valency 3 for finite groups

Songnian Xu, Dein Wong, Wenhao Zhen

Let $G$ be a finite group and $m \geq 2$ a positive integer. We say that $G$ admits an \emph{oriented $m$ -semiregular representation} (abbreviated as OmSR) if there exists a $m$ -Ca…

math.GR2025

The $m$ -partite digraphical representations of valency 3 of finite groups generated by two elements

Songnian Xu, Dein Wong, Chi Zhang +1

Let $G$ be a finite group and $m$ be an integer. We employ the notation $g_{i}$ to represent elements $(g, i)$ in the Cartesian product $G \times Z_{m}$ , where $Z_{m}$ d…

m-partite oriented semiregular representation of valency 3 for finite groups

The m-partite digraphical representations of valency 3 of finite groups generated by two elements

$m$ -partite oriented semiregular representation of valency 3 for finite groups

The $m$ -partite digraphical representations of valency 3 of finite groups generated by two elements