Information Entropy Based on Propagation Feature of Node for Identifying the Influential Nodes

For understanding and controlling spreading in complex networks, identifying the most influential nodes, which can be applied to disease control, viral marketing, air traffic control, and many other fields, is of great importance. By taking the effect of the spreading rate on information entropy int...

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Main Authors: Linfeng Zhong, Yu Bai, Yan Tian, Chen Luo, Jin Huang, Weijun Pan
Format: Article
Language:English
Published: Hindawi-Wiley 2021-01-01
Series:Complexity
Online Access:http://dx.doi.org/10.1155/2021/5554322
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spelling doaj-46d234fe74ee49ab87bbb8a8bd554eb42021-05-31T00:33:37ZengHindawi-WileyComplexity1099-05262021-01-01202110.1155/2021/5554322Information Entropy Based on Propagation Feature of Node for Identifying the Influential NodesLinfeng Zhong0Yu Bai1Yan Tian2Chen Luo3Jin Huang4Weijun Pan5Civil Aviation Flight University of ChinaCivil Aviation Flight University of ChinaSchool of ScienceCivil Aviation Flight University of ChinaCivil Aviation Flight University of ChinaCivil Aviation Flight University of ChinaFor understanding and controlling spreading in complex networks, identifying the most influential nodes, which can be applied to disease control, viral marketing, air traffic control, and many other fields, is of great importance. By taking the effect of the spreading rate on information entropy into account, we proposed an improved information entropy (IIE) method. Compared to the benchmark methods in the six different empirical networks, the IIE method has been found with a better performance on Kendall’s Tau and imprecision function under the Susceptible Infected Recovered (SIR) model. Especially in the Facebook network, Kendall’s Tau can grow by 120% as compared with the original IE method. And, there is also an equally good performance in the comparative analysis of imprecise functions. The imprecise functions’ value of the IIE method is smaller than the benchmark methods in six networks.http://dx.doi.org/10.1155/2021/5554322
collection DOAJ
language English
format Article
sources DOAJ
author Linfeng Zhong
Yu Bai
Yan Tian
Chen Luo
Jin Huang
Weijun Pan
spellingShingle Linfeng Zhong
Yu Bai
Yan Tian
Chen Luo
Jin Huang
Weijun Pan
Information Entropy Based on Propagation Feature of Node for Identifying the Influential Nodes
Complexity
author_facet Linfeng Zhong
Yu Bai
Yan Tian
Chen Luo
Jin Huang
Weijun Pan
author_sort Linfeng Zhong
title Information Entropy Based on Propagation Feature of Node for Identifying the Influential Nodes
title_short Information Entropy Based on Propagation Feature of Node for Identifying the Influential Nodes
title_full Information Entropy Based on Propagation Feature of Node for Identifying the Influential Nodes
title_fullStr Information Entropy Based on Propagation Feature of Node for Identifying the Influential Nodes
title_full_unstemmed Information Entropy Based on Propagation Feature of Node for Identifying the Influential Nodes
title_sort information entropy based on propagation feature of node for identifying the influential nodes
publisher Hindawi-Wiley
series Complexity
issn 1099-0526
publishDate 2021-01-01
description For understanding and controlling spreading in complex networks, identifying the most influential nodes, which can be applied to disease control, viral marketing, air traffic control, and many other fields, is of great importance. By taking the effect of the spreading rate on information entropy into account, we proposed an improved information entropy (IIE) method. Compared to the benchmark methods in the six different empirical networks, the IIE method has been found with a better performance on Kendall’s Tau and imprecision function under the Susceptible Infected Recovered (SIR) model. Especially in the Facebook network, Kendall’s Tau can grow by 120% as compared with the original IE method. And, there is also an equally good performance in the comparative analysis of imprecise functions. The imprecise functions’ value of the IIE method is smaller than the benchmark methods in six networks.
url http://dx.doi.org/10.1155/2021/5554322
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