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An improved bat algorithm hybridized with extremal optimization and Boltzmann selection

机译:一种改进的蝙蝠算法与极值优化和Boltzmann选择杂交

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As a meta-heuristic algorithm, bat algorithm (BA) is based on the characteristics of bat-based echolocation and has been widely used in various aspects of optimization problems since it appeared. However, the original BA still has many shortcomings, such as insufficient local search ability, lack of diversity and poor performance on high-dimensional optimization problems. To overcome these weaknesses, this paper proposes an improved BA with extremal optimization (EO) algorithm (IBA-EO) to improve the performance of BA. In IBA-EO, an improved update strategy is proposed to obtain the solutions generating from the random selected bats to enhance the global search capability. The exploitation ability is improved by EO algorithm with excellent local search capability. Furthermore, Boltzmann selection and a monitor mechanism are employed to keep suitable balance between exploration ability and exploitation ability. To testify the performance of IBA-EO in handling various optimization problems, this study considers four groups of contrast experiments. Extensive simulation results demonstrate that IBA-EO can achieve a strong competitive performance by comparing with other fifteen wellestablished algorithms in terms of accuracy, reliability and statistical tests.
机译:作为元启发式算法,BAT算法(BA)基于基于BAT的回声机构的特性,并且已被广泛用于优化问题的各个方面。然而,原来的BA仍然具有许多缺点,例如本地搜索能力不足,缺乏多样性和高度优化问题的性能不佳。为了克服这些弱点,本文提出了一种具有极值优化(EO)算法(IBA-EO)的改进的BA,以提高BA的性能。在IBA-EO中,提出了一种改进的更新策略,以获得从随机选择的蝙蝠生成的解决方案,以增强全局搜索能力。 EO算法具有优异的本地搜索能力,改善了利用能力。此外,采用Boltzmann选择和监测机制来保持勘探能力和利用能力之间的适当平衡。为了证明IBA-EO在处理各种优化问题方面的性能,本研究考虑了四组对比实验。广泛的仿真结果表明,在准确性,可靠性和统计测试方面,IBA-EO可以通过与其他十五利布化算法进行比较来实现强大的竞争性能。

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