The degree-based topological indices for two special families of graphs of diameter three (Q2064685)
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scientific article; zbMATH DE number 7452834
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | The degree-based topological indices for two special families of graphs of diameter three |
scientific article; zbMATH DE number 7452834 |
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The degree-based topological indices for two special families of graphs of diameter three (English)
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6 January 2022
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Summary: In this research article, we determine some vertex degree-based topological indices or descriptors of two families of graphs, i.e., \(G= C_4(K_n)\) and \(G= C_4(K_n)+ v_1v_3\), where \(C_4(K_n)\) is a graph obtained by identifying one of the vertices of \(K_n\) with one vertex of \(C_4\). Similarly, a graph formed by joining one of the vertices of \(K_n\) with one vertex of \(C_4+ v_1v_3\) is known as the \(C_4(K_n)+ v_1v_3\) graph.
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vertex degree-based topological indices
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Randic index
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connectivity index
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Zagreb index
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Narumi-Katayama index
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multiplicative Zagreb index
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atom bond connectivity index
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augmented Zagreb index
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geometric arithmetic index
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harmonic index
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sum connectivity index
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