Title of article
Weighted entropies of Tuc5c8[P;Q] nanotube with the degree based topological indices as weights
Author/Authors
Afzal ، Farkhanda National University of Sciences and Technology , Afzal ، Faiza Department of Mathematics and Statistics - University of Lahore , Afzal ، Deeba Department of Mathematics and Statistics - University of Lahore , Farahani ، Mohammad Reza Department of Applied Mathematics - Iran University of Science and Technology , Cancan ، Murat Faculty of Education - Van Yuzuncu Yıl University, Zeve Campus , Ediz ، Suleyman Faculty of Education - Van Yuzuncu Yıl University, Zeve Campus
From page
14
To page
18
Abstract
The entropy of a graph is a function depending both on the graph itself and on a probability distribution on its vertex set. This graph function originated in the problem of source coding in information theory and was introduced by J. Krner in 1973. Although the notion of graph entropy has its roots in information theory, it was proved to be closely related to some classical and frequently studied graph theoretic concepts. In this article, we captured the symmetry present in the structure of molecular graph of nanotube. We computed entropies of TUC5C8[p;q] nanotube taking some degree-based topological indices as edge weights.
Keywords
Nanotube , topological indices , weighted entropy , Zagreb indices , Randić index
Journal title
Eurasian Chemical Communications
Journal title
Eurasian Chemical Communications
Record number
2577845
Link To Document