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Cooperative Coevolutionary Bare-Bones Particle Swarm Optimization With Function Independent Decomposition for Large-Scale Supply Chain Network Design With Uncertainties

Authors
Zhang, XinDu, Ke-JingZhan, Zhi-HuiKwong, SamGu, Tian-LongZhang, Jun
Issue Date
Oct-2020
Publisher
IEEE Advancing Technology for Humanity
Keywords
Bare-bones particle swarm optimization (BBPSO); cooperative coevolution (CC); large-scale supply chain network design under uncertainties (LUSCND)
Citation
IEEE Transactions on Cybernetics, v.50, no.10, pp 4454 - 4468
Pages
15
Indexed
SCIE
SCOPUS
Journal Title
IEEE Transactions on Cybernetics
Volume
50
Number
10
Start Page
4454
End Page
4468
URI
https://scholarworks.bwise.kr/erica/handle/2021.sw.erica/115420
DOI
10.1109/TCYB.2019.2937565
ISSN
2168-2267
2168-2275
Abstract
Supply chain network design (SCND) is a complicated constrained optimization problem that plays a significant role in the business management. This article extends the SCND model to a large-scale SCND with uncertainties (LUSCND), which is more practical but also more challenging. However, it is difficult for traditional approaches to obtain the feasible solutions in the large-scale search space within the limited time. This article proposes a cooperative coevolutionary bare-bones particle swarm optimization (CCBBPSO) with function independent decomposition (FID), called CCBBPSO-FID, for a multiperiod three-echelon LUSCND problem. For the large-scale issue, binary encoding of the original model is converted to integer encoding for dimensionality reduction, and a novel FID is designed to efficiently decompose the problem. For obtaining the feasible solutions, two repair methods are designed to repair the infeasible solutions that appear frequently in the LUSCND problem. A step translation method is proposed to deal with the variables out of bounds, and a labeled reposition operator with adaptive probabilities is designed to repair the infeasible solutions that violate the constraints. Experiments are conducted on 405 instances with three different scales. The results show that CCBBPSO-FID has an evident superiority over contestant algorithms. © 2013 IEEE.
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ERICA 공학대학 (SCHOOL OF ELECTRICAL ENGINEERING)
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