论文标题
$ \ psl（3，q）$和$ \ psu（3，q）$的Huppert的模拟猜想
Huppert's analogue conjecture for $\PSL(3,q)$ and $\PSU(3,q)$
论文作者
论文摘要
令$ g $为有限的组，$χ\ in \ inr（g）$。 $χ$的代码定义为 $ \ cod（χ）= \ frac {| g：\ ker（χ）|} {χ（1）} $和$ \ cod（g）= \ {\ cod（χ）\ | \χ\ in \ inr（g）\} $。在本文中，我们表明$ \ psl（3，q）$和$ \ psu（3，q）$的代码集确定了该组达到同构。
Let $G$ be a finite group and $χ\in \irr(G)$. The codegree of $χ$ is defined as $\cod(χ)=\frac{|G:\ker(χ)|}{χ(1)}$ and $\cod(G)=\{\cod(χ) \ |\ χ\in \irr(G)\}$ is called the set of codegrees of $G$. In this paper, we show that the set of codegrees of $\PSL(3,q)$ and $\PSU(3,q)$ determines the group up to isomorphism.
