Efficiency Improvement of Differential Evolution Algorithm Using a Novel Mutation Method

Milad Ghahramani, Abolfazl Laakdashti
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引用次数: 1

Abstract

The differential evolution algorithm is one of the fast, efficient, and strong population-based algorithms, which has extended applications in solving various problems. Although the velocity, power, and efficiency of this algorithm have been demonstrated in solving many optimization problems, this algorithm, like other metaheuristic algorithms, is not guaranteed to achieve the global optimal points of the optimization problems and may be ceased at optimal local points. One of the reasons for stopping the algorithm at the local optimum points is the imbalance between the exploration and exploitation abilities of the algorithm. One of the operators of the differential evolution algorithm, which plays an essential role in establishing the proper balance between the exploitation and exploitation of the algorithm, is the mutation operator. In this paper, a new mutation method is proposed to improve the efficiency of the differential evolution algorithm to make an appropriate balance between the exploitation and exploitation abilities of the algorithm. Comparing the results of the proposed mutation method with other mutation methods indicates that the proposed method has better speed and accuracy convergence rather than other methods, and it can be employed to solve large-scale optimization problems.
利用一种新的变异方法提高差分进化算法的效率
差分进化算法是一种快速、高效、强的基于种群的算法,在求解各种问题中得到了广泛的应用。虽然该算法的速度、功率和效率在解决许多优化问题中得到了证明,但与其他元启发式算法一样,该算法不能保证达到优化问题的全局最优点,并且可能在局部最优点处停止。算法在局部最优点处停止的原因之一是算法的探索能力和开发能力不平衡。变异算子是差分进化算法的算子之一,它对建立算法的利用和利用之间的适当平衡起着至关重要的作用。本文提出了一种新的突变方法来提高差分进化算法的效率,在算法的开发和开发能力之间取得适当的平衡。将所提出的变异方法与其他变异方法的结果进行比较,结果表明所提出的变异方法具有更好的速度和收敛精度,可用于解决大规模的优化问题。
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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