In the modern era of the chemical science, the chemical graph theory has contributed significantly to exploring the properties of the chemical compounds. Currently, the computation of the topological indices is one of the most active directions of the research in the area of the chemical graph theory. The main feature of the study of the topological indices is its its ability of predicting the various physio-chemical properties. In this article, we compute several degree-based topological indices for the caboxy-terminated dendritic macromolecule. We compute Harmonic index, atom-bond connectivity index, geometric arithmetic index, sum connectivity index, inverse sum index, symmetric division degree, and Zagreb indices for caboxy-terminated dendritic macromolecule. The obtained results have potential to predict biochemical properties such as viscosity, entropy, and boiling point.

中文翻译：

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羧基末端树枝状大分子的一些基于度的拓扑指数

在化学科学的现代时代，化学图论对探索化合物的性质做出了重大贡献。目前，拓扑指数的计算是化学图论领域最活跃的研究方向之一。拓扑指标研究的主要特征是其预测各种理化性质的能力。在本文中，我们计算了羧基末端树枝状大分子的几个基于度的拓扑指数。我们计算了羧基末端树枝状大分子的谐波指数、原子键连通性指数、几何算术指数、和连通性指数、逆和指数、对称分割度和萨格勒布指数。