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Understanding Crowd Intelligence in Large-scale Systems: A Hierarchical Binary Particle Swarm Optimization Approach

机译:了解大型系统中的人群智能:分层二进制粒子群优化方法

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摘要

As an emerging key technology of crowd intelligence, multi-access edge computing, mobile crowdsensing, and Internet of everything, large-scale optimization can offer suboptimal solutions to the binary optimization problems with NP-complete in these fields. Binary Particle Swarm Optimization (BPSO) is a stable and promising approach with controllable computational complexity. However, it is still challenging to solve these problems by using BPSO. In this paper, inspired by the formulation of crowd intelligence, we propose a hierarchical BPSO algorithm (H-BPSO) based on intelligence model for large-scale binary optimization problems. In H-BPSO, we first formulate the particles in the swarm as entities with intelligence, and divide them into different levels according to their intelligence. Then we design a new strategy for the selection of guiding particles when updating particles. Further, in order to make H-BPSO have better adaptability, and can balance between exploration and exploitation during the evolution, we introduce a dynamic level-number selection strategy. Finally, we investigate the performance of our proposed H-BPSO on a well-known benchmark set of high-dimensional Knapsack instances through comparing H-BPSO with several state-of-the-art BPSO algorithms. The experimental results demonstrate that H-BPSO has better performance when solving high-dimensional Knapsack problems in terms of convergence speed and global search capability.
机译:作为人群智能的新兴关键技术,多访问边缘计算,移动人群和互联网的一切,大规模优化可以为这些字段中NP-Theument的二进制优化问题提供次优处的解决方案。二进制粒子群优化(BPSO)是一种稳定和有希望的方法,具有可控的计算复杂性。但是,通过使用BPSO解决这些问题仍然具有挑战性。本文的灵感来自人群智能的制定,我们提出了一种基于大规模二元优化问题的智能模型的分层BPSO算法(H-BPSO)。在H-BPSO中,我们首先将群体中的粒子作为智能的实体制定,并根据他们的智慧将它们分成不同的水平。然后,我们设计了更新粒子时选择引导粒子的新策略。此外,为了使H-BPSO具有更好的适应性,并且可以在进化期间勘探和剥削之间平衡,引入动态级别选择策略。最后,我们通过比较H-BPSO具有多种最先进的BPSO算法,调查我们提出的H-BPSO对高维背包实例的良好基准组的性能。实验结果表明,当在收敛速度和全球搜索能力方面解决高维背包问题时,H-BPSO具有更好的性能。

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