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Time-Varying Mutation in Particle Swarm Optimization

机译:粒子群算法的时变变异

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One of significant improvement for particle swarm optimization (PSO) is through the implementation of metaheuristics hybridization that combines different metaheuristics paradigms. By using metaheuristics hybridization, the weaknesses of one algorithm can be compensated by the strengths of other algorithms. Therefore, researchers have given a lot of interest in hybridizing PSO with mutation concept from genetic algorithm (GA). The reason for incorporating mutation into PSO is to resolve premature convergence problem due to some kind of stagnation by PSO particles. Although PSO is capable to produce fast results, particles stagnation has led the algorithm to suffer from low-optimization precision. Thus, this paper introduces time-varying mutation techniques for resolving the PSO problem. The different time-varying techniques have been tested on some benchmark functions. Results from the empirical experiments have shown that most of the time-varying mutation techniques have significantly improved PSO performances not just to the results accuracy but also to the convergence time.
机译:粒子群优化(PSO)的一项重大改进是通过结合不同元启发式范例的元启发式混合实现。通过使用元启发式杂交,一种算法的弱点可以通过其他算法的优势来弥补。因此,研究人员对将PSO与遗传算法(GA)的突变概念杂交产生了浓厚的兴趣。将变异合并到PSO中的原因是为了解决由于PSO粒子的某种停滞而导致的过早收敛问题。尽管PSO能够产生快速结果,但是粒子停滞使算法遭受了低优化精度的困扰。因此,本文介绍了时变变异技术来解决PSO问题。不同的时变技术已在某些基准功能上进行了测试。经验实验的结果表明,大多数随时间变化的突变技术不仅显着提高了结果精度,而且还改善了收敛时间,从而显着提高了PSO性能。

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