论文标题
关于顶点 - 偶界双环侧面的能量顺序
On energy ordering of vertex-disjoint bicyclic sidigraphs
论文作者
论文摘要
签名的挖掘物的能量和IOTA能量分别定义为真实部分的绝对值和其特征值虚构部分的绝对值之和。最近，Yang和Wang（2018）在d（n）中找到了digraphs的能量和IOTA能量顺序，并计算了最大能量和IOTA能量，其中d（n）表示固定顺序n的顶点 - 二连之间的双相关二极管digraphs。在本文中，我们研究了d（n，s）中签名的digraphs的能量排序，并找到最大能量，其中d（n，s）表示固定顺序n的顶点 - 偶发性双环侧面的集合。
The energy and iota energy of signed digraphs are respectively defined as the sum of absolute values of real parts and sum of absolute values of imaginary parts of its eigenvalues. Recently, Yang and Wang (2018) find the energy and iota energy ordering of digraphs in D(n) and compute the maximal energy and iota energy, where D(n) denotes the set of vertex-disjoint bicyclic digraphs of a fixed order n. In this paper, we investigate the energy ordering of signed digraphs in D(n,s) and finds the maximal energy, where D(n,s) denotes the set of vertex-disjoint bicyclic sidigraphs of a fixed order n.
