The Entropy of Weighted Graphs with Atomic Bond Connectivity Edge Weights

Young Chel Kwun
Hafiz Mutee ur Rehman
Muhammad Yousaf
Waqas Nazeer
Shin Min Kang

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Publication date

January 2018

DOI

10.1155/2018/8407032

Publisher

Hindawi Limited

Journal

Discrete Dynamics in Nature and Society

Abstract

The aim of this report to solve the open problem suggested by Chen et al. We study the graph entropy with ABC edge weights and present bounds of it for connected graphs, regular graphs, complete bipartite graphs, chemical graphs, tree, unicyclic graphs, and star graphs. Moreover, we compute the graph entropy for some families of dendrimers

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The Entropy of Weighted Graphs with Atomic Bond Connectivity Edge Weights

Abstract

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The Entropy of Weighted Graphs with Atomic Bond Connectivity Edge Weights

Abstract

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