A Memetic Artificial Bee Colony Algorithm for High Dimensional Problems

Dongli Jia, Teng Li, Yufei Zhang, Haijiang Wang
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引用次数: 2

Abstract

This work proposed a memetic version of Artificial Bee Colony algorithm, or called LSABC, which employed a “shrinking” local search strategy. By gradually shrinking the local search space along with the optimization process, the proposed LSABC algorithm randomly explores a large space in the early run time. This helps to avoid premature convergence. Then in the later evolution process, the LSABC finely exploits a small region around the current best solution to achieve a more accurate output value. The optimization behavior of the LSABC algorithm was studied and analyzed in the work. Compared with the classic ABC and several other state-of-the-art optimization algorithms, the LSABC shows a better performance in terms of convergence rate and quality of results for high-dimensional problems.
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求解高维问题的模因人工蜂群算法
这项工作提出了一种模因版本的人工蜂群算法,或称为LSABC,它采用了“缩小”的局部搜索策略。通过在优化过程中逐步缩小局部搜索空间,提出的LSABC算法在运行初期随机探索一个较大的空间。这有助于避免过早收敛。然后在后期的演化过程中,LSABC精细地利用当前最佳解决方案周围的小区域,以获得更精确的输出值。工作中对LSABC算法的优化行为进行了研究和分析。与经典的ABC算法和其他几种最先进的优化算法相比,LSABC算法在高维问题的收敛速度和结果质量方面表现出更好的性能。
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