@article{Furtula_Gutman_Das_2016, place={Belgrade, Serbia}, title={On atom-bond connectivity molecule structure descriptors}, volume={81}, url={https://shd-pub.org.rs/index.php/JSCS/article/view/1098}, DOI={10.2298/JSC150901093F}, abstractNote={<p class="western" lang="hr-HR"><span lang="en-US">The atom-bond connectivity index (</span><span lang="en-US"><em>ABC</em></span><span lang="en-US">) is a degree-based molecular structure descriptor with well-documented chemical applications. In 2010 a distance-based new variant of this index (</span><span lang="en-US"><em>ABC</em></span><sub><span lang="en-US"><em>GG</em></span></sub><span lang="en-US">) has been proposed. Until now, the relation between </span><span lang="en-US"><em>ABC </em></span><span lang="en-US">and </span><span lang="en-US"><em>ABC</em></span><sub><span lang="en-US"><em>GG</em></span></sub><span lang="en-US"> has not been analyzed. In this paper, we establish the basic characteristics of this relation. In particular, </span><span lang="en-US"><em>ABC </em></span><span lang="en-US">and </span><span lang="en-US"><em>ABC</em></span><sub><span lang="en-US"><em>GG</em></span></sub><span lang="en-US"> are not correlated and both cases <img 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alt="" name="Object2" width="99" height="24" align="absmiddle" /> may occur in the case of (structurally similar) molecules. However, in the case of benzenoid hydrocarbons, </span><span lang="en-US"><em>ABC </em></span><span lang="en-US">always exceeds </span><span lang="en-US"><em>ABC</em></span><sub><span lang="en-US"><em>GG </em></span></sub><span lang="en-US">.</span></p>}, number={3}, journal={Journal of the Serbian Chemical Society}, author={Furtula, Boris and Gutman, Ivan and Das, Kinkar Ch}, year={2016}, month={Apr.}, pages={271–276} }