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Simultaneous structure and parameter design of fuzzy systems by hybridizing multi-group genetic algorithm and particle swarm optimization

机译:多组遗传算法与粒子群算法相结合的模糊系统结构与参数同时设计

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A new approach that automates the design of Fuzzy systems by hybridizing Multi-group Genetic Algorithm and Particle Swarm Optimization, called F-MGAPSO, is proposed in this paper. By F-MGAPSO, we aim to simultaneously design the number of fuzzy rules and free parameters in a fuzzy system. In the initial population of the conceived GA model, the number of rules encoded in each individual is randomly assigned, and the individuals with equal number of rules constitute the same group. These groups will compete against with each other, and the superior ones will gradually prevail over inferiors. Evolution of population consists of three major operations: group enhancement, variable-length individual crossover and mutation. Group enhancement is to enhance elites in each group by a local-neighborhood version of particle swarm optimization. By performing variable-length individual crossover and mutation operations on elites of the same or different groups, we create offsprings, and non-elites in the old population are replaced by these newly bred ones. Performance of F-MGAPSO is verified through simulations and comparisons with other types of genetic algorithms.
机译:提出了一种将多组遗传算法与粒子群算法相结合的模糊系统自动化设计方法,即F-MGAPSO。通过F-MGAPSO,我们旨在同时设计模糊系统中的模糊规则和自由参数的数量。在设想的GA模型的初始种群中,每个个体中编码的规则数量是随机分配的,规则数量相等的个体组成同一组。这些群体将相互竞争,而优势群体将逐渐战胜劣等群体。种群进化包括三个主要操作:群体增强,变长个体交叉和突变。组增强是通过局部群体粒子群优化来增强每个组中的精英。通过对相同或不同群体的精英进行可变长度的个体交叉和突变操作,我们产生了后代,而旧种群中的非精英被这些新近繁殖的种群所取代。 F-MGAPSO的性能通过仿真以及与其他类型遗传算法的比较得到验证。

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