并行遗传算法在多目标优化问题中的新模型——分范围多目标遗传算法

T. Hiroyasu, M. Miki, S. Watanabe
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引用次数: 94

摘要

提出了一种分程多目标遗传算法(DRMOGA),该算法是遗传算法并行处理多目标问题的一种模型。在DRMOGA中,GAs的种群相对于目标函数的值进行排序,并划分为子种群。在每个子种群中,对多目标问题执行简单遗传算法。几代之后,所有的个体都被收集起来,重新分类。在该模型中,相互接近的pareto最优解被收集到一个子种群中。因此,该算法提高了计算效率,可以进行邻域搜索。通过数值算例,以下事实变得清晰起来:(i) DRMOGA是一个非常适合并行处理的遗传算法模型;(ii)在某些情况下,与单种群模型和分布式模型相比,它可以得出更好的解。
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The new model of parallel genetic algorithm in multi-objective optimization problems - divided range multi-objective genetic algorithm
Proposes a divided-range multi-objective genetic algorithm (DRMOGA), which is a model for the parallel processing of genetic algorithms (GAs) for multi-objective problems. In the DRMOGA, the population of GAs is sorted with respect to the values of the objective function and divided into sub-populations. In each sub-population, a simple GA for multi-objective problems is performed. After some generations, all the individuals are gathered and they are sorted again. In this model, the Pareto-optimal solutions which are close to each other are collected into one sub-population. Therefore, this algorithm increases the calculation efficiency and a neighborhood search can be performed. Through numerical examples, the following facts become clear: (i) the DRMOGA is a very suitable GA model for parallel processing, and (ii) in some cases it can derive better solutions compared to both the single-population model and the distributed model.
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