A bio-inspired clustering in mobile adhoc networks for internet of things based on honey bee and genetic algorithm

被引:0
|
作者
Masood Ahmad
Abdul Hameed
Fasee Ullah
Ishtiaq Wahid
Saeed Ur Rehman
Hasan Ali Khattak
机构
[1] Iqra University,Department of Computer Science
[2] National University of Computer and Emerging Sciences,Department of Electrical Engineering
[3] Sarhad University of Science and Technology,Department of Computer Science and IT
[4] Comsat University,undefined
[5] Comsat University,undefined
来源
Journal of Ambient Intelligence and Humanized Computing | 2020年 / 11卷
关键词
Internet of things; Mobile ad-hoc networks; Optimization; Honey bee algorithm; Genetic algorithm; Cluster;
D O I
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中图分类号
学科分类号
摘要
In mobile adhoc networks for internet of things, the size of routing table can be reduced with the help of clustering structure. The dynamic nature of MANETs and its complexity make it a type of network with high topology changes. To reduce the topology maintenance overhead, the cluster based structure may be used. Hence, it is highly desirable to design an algorithm that adopts quickly to topology dynamics and form balanced and stable clusters. In this article, the formulation of clustering problem is carried out initially. Later, an algorithm on the basis of honey bee algorithm, genetic algorithm and tabu search (GBTC) for internet of things is proposed. In this algorithm, the individual (bee) represents a possbile clustering structure and its fitness is evaluated on the basis of its stability and load balancing. A method is presented by merging the properties of honey bee and genetic algorithms to help the population to cope with the topology dynamics and produce top quality solutions that are closely related to each other. The simulation results conducted for validation show that the proposed work forms balance and stable clusters. The simulation results are compared with algorithms that do not consider the dynamic optimization requirements. The GTBC outperform existing algorithms in terms of network lifetime and clustering overhead etc.
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页码:4347 / 4361
页数:14
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