Self-Adaptive Ensemble-based Differential Evolution with Enhanced Population Sizing

Haldi Budiman, Shir Li Wang, F. Morsidi, Theam Foo Ng, Siew Chin Neoh
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Abstract

Differential Evolution (DE) a branch of Evolutionary Algorithm (EA) is recently prominently sough after in teerms of global optimization purpose. The pinpointed issues for this work sheds light on its impact towards population diversity and dimension size. In retrospect of balance incorporation among exploration and exploitation capability, DE emphasizes on preference of control parameters. The algorithm scheme, known as self-adaptive ensemble-based differential evolution with enhanced population sizing (SAEDE- EP), is compared to self-adaptive ensemble-based DE (SAEDE). The SAEDE-EP algorithm is proposed to minimize user setting and exhausting trial-and-error procedure for appropriately configuring scale factor, crossover rate, mutation strategy, and population size. In SAEDE-EP, an ensemble is used to trigger the change of diversity in population when the best solutions between generations have been stagnant for a certain period. The performance is appraised based on 26 benchmark functions comprising on 8 low dimensions and 18 high dimensions. Experimental results indicate that SAEDE-EP achieves maximum success rate with better efficiency in 24 out of the 26 benchmark functions.
基于种群规模增强的自适应集成差分进化
差分进化(DE)是进化算法(EA)的一个分支,近年来在全局优化方面备受关注。这项工作的精确问题揭示了它对人口多样性和维度大小的影响。回顾勘探与开发能力之间的平衡结合,DE强调控制参数的偏好。将基于自适应集成的差分进化算法(SAEDE- EP)与基于自适应集成的差分进化算法(SAEDE)进行了比较。提出了SAEDE-EP算法,以最大限度地减少用户设置和耗尽的试错过程,以适当地配置规模因子,交叉率,突变策略和种群大小。在SAEDE-EP中,当代与代之间的最佳解决方案在一定时期内停滞不前时,使用集合来触发种群多样性的变化。性能评估基于26个基准函数,包括8个低维和18个高维。实验结果表明,在26个基准函数中,SAEDE-EP在24个函数中获得了最高的成功率和较好的效率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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