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Multivariant Optimization Algorithm with Bimodal-Gauss

机译:具有BimoDal-Gauss的多变量优化算法

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In multimodal problems, there is a trade-off between exploration and exploitation. Exploration contributes to move quickly toward the area where better solutions existed but is not beneficial for improving the quality of intermediate solution. Exploitation do well in refine the intermediate solution but increase the risk of being trapped into local optimum. Considering the trade-off and advantage of exploration and exploitation, a local search strategy based on bimodal-gauss was embedded into multivariant optimization algorithm by increasing the probability of locating global optima in solving multimodal optimization problems. The performances of the proposed method were compared with that of other multimodal optimization algorithms based on benchmark functions and the experimental results show the superiority of the proposed method. Convergence process of each subgroup was analyzed based on convergence curve.
机译:在多模式问题中,勘探和剥削之间存在权衡。探索有助于迅速向存在更好的解决方案而且没有有利于提高中间解决方案的质量。剥削在细化中间解决方案中做得好,但增加被困成局部最佳的风险。考虑到勘探和开发的权衡和优势,基于BimoDal-Gauss的本地搜索策略通过增加在解决多式化优化问题时定位全球Optima的概率来嵌入到多变量优化算法中。将所提出的方法的性能与基于基准函数的其他多模式优化算法进行比较,实验结果显示了所提出的方法的优越性。基于收敛曲线分析每个子组的收敛过程。

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