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A preference-based evolutionary algorithm for multiobjective optimization: the weighting achievement scalarizing function genetic algorithm

机译:一种基于偏好的多目标优化进化算法:加权成就标量函数遗传算法

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When solving multiobjective optimization problems, preference-based evolutionary multiobjective optimization (EMO) algorithms introduce preference information into an evolutionary algorithm in order to focus the search for objective vectors towards the region of interest of the Pareto optimal front. In this paper, we suggest a preference-based EMO algorithm called weighting achievement scalarizing function genetic algorithm (WASF-GA), which considers the preferences of the decision maker (DM) expressed by means of a reference point. The main purpose of WASF-GA is to approximate the region of interest of the Pareto optimal front determined by the reference point, which contains the Pareto optimal objective vectors that obey the preferences expressed by the DM in the best possible way. The proposed approach is based on the use of an achievement scalarizing function (ASF) and on the classification of the individuals into several fronts. At each generation of WASF-GA, this classification is done according to the values that each solution takes on the ASF for the reference point and using different weight vectors. These vectors of weights are selected so that the vectors formed by their inverse components constitute a well-distributed representation of the weight vectors space. The efficiency and usefulness of WASF-GA is shown in several test problems in comparison to other preference-based EMO algorithms. Regarding a metric based on the hypervolume, we can say that WASF-GA has outperformed the other algorithms considered in most of the problems.
机译:在解决多目标优化问题时,基于偏好的进化多目标优化(EMO)算法将偏好信息引入到进化算法中,以便将搜索目标向量的重点放在Pareto最优前沿的关注区域。在本文中,我们提出了一种基于偏好的EMO算法,称为加权成就标量函数遗传算法(WASF-GA),该算法考虑了通过参考点表示的决策者(DM)的偏好。 WASF-GA的主要目的是近似由参考点确定的帕累托最优前沿的关注区域,该区域包含以最佳可能方式服从DM表示的偏好的帕累托最优目标向量。所提出的方法基于成就标度函数(ASF)的使用以及个人在几个方面的分类。在每一代WASF-GA中,此分类都是根据每种解决方案在参考点的ASF上采用的值以及使用不同的权重向量进行的。选择这些权重向量,以使由它们的逆分量形成的向量构成权重向量空间的良好分布表示。与其他基于首选项的EMO算法相比,WASF-GA的效率和实用性在几个测试问题中得到了证明。关于基于超容量的度量,可以说WASF-GA的性能优于大多数问题中考虑的其他算法。

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