A vector angles-based many-objective particle swarm optimization algorithm using archive

doi:10.1016/j.asoc.2021.107299

2021-07-01

PRE

Lei Yang *

Xin Hu

李珂 (Ke Li)

DOI：10.1016/j.asoc.2021.107299

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摘要

En 中文

Because of the easy implement and fast convergence speed in single objective optimization problems, the particle swarm optimization algorithm has been extended to many-objective optimization problems. When designing a many-objective particle swarm optimization algorithm, archive maintenance strategy and selection of leaders are two crucial issues. To addressing these two problems, this paper proposed a vector angles-based many-objective particle swarm optimization algorithm using archive. In this algorithm, a new method was proposed to make the external archive getting a balance between convergence and diversity, based on the values of vector angles of each solution. Also, we designed a novel strategy based on vector angle and decomposition to select gbest and pbest from the archive to promote evolution of the population. Besides, the shift-based density estimation was used as the standard to clone elite solutions to strengthen the quality of the external archive. The experiment results indicate that our algorithm has competitive performance comparing with the six state-ofthe-art many-objective optimization algorithms on three widely used benchmarks DTLZ, WFG, and MaF. (C) 2021 Elsevier B.V. All rights reserved.

Keyword:

Many-objective optimization

Particle swarm optimization

Vector angle

Archive maintenance

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期刊

Applied Soft Computing

IF:

6.6

论文数:

1.4W

被引数:

4.8W

机构

University of Exeter

学者数:

2.0W

论文数: 2.1W

被引数: 3.6W

South China Agricultural University

学者数:

3.1W

论文数: 1.5W

被引数: 2.6W

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