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首页> 外文期刊>Journal of information and computational science >Systematic Pareto Optimal Set Uniformity Verification for Multi-objective Problems
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Systematic Pareto Optimal Set Uniformity Verification for Multi-objective Problems

机译:多目标问题的系统帕累托最优集一致性验证

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摘要

Identification of the best known uniformly distributed Pareto set is the motivation of most multi-objective research. This research work proposed a multi-objective genetic based algorithm called Genetic Pareto Set Identification Algorithm (GPSIA) and a systematic approach to calculate the distance between two successive points in the Pareto set. Bi-objective optimization problem of a series-parallel system was studied. Application of the systematic approach was used to assess the sensitivity of GPSIA, NSGA-Ⅱ and SPEA-2 to variation and results were discussed.
机译:识别最著名的均匀分布Pareto集是大多数多目标研究的动机。这项研究工作提出了一种基于多目标遗传的算法,称为遗传帕累托集识别算法(GPSIA),并提出了一种系统的方法来计算帕累托集中两个连续点之间的距离。研究了串并联系统的双目标优化问题。应用该系统方法评估了GPSIA,NSGA-Ⅱ和SPEA-2对变异的敏感性,并讨论了结果。

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