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Parallel conjugate gradient-particle swarm optimization and the parameters design based on the polygonal fuzzy neural network

机译:并行共轭梯度粒子群优化和基于多边形模糊神经网络的参数设计

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摘要

Simple binary coded genetic algorithm (GA) and particle swarm optimization (PSO) fall easily into local minimums and fail to find the global optimal solution to the algorithm. Thus, the development of a hybrid algorithm between GA and PSO is urgently demanded. In this paper, a three-layer polygonal fuzzy neural network (PFNN) model and its error function are first given by the arithmetic operations of the polygonal fuzzy numbers. Second, the random sequences are constructed by a chaos random generator, these random sequences are used as the initial population of chaos GA and the optimal individuals for sub-populations gained by chaos search are used as the initial population of PSO, and then an new parallel conjugate gradient-particle swarm optimization (PCG-PSO) is designed. Finally, a case study shows the proposed parallel CG-PS algorithm not only avoids dependence of traditional GA on initial values and overcomes the poor global optimization capability of traditional PSO, but also possesses advantages of rapid convergence and high stability.
机译:简单的二进制编码遗传算法(GA)和粒子群优化(PSO)容易进入局部最小值,并且无法找到算法的全局最优解。因此,迫切需要在GA和PSO之间开发混合算法。本文首先由多边形模糊数的算术运算给出三层多边形模糊神经网络(PFNN)模型及其误差函数。其次,随机序列由混沌随机发生器构成,这些随机序列用作混沌GA的初始群体,并且混沌搜索所获得的子群的最佳个体用作PSO的初始群体,然后是新的设计了并行共轭梯度粒子群优化(PCG-PSO)。最后,案例研究表明所提出的并行CG-PS算法不仅避免了传统GA对初始值的依赖性,并且克服了传统PSO的差的全球优化能力,而且还具有迅速收敛性和高稳定性的优点。

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