Utopia constrained multi objective optimisation evolutionary algorithm

IF 1.7 4区 计算机科学 Q3 COMPUTER SCIENCE, ARTIFICIAL INTELLIGENCE
P. Varshini, S. Baskar, S. T. Selvi
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引用次数: 0

Abstract

ABSTRACT A new multiobjective evolutionary optimisation algorithm (MOEA) to solve multimodal, multidimensional, nonconvex, nonlinear, dynamic multiobjective optimisation problems (MOPs) is the need of the hour. The quality of an MOEA lies in a good balance between the exploration and exploitation stages of the MOEA. Utopia constrained MOEA (U-MOEA) is proposed in this paper that improves the exploitation in the replacement step to achieve a perfect balance between exploration and exploitation. The proposed U-MOEA is tested on benchmark MOPs and a multivariable controller design problem. The performance of the proposed algorithm is also compared with other MOEAs such as NSGA-II and ICMDRA concerning hyper volume, nondomination count, combined Pareto set metric, and Cmetric . The performance metrics show better hyper volume and spread metric values for the proposed algorithm, indicating the ability in attaining trade-off region closeness along with diversified Pareto front for U-MOEA when compared to the other two algorithms. Results clearly show that the proposed U-MOEA produces good convergence, diversity characteristics with many numbers of trade-off solutions in a Pareto front.
乌托邦约束多目标优化进化算法
一种新的多目标进化优化算法(MOEA)可以解决多模态、多维、非凸、非线性、动态的多目标优化问题(MOPs)。科学评价的质量取决于科学评价在勘探阶段和开发阶段之间的平衡。本文提出了乌托邦约束MOEA (Utopia constrained MOEA, U-MOEA),改进了替代阶段的开发,实现了探索与开发的完美平衡。在基准MOPs和多变量控制器设计问题上对所提出的U-MOEA进行了测试。并将该算法的性能与NSGA-II和ICMDRA等moea进行了超体积、非支配计数、组合Pareto集度量和Cmetric的比较。性能指标显示,该算法具有更好的超容量和扩展度量值,表明与其他两种算法相比,该算法能够实现U-MOEA的权衡区域接近性和多样化的Pareto前沿。结果表明,所提出的U-MOEA具有较好的收敛性和多样性,在Pareto前沿存在大量的权衡解。
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来源期刊
CiteScore
6.10
自引率
4.50%
发文量
89
审稿时长
>12 weeks
期刊介绍: Journal of Experimental & Theoretical Artificial Intelligence (JETAI) is a world leading journal dedicated to publishing high quality, rigorously reviewed, original papers in artificial intelligence (AI) research. The journal features work in all subfields of AI research and accepts both theoretical and applied research. Topics covered include, but are not limited to, the following: • cognitive science • games • learning • knowledge representation • memory and neural system modelling • perception • problem-solving
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