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Zagreb and Wiener Indices of the Conjugacy Class Graph of the Quasi-Dihedral and Generalized Quaternion Groups |
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PP: 815-822 |
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doi:10.18576/amis/160515
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Author(s) |
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Vijay Kumar Bhat,
Sunny Kumar Sharma,
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Abstract |
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| The numerical invariance of a chemical graph is referred to as a graph-theoretic or topological index. In this article, we determine some degree-based and distance-based topological indices (viz., the first and second Zagreb indices and the Wiener index) for the conjugacy class graph of the quasi-dihedral and generalized quaternion Groups.
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