论文标题
关于图的某些拓扑指数
On certain topological indices of graphs
论文作者
论文摘要
在本文中，我们为几个基于顶点和边缘的图形拓扑索引提供了新的界限：Albertson不规则指数，学位方差指数，Mostar和第一个Zagreb索引。此外，我们通过IRB索引给图形的能量提供了新的上限。我们的大多数结果都取决于拉普拉斯光谱半径的众所周知的表征。
In this paper we give new bounds for a several vertex-based and edge-based topological indices of graphs: Albertson irregularity index, degree variance index, Mostar and the first Zagreb index. Moreover, we give a new upper bound for the energy of graphs through IRB-index. Most of our results rely on a well-known characterization of the Laplacian spectral radius.
