Particle Swarm Optimization with social exclusion and its application in electromagnetics

O. T. Altinoz, A. Yılmaz, A. Duca, G. Ciuprina
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引用次数: 3

Abstract

The behavior of Particle Swarm Optimization (PSO), a population based optimization algorithm, depends on the movements of the particles and the attractions among them. This behavior was extracted from the observations of the swarms in nature. Every swarm desires to remain powerful in order to survive in nature and to protect its descendants. Therefore, the weakest members in the swarm are isolated, and generally abandoned to live on their own resources. This act is known as social exclusion. In this research, this phenomenon is incorporated to PSO. At the early phase of time-line, the swarm is divided into two groups based on their cost/fitness values. Each group proceeds their own journey without the knowledge of other group. This new algorithm is named as Social Exclusion-PSO (SEPSO). First, the performance of this new algorithm was evaluated/compared with an inertia weight PSO via unimodal, multimodal, expended benchmark functions, and then, it is applied to the circular antenna array design problem. For each implementation, the performance of two sub-populations and the undivided population are presented to demonstrate and compare the behaviour of the socially excluded swarm. The results show that excluding the members with the worst cost values from the population increases the performance of the algorithm in terms of global best solution with approximately 20% smaller number of function evaluations.
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具有社会排斥的粒子群优化及其在电磁学中的应用
粒子群优化算法(PSO)是一种基于种群的优化算法,其行为取决于粒子的运动和粒子之间的相互吸引。这种行为是从自然界中对蜂群的观察中提取出来的。为了在大自然中生存和保护后代,每一个蜂群都渴望保持强大。因此,群体中最弱的成员被孤立,通常被遗弃,依靠自己的资源生活。这种行为被称为社会排斥。在本研究中,这一现象被纳入PSO。在时间线的早期阶段,根据蚁群的成本/适应度值将蚁群分为两组。每个小组在不知道其他小组的情况下继续他们自己的旅程。该算法被命名为社会排斥-粒子群算法(SEPSO)。首先,通过单峰、多峰、扩展基准函数对该算法的性能与惯性加权粒子群算法进行了比较,然后将其应用于圆形天线阵列的设计问题。对于每个实现,两个子种群和未划分种群的表现被提出,以展示和比较社会排斥群体的行为。结果表明,从总体中排除代价值最差的成员可以提高算法在全局最优解方面的性能,同时减少了大约20%的函数评估次数。
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