On Bond Incident Degree Indices of Random Spiro Chains

Limit theorems for Randić index for Erdos-Rényi graphs

“…Under the same line, several topological indices have been investigated within the ER model, employing computational or analytical approaches [19,6,23,8]; since, for instance, comprehensive knowledge of various indices pertaining to the model could function as indicators of whether a network conforms to the Erdős-Rényi random graph model. Similarly, the generalized Randić index has been scrutinized across various random models [12,34,29,30]. Moreover, as points of intersection, the generalized Randić index has been examined within the ER model [33,22,7].…”

On degree–based topological indices of random polyomino chains

“…On the other hand, in the realm of random chain analysis, topological indices have emerged as a dynamic research area over the past two decades [9]. Numerous topological indices have been scrutinized across various types of random chains, including random cyclooctane chains [10,11], random polyphenyl chains [12,13], random phenylene chains [14,15], random spiro chains [16,17,18], random hexagonal chains [19,20,21], and random polyomino chains [22,23]. Furthermore, it is noteworthy that the Zagreb connection indices have been investigated within the context of random cyclooctatetraene chains, random polyphenyl chains, and triangular chain structures [24,25], representing an intersection of these aforementioned research endeavors.…”