论文标题
通勤共轭类图形的共同邻居光谱和能量
Common neighbourhood spectrum and energy of commuting conjugacy class graph
论文作者
论文摘要
在本文中，我们计算了几个有限的非亚伯利亚群体家庭的共同邻居（缩写为CN）和通勤共轭类图形的能量。由于结果的结果，我们表明了$ d_ {2n} $，$ t_ {4n} $，$ sd_ {8n} $，$ _ {（n，m）} $，$ _ {（n，m）} $，$ _ {6n} $，$ v_ n n ys n ys n ys ys ys ys ys ys y g（p y g（p）异态至$ d_ {2n} $或$ z_p \ times z_p $，对于某些prime $ p $，是cn-integral，但不是cn-hyperenergetic。
In this paper we compute common neighbourhood (abbreviated as CN) spectrum and energy of commuting conjugacy class graph of several families of finite non-abelian groups. As a consequence of our results we show that the commuting conjugacy class graphs of the groups $D_{2n}$, $T_{4n}$, $SD_{8n}$, $U_{(n,m)}$, $U_{6n}$, $V_{8n}$, $G(p, m, n)$ and some families of groups whose central quotient is isomorphic to $D_{2n}$ or $Z_p \times Z_p$, for some prime $p$, are CN-integral but not CN-hyperenergetic.
