Island artificial bee colony for global optimization

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Issue Date
2020-12-02
Authors
Abu Doush, Iyad
Al-Betar, Mohammed
Awadallah, Mohammed
Keywords
Type
Journal Article
Peer-Reviewed
Abstract
This paper proposes an efficient version of artificial bee colony (ABC) algorithm based on the island model concepts. The new version is called the island artificial bee colony (iABC) algorithm. It uses the structured population concept by applying the island model to improve the diversification capabilities of ABC. In the island model, the population is divided into a set of sub-populations called islands, each of which is manipulated separately by an independent variant of the ABC. After a predefined number of iterations, the islands exchange their solutions by migration. This process can help ABC in controlling the diversity of the population during the search process and thus improve the performance. The proposed iABC is evaluated using global optimization functions established by the IEEE-CEC 2015 which include 15 test functions with various dimensions and complexities (i.e., 10, 30, and 50). In order to evaluate the performance of iABC, various parameter settings are utilized to test the effectiveness of their convergence properties. Furthermore, the performance of iABC is compared against 19 comparative methods that used the same IEEE-CEC 2015 test functions. The results show that iABC produced better results when compared with ABC in all IEEE-CEC 2015 test functions, while the results of iABC better than those of the other island-based algorithm on almost all test functions. Furthermore, iABC is able to obtain three new results for three test functions better than all the comparative methods. Using Friedman test and Holm’s procedure, iABC is ranked third, seventh, and ninth out of 19 comparative methods for the test functions with 10, 30, 50 dimensionality, respectively.
Citation
Awadallah, M. A., Al-Betar, M. A., Bolaji, A. L., Doush, I. A., Hammouri, A. I., & Mafarja, M. (2020). Island artificial bee colony for global optimization. Soft Computing, 24(17), 13461–13487. https://doi.org/10.1007/s00500-020-04760-8