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A novel non-dominated sorting algorithm for evolutionary multi-objective optimization

机译:一种用于进化多目标优化的新型非支配排序算法

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摘要

Evolutionary computation has shown great performance in solving many multi-objective optimization problems; in many such algorithms, non-dominated sorting plays an important role in determining the relative quality of solutions in a population. However, the implementation of non-dominated-sorting can be computationally expensive, especially for populations with a large number of solutions and many objectives. The main reason is that most existing non-dominated sorting algorithms need to compare one solution with almost all others to determine its front, and many of these comparisons are redundant or unnecessary. Another reason is that as the number of objectives increases, more and more candidate solutions become non-dominated solutions, and most existing time-saving approaches cannot work effectively. In this paper, we present a novel non-dominated sorting strategy, called Hierarchical Non Dominated Sorting (HNDS). HNDS first sorts all candidate solutions in ascending order by their first objective. Then it compares the first solution with all others one by one to make a rapid distinction between different quality solutions, thereby avoiding many unnecessary comparisons. Experiments on populations with different numbers of solutions, different numbers of objectives and different problems have been done. The results show that HNDS has better computational efficiency than fast non-dominated sort, Arena's principle and deductive sort. (C) 2017 Elsevier B.V. All rights reserved.
机译:进化计算在解决许多多目标优化问题方面显示出了出色的性能。在许多此类算法中,非支配排序在确定总体中解决方案的相对质量方面起着重要作用。但是,非支配排序的实现在计算上可能是昂贵的,尤其是对于具有大量解决方案和许多目标的人群。主要原因是,大多数现有的非支配排序算法都需要将一种解决方案与几乎所有其他解决方案进行比较以确定其优势,而其中许多比较都是多余的或不必要的。另一个原因是,随着目标数量的增加,越来越多的候选解决方案成为非主要解决方案,并且大多数现有的省时方法都无法有效发挥作用。在本文中,我们提出了一种新颖的非支配排序策略,称为分层非支配排序(HNDS)。 HNDS首先按照其首要目标对所有候选解决方案进行升序排序。然后,它将第一个解决方案与所有其他解决方案进行逐一比较,以快速区分不同质量的解决方案,从而避免了许多不必要的比较。已经对具有不同数量的解决方案,不同数量的目标和不同问题的人群进行了实验。结果表明,HNDS比快速非支配排序,Arena原理和演绎排序具有更好的计算效率。 (C)2017 Elsevier B.V.保留所有权利。

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