An Improved Competitive Swarm Optimizer Based on Generalized Pareto Dominance for Large-scale Multi-objective and Many-objective Problems

Meiji Cui, Li Li, Shuwei Zhu, Mengchu Zhou
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引用次数: 1

Abstract

Large-scale multi-objective and many-objective problems are widely existing in the real-world. These problems are extremely challenging to deal with as a result of exponentially expanded search space as well as complicated conflicting objectives. Most existing algorithms focus either on large-scale decision variables or multiple objectives solely while few algorithms consider both of them. In this paper, we propose an improved competitive swarm optimization (ICSO) dedicated to deal with large-scale search space. Moreover, we incorporate ICSO into the MultiGPO framework, an efficient framework for many-objective problems, and name it as MultiGPO_ICSO. To validate the performance of MultiGPO_ICSO, we test all algorithms on LSMOP with dimensions varying from 100 to 500. Compared with other algorithms, MultiGPO_ICSO shows competitive performance on most problems with limited computational resources. Therefore, MultiGPO_ICSO is suitable to deal with large-scale multi-objective and many-objective problems.
基于广义Pareto优势的大规模多目标和多目标问题的改进竞争群优化器
大规模多目标和多目标问题在现实世界中广泛存在。由于搜索空间呈指数级扩展以及目标冲突复杂,这些问题的处理极具挑战性。大多数现有算法要么只关注大规模决策变量,要么只关注多目标,而很少有算法同时考虑两者。在本文中,我们提出了一种改进的竞争群优化(ICSO),专门用于处理大规模搜索空间。此外,我们将ICSO纳入MultiGPO框架,这是一个有效的多目标问题框架,并将其命名为MultiGPO_ICSO。为了验证MultiGPO_ICSO的性能,我们在尺寸从100到500不等的LSMOP上测试了所有算法。与其他算法相比,MultiGPO_ICSO在计算资源有限的大多数问题上都表现出较好的性能。因此,MultiGPO_ICSO适用于处理大规模多目标和多目标问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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