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Improving Hypervolume-based Multiobjective Evolutionary Algorithms by Using Objective Reduction Methods

机译:采用客观减少方法改善基于超宏伟的多目标进化算法

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Hypervolume based multiobjective evolutionary algorithms (MOEA) nowadays seem to be the first choice when handling multiobjective optimization problems with many, i.e., at least three objectives. Experimental studies have shown that hypervolume-based search algorithms as SMS-EMOA can outperform established algorithms like NSGA-II and SPEA2. One problem remains with most of the hypervolume based algorithms: the best known algorithm for computing the hypervolume needs time exponentially in the number of objectives. To save computation time during hypervolume computation which can be better spent in the generation of more solutions, we propose a general approach how objective reduction techniques can be incorporated into hypervolume based algorithms. Different objective reduction strategies are developed and then compared in an experimental study on two test problems with up to nine objectives. The study indicates that the (temporary) omission of objectives can improve hypervolume based MOEAs drastically in terms of the achieved hypervolume indicator values.
机译:基于超高潜能的多目标进化算法(MOEA)现在似乎是处理多目标优化问题时的第一选择,即至少三个目标。实验研究表明,基于超级的搜索算法作为SMS-Emoa可以优于NSGA-II和Spea2等建立的算法。对于大多数基于超级智能的算法,一个问题仍然存在:用于计算超越的算法,以指数在目标数量中计算超级需求时间。为了节省在更好地在产生更多解决方案的超级化计算期间节省计算时间,我们提出了一种通用方法如何将客观减少技术合并到基于HyperVotume的算法中。开发了不同的客观减少策略,然后在对九个目标的两个测试问题进行实验研究中进行比较。该研究表明,在实现的超越指示值方面,(临时)遗漏可以急剧改善基于超潜水味的Moeas。

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