A novel quantum-behaved particle swarm optimization with random selection for large scale optimization

Wei Fang, Lingzhi Zhang, Jianhong Zhou, Xiaojun Wu, Jun Sun
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引用次数: 5

Abstract

Large scale optimization has become a well-recognised field in many science and engineering applications and a variety of metaheuristic algorithms adopting cooperative coevolution (CC) framework with problem decomposition have been applied to solve them. In this paper, a novel decomposition strategy termed as random selection is proposed. In random selection strategy, only a small part of decision variables are randomly selected to form a group for evolving at every iteration and the maximum number of randomly selected decision variables are limited by the parameter RSSCALE. By random selection, the randomly selected searching subspace is explored sufficiently in each iteration and the whole search space can be fully covered after several iterations. We evaluate the random selection strategy by combining quantum-behaved particle swarm optimization (RSQPSO) and a comparative study is carried out on a set of benchmark functions between RSQPSO and four state-of-the-art algorithms, which were specially designed for large scale optimization. The comparative results show that the proposed approach performs well for solving large scale optimization problems.
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基于随机选择的量子粒子群优化算法
大规模优化已经成为许多科学和工程应用中公认的领域,各种采用协同进化(CC)框架和问题分解的元启发式算法已被用于解决大规模优化问题。本文提出了一种新的分解策略——随机选择。在随机选择策略中,每次迭代只随机选择一小部分决策变量组成一组进行进化,随机选择决策变量的最大数量受参数RSSCALE的限制。通过随机选择,每次迭代都能对随机选择的搜索子空间进行充分的探索,多次迭代后可以完全覆盖整个搜索空间。结合量子行为粒子群优化(RSQPSO)对随机选择策略进行了评估,并在一组基准函数中对RSQPSO与四种专门为大规模优化设计的最新算法进行了比较研究。对比结果表明,该方法对于求解大规模优化问题具有较好的效果。
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