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Parameter Estimation in Neural Networks by Improved Version of Simultaneous Perturbation Stochastic Approximation Algorithm

机译:通过改进的同步扰动随机近似算法改进了神经网络参数估计

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This paper describes the parameter estimation and update in neural networks (NN) using a modified version of simultaneous perturbation stochastic approximation (SPSA) algorithm in order to obtain a low computational cost and better performance in the proposed system here. Also, this SPSA is used as learning rule applied to a neuro-controller (NC). In this paper, we apply a direct inverse control scheme by a NN. The NN must learn an inverse system of the objective plant. When using a type of gradient method as a learning rule of the NN, the Jacobian of the plant is required. On the other hand, this control scheme described here does not require any information about the plant Jacobian, because the modified version of SPSA estimates the gradient using only values of the error defined by output of the plant and its desired one. We propose to reduce the oscillation in the single flexible link used as plant in this paper in order to confirm the feasibility of the proposed method.
机译:本文介绍了使用同时扰动随机近似(SPSA)算法的修改版本的神经网络(NN)参数估计和更新,以便在此处获得低计算成本和更好的性能。此外,该SPSA被用作应用于神经控制器(NC)的学习规则。在本文中,我们通过NN应用直接反向控制方案。 NN必须学习目标工厂的逆系统。当使用一种类型的梯度法作为NN的学习规则时,需要植物的雅各雅族人。另一方面,这里描述的该控制方案不需要有关植物雅比尼亚的任何信息,因为SPSA的修改版本仅使用工厂输出和其所需的误差值的值估计梯度。我们建议在本文中使用作为工厂的单一柔性环节中的振荡,以确认所提出的方法的可行性。

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