Particle swarm optimization algorithm and its parameters: A review

Mudita Juneja, S. K. Nagar
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引用次数: 86

Abstract

In the year 1995, Dr R.C. Eberhart, who was an electrical engineer, along with Dr. James Kennedy, a social psycologist invented a random optimization technique which a was later named as Particle Swarm Optimization. As the name itself asserts that this method draws inspiration from natural biotic life of swarms of flocks. It uses the same principle to find most optimal solution to problem in search space as birds do find their most suitable place in a flock or insects do in a swarm. The PSO algorithm is initialized with a horde of particles which are a collection of random feasible solutions. Every single particle in the swarm is initialised a random velocity and as soon as they are assigned a velocity these particles start moving in problem search space. Now from this space the algorithm draws the particle to most suited fitness which in turn pulls it to the location of best fitness achieved across the whole horde. The PSO update rule comprises of many distinguishing features which are adjusted and modified depending upon the area of application of algorithm. This paper gives a detailed description of the PSO algorithm and significance of the various parameters involved in its update rule. It also highlights the advantages and disadvantages of using PSO algorithm in any optimization problem.
粒子群优化算法及其参数研究进展
1995年,电子工程师R.C. Eberhart博士和社会心理学家James Kennedy博士一起发明了一种随机优化技术,后来被命名为粒子群优化。正如名字本身所言,这种方法的灵感来自于成群结队的自然生物。它使用与鸟类在鸟群中找到最合适的位置或昆虫在蜂群中找到最合适的位置相同的原理来寻找问题的最优解决方案。粒子群算法初始化为一群随机可行解的集合。群中的每个粒子都初始化了一个随机速度,一旦它们被分配了一个速度,这些粒子就开始在问题搜索空间中移动。现在,从这个空间中,算法将粒子绘制到最适合的适应度,然后将其拉到整个种群中获得最佳适应度的位置。粒子群更新规则由许多特征组成,这些特征可以根据算法的应用领域进行调整和修改。本文详细介绍了粒子群算法及其更新规则中涉及的各个参数的意义。同时强调了在任何优化问题中使用粒子群算法的优缺点。
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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