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On topological indices of carbon nanocones and nanotori

Let G be a graph with n vertices and d i is the degree of its ith vertex (d i is the degree of v i). In this article, we compute the redefined first Zagreb index, redefined second Zagreb index, redefined third Zagreb index, augmented Zagreb index of graphs carbon nanocones CNC k[n], and nanotori [C4...

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Published in:International journal of quantum chemistry 2020-03, Vol.120 (6), p.n/a
Main Author: Jahanbani, Akbar
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description Let G be a graph with n vertices and d i is the degree of its ith vertex (d i is the degree of v i). In this article, we compute the redefined first Zagreb index, redefined second Zagreb index, redefined third Zagreb index, augmented Zagreb index of graphs carbon nanocones CNC k[n], and nanotori [C4C6C8(p,q)]. Also, compute the multiplicative redefined first Zagreb index, multiplicative redefined second Zagreb index, multiplicative redefined third Zagreb index, multiplicative augmented Zagreb index of carbon nanocones CNC k[n], and nanotori [C4C6C8(p,q)]. The molecular graph of nanocones have conical structures with a cycle of length k at its core and n layers of hexagons placed at the conical surface around its center, show carbon nanocones in this figure.
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subjects Apexes
augmented Zagreb index
Carbon
carbon nanocones
Chemistry
Graph theory
nanotori
Physical chemistry
Quantum physics
re‐defined Zagreb index
topological index
title On topological indices of carbon nanocones and nanotori
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