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Improving Differential Evolution Algorithm by Synergizing Different Improvement Mechanisms

机译:通过协同不同的改进机制改进差分进化算法

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Differential Evolution (DE) is a well-known Evolutionary Algorithm (EA) for solving global optimization problems. Practical experiences, however, show that DE is vulnerable to problems like slow and/ or premature convergence. In this article we propose a simple and modified DE framework, called MDE, which is a fusion of three recent modifications in DE: (1) Opposition-Based Learning (OBL); (2) tournament method for mutation; and (3) single population structure. These features have a specific role which helps in improving the performance of DE. While OBL helps in giving a good initial start to DE, the use of the tournament best base vector in the mutation phase helps in preserving the diversity. Finally the single population structure helps in faster convergence. Their synergized effect balances the exploitation and exploration capabilities of DE without compromising with the solution quality or the convergence rate. The proposed MDE is validated on a set of 25 standard benchmark problems, 7 nontraditional shifted benchmark functions proposed at the special session of CEC2008, and three engineering design problems. Numerical results and statistical analysis show that the proposed MDE is better than or at least comparable to the basic DE and several other state-of-the art DE variants.
机译:差分进化(DE)是解决全局优化问题的著名进化算法(EA)。但是,实践经验表明,DE容易受到诸如缓慢收敛和/或过早收敛的问题的影响。在本文中,我们提出了一个简单且经过修改的DE框架,称为MDE,它是DE中三个最新修改的融合:(1)基于对立的学习(OBL); (2)比赛的变法; (3)单一人口结构。这些功能具有特定作用,有助于提高DE的性能。虽然OBL有助于为DE提供良好的初始开端,但在突变阶段使用锦标赛最佳基础向量有助于维护多样性。最后,单一人口结构有助于更快地趋同。它们的协同效应平衡了DE的开发和探索能力,而不会影响解决方案质量或收敛速度。在25个标准基准问题,在CEC2008特别会议上建议的7个非传统转换基准函数和三个工程设计问题中,对提出的MDE进行了验证。数值结果和统计分析表明,提出的MDE优于或至少可与基本DE和其他几种最先进的DE变体相比。

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