Abstract
Topological indices have a significant role in determining a molecule's topology in the light of theoretical chemistry. This study aimed to find new bounds for some eccentric-based topological indices. We used comparison theorem for integrals. We found new bounds for the eccentric-based harmonic index and atom-bond connectivity index. Our results are better than previous results in the literature. This study has contributed to the chemical graph theory literature by giving a new method to find eccentric-based topological indices with lower and upper bounds.
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