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Identification of an Experimental Process by B-Spline Neural Network Using Improved Differential Evolution Training

机译:利用改进的差分进化训练通过B样条神经网络确定实验过程

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B-spline neural network (BSNN), a type of basis function neural network, is trained by gradient-based methods, which may fall into local minimum during the learning procedure. To overcome the problems encountered by the conventional learning methods, differential evolution (DE) — an evolutionary computation methodology — can provide a stochastic search to adjust the control points of a BSNN are proposed. DE incorporates an efficient way of self-adapting mutation using small populations. The potentialities of DE are its simple structure, easy use, convergence property, quality of solution and robustness. In this paper, we propose a modified DE using chaotic sequence based on logistic map to train a BSNN. The numerical results presented here indicate that the chaotic DE is effective in building a good BSNN model for nonlinear identification of an experimental nonlinear yo-yo motion control system.
机译:B样条神经网络(BSNN)是一种基函数神经网络,它通过基于梯度的方法进行训练,在学习过程中可能会陷入局部最小值。为了克服传统学习方法所遇到的问题,提出了一种可提供随机搜索以调节BSNN控制点的差分进化(DE)(一种进化计算方法)。 DE结合了使用小种群进行自我适应突变的有效方法。 DE的潜力在于其结构简单,易于使用,收敛性,解决方案的质量和鲁棒性。在本文中,我们提出了一种基于逻辑图的混沌序列的改进DE,用于训练BSNN。此处给出的数值结果表明,混沌DE可有效地建立良好的BSNN模型,用于非线性辨识实验性非线性悠悠球运动控制系统。

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