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Computation of Topological Indices of Some Special Graphs

机译:一些特殊图的拓扑指数的计算

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摘要

There are several chemical indices that have been introduced in theoretical chemistry to measure the properties of molecular topology, such as distance-based topological indices, degree-based topological indices and counting-related topological indices. Among the degree-based topological indices, the atom-bond connectivity ( A B C ) index and geometric–arithmetic ( G A ) index are the most important, because of their chemical significance. Certain physicochemical properties, such as the boiling point, stability and strain energy, of chemical compounds are correlated by these topological indices. In this paper, we study the molecular topological properties of some special graphs. The indices ( A B C ) , ( A B C 4 ) , ( G A ) and ( G A 5 ) of these special graphs are computed.
机译:在理论化学中已经引入了几种化学指数来测量分子拓扑的性质,例如基于距离的拓扑指数,基于度的拓扑指数和与计数相关的拓扑指数。在基于度的拓扑指数中,原子键连接性(A B C)指数和几何算术(G A)指数是最重要的,因为它们具有化学意义。这些拓扑指数与化合物的某些物理化学性质(例如沸点,稳定性和应变能)相关。在本文中,我们研究了一些特殊图的分子拓扑性质。计算这些特殊图的索引(A B C),(A B C 4),(G A)和(G A 5)。

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