A topological index, also known as connectivity index, is a molecular structure descriptor calculated from a molecular graph of a chemical compound which characterizes its topology. Various topological indices are categorized based on their degree, distance, and spectrum. In this study, we calculated and analyzed the degree-based topological indices such as first general Zagreb index , geometric arithmetic index , harmonic index , general version of harmonic index , sum connectivity index , general sum connectivity index , forgotten topological index , and many more for the Robertson apex graph. Additionally, we calculated the newly developed topological indices such as the and Sanskruti index for the Robertson apex graph G.

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关于拓扑指标的某些方面

拓扑指数，也称为连通性指数，是根据表征其拓扑结构的化合物的分子图计算得出的分子结构描述符。各种拓扑索引根据其程度，距离和频谱进行分类。在这项研究中，我们计算并分析了基于度的拓扑指数，例如，第一个通用Zagreb指数，几何算术指数，谐波指数，谐波指数的通用版本，总连通性指数，总和连通性指数，被遗忘的拓扑指数，还有更多罗伯逊顶点图。此外，我们计算了新开发的拓扑指数，例如Robertson顶点图G的和Sanskruti指数。