Tensor and Cartesian products for nanotori, nanotubes and zig–zag polyhex nanotubes and their applications to¹³C NMR spectroscopy

Computation of Mostar index for some graph operations

“…Consequently, the Mostar index explained here can assist as a valuable tool in expanding quantum estimations and other reactivity and electronic‐based descriptors determinable from quantum calculations. For more details, we refer the interested readers to [34–40, 59, 60, 67].…”

“…The two distance‐based sequences, the distance degree sequence and path degree sequences, were studied by Randić [51] for chemical graph theory. A comprehensive study has been accomplished in this area of research by Bloom et al [52, 53], Huilgol et al [54–60], Slater [61], Quintas et al [62], and so on. Now, we discuss some known results that will be used in the rest of the paper.…”

On computation of degree based entropy measures for terpyridine complex nanosheet

“…When paired with entropy measures, topological indices can be a potent tool in QSAR and QSPR studies. As a result of their application in quantitative structure‐activity and quantitative structure‐property relationships (QSPR), these indices have attracted a lot of attention in recent years [30–36]. The topological indices mentioned in Table 1 have useful applications in thermodynamics, drug discovery, and development on QSPR and QSAR study of molecules and other fields.…”