Abstract
AbstractOn the great success of bond‐additive topological indices such as Szeged, Padmakar‐Ivan, Zagreb, and irregularity measures, yet another index, the Mostar index, has been introduced recently as a quantitative refinement of the distance nonbalancedness and also a peripherality measure in molecular graphs and networks. In this direction, we introduce other variants of bond‐additive indices, such as edge‐Mostar and total‐Mostar indices. The present article explores a computational technique for Mostar, edge‐Mostar, and total‐Mostar indices with respect to the strength‐weighted parameters. As an application, these techniques are applied to compute the three indices for the family of coronoid and carbon nanocone structures.
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