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Setting of Candidate Solutions Considering Confidence Intervals in Differential Evolution

机译:考虑微分演化中置信区间的候选解的设置

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Differential evolution is easy to implement, is a good performance optimization algorithm, and is applied in various ways. Candidate solutions in differential evolution are often initialized randomly, but search performance depends greatly on the initial Candidate solutions. It is possible to solve by introducing random elements such as mutation and noise in the evolutionary algorithm, but if introduced beyond necessity, the search speed will be lowered. In the proposed method in this study, we assume that an ideal search point group exists in the confidence interval, and randomly change the next search point candidate within the confidence interval. We confirmed that this proposed method improves the performance of the differential evolution in numerical experiments.
机译:差分进化易于实现,是一种良好的性能优化算法,并且以多种方式得到应用。差分演化中的候选解通常是随机初始化的,但是搜索性能在很大程度上取决于初始候选解。可以通过在进化算法中引入诸如变异和噪声之类的随机元素来解决,但是如果不必要地引入,则搜索速度将会降低。在这项研究中提出的方法中,我们假设一个理想的搜索点组存在于置信区间内,并在置信区间内随机更改下一个搜索点候选。我们证实了该方法提高了数值实验中差分演化的性能。

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