论文标题
关于签名图的某些拓扑指数
On Certain Topological Indices of Signed Graphs
论文作者
论文摘要
图$ G $的第一个Zagreb索引是图中顶点度的正方形和$ G $的第二个Zagreb索引是$ G $中相邻顶点的产品的总和。 $ g $中边缘的不平衡是其最终顶点学位的数值差异，$ g $的不规则性是其所有边缘的不平衡。在本文中，我们将这些拓扑指数的概念扩展到签名图中，并在签名图上讨论相应的结果。
The first Zagreb index of a graph $G$ is the sum of squares of the vertex degrees in a graph and the second Zagreb index of $G$ is the sum of products of degrees of adjacent vertices in $G$. The imbalance of an edge in $G$ is the numerical difference of degrees of its end vertices and the irregularity of $G$ is the sum of imbalances of all its edges. In this paper, we extend the concepts of these topological indices for signed graphs and discuss the corresponding results on signed graphs.
