Sensitivity analysis based on variance decomposition for factors in bat algorithm

Purpose This paper aims to quantify the dependence relationship of bat algorithm’s (BA) behaviour on the factors that could possibly affect the outputs, and rank the importance of the various uncertain factors thus suggesting research priorities. Design/methodology/approach This paper conducts a sen...

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Bibliographic Details
Published inEngineering computations Vol. 36; no. 5; pp. 1608 - 1625
Main Authors Yin, Shi, Zhu, Ming
Format Journal Article
LanguageEnglish
Published Bradford Emerald Publishing Limited 15.08.2019
Emerald Group Publishing Limited
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ISSN0264-4401
1758-7077
DOI10.1108/EC-09-2018-0402

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Summary:Purpose This paper aims to quantify the dependence relationship of bat algorithm’s (BA) behaviour on the factors that could possibly affect the outputs, and rank the importance of the various uncertain factors thus suggesting research priorities. Design/methodology/approach This paper conducts a sensitivity analysis based on variance decomposition of factors in both of original and improved BA. The data sets for sensitivity analysis are generated by optimal Latin hyper sampling in the design of experiment. The optimal factor sets are screened by stochastic error bar measures for the effective and robust implementation of BA. Findings The paper reveals the inner dependent relationship between factors and output in both of original and improved BA. It figures out the weakness in original BA and improves that. It suggests that uncertainty brought about by factors are mainly caused by the interaction effect and all the higher-order term in sensitivity indices for both of original and improved BA. It ranks the main effect and the total effect of factors and screens out some optimal factor sets for BA. Originality/value This paper quantifies the dependence relationship of BA’s behaviour on the factors that could affect outputs using sensitivity analysis based on variance decomposition.
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ISSN:0264-4401
1758-7077
DOI:10.1108/EC-09-2018-0402