线性多目标优化问题的局部勘探工具

Oliver Cuate, A. Lara, O. Schütze
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引用次数: 4

摘要

在现实应用中的决策过程中,多目标优化起着重要的作用;此外,增加要优化的目标数量是非常常见的,因此这种情况被特别命名为多目标优化。如此多的目标优化问题的一个主要问题是,由于空间维度,它们的解集(所谓的帕累托集)不能计算或完全近似。在本文中,我们提出了一个工具,帕累托探索者,专门适用于基于偏好的局部探索解决方案,以处理线性多目标优化问题。Pareto Explorer能够根据用户定义的方向或(高维)解决方案集的偏好,从给定的解决方案中引导搜索,从而使决策过程更加直观。在一些基准算例上验证了该方法的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A local exploration tool for linear many objective optimization problems
For the decision making process in real-world applications, multi-objective optimization plays an important role; also, increasing the number of objectives to optimize is so common that this case is specially named as many objective optimization. A main issue with such many objective optimization problems is that, due to space dimension, their solution sets (so-called Pareto sets) can not be computed or entirely approximated. In this paper we present a tool, Pareto Explorer, specifically adapted for a preference-based local exploration of solutions, to deal with linear many objective optimization problems. The Pareto Explorer is able to steer the search from a given solution considering user defined directions, or preferences along the (highly-dimensional) solution set-turning the decision making process more intuitive. We demonstrate the effectiveness of the the proposed method on some benchmark examples.
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