论文标题
在距离和距离（无迹象）的laplacian光谱上
On the distance & distance (signless) Laplacian spectra of non-commuting graphs
论文作者
论文摘要
令$ z（g）$为有限的非亚洲集团$g。$ $ g $的非通知图是一个简单的无向图，带有顶点$ g \ setminus z（g），$ u $和$ u $和$ v $，ne vu n ne vu。某些类别的有限非亚伯族组的图形图，并在一组上获得一些条件，以便非交换图是距离，距离（无明显的）laplacian积分。
Let $Z(G)$ be the centre of a finite non-abelian group $G.$ The non-commuting graph of $G$ is a simple undirected graph with vertex set $G\setminus Z(G),$ and two vertices $u$ and $v$ are adjacent if and only if $uv\ne vu.$ In this paper, we investigate the distance, distance (signless) Laplacian spectra of non-commuting graphs of some classes of finite non-abelian groups, and obtain some conditions on a group so that the non-commuting graph is distance, distance (signless) Laplacian integral.
