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Investigation of Improved Chaotic Signal Tracking by Echo State Neural Networks and Multilayer Perceptron via Training of Extended Kalman Filter Approach

机译:通过扩展卡尔曼滤波方法的训练,通过回声状态神经网络和多层感知器改进混沌信号跟踪的研究

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This paper presents a prediction performance of feedforward Multilayer Perceptron (MLP) and Echo State Networks (ESN) trained with extended Kalman filter. Feedforward neural networks and ESN are powerful neural networks which can track and predict nonlinear signals. However, their tracking performance depends on the specific signals or data sets, having the risk of instability accompanied by large error. In this study we explore this process by applying different network size and leaking rate for prediction of nonlinear or chaotic signals in MLP neural networks. Major problems of ESN training such as the problem of initialization of the network and improvement in the prediction performance are tackled. The influence of coefficient of activation function in the hidden layer and other key parameters are investigated by simulation results. Extended Kalman filter is employed in order to improve the sequential and regulation learning rate of the feedforward neural networks. This training approach has vital features in the training of the network when signals have chaotic or non-stationary sequential pattern. Minimization of the variance in each step of the computation and hence smoothing of tracking were obtained by examining the results, indicating satisfactory tracking characteristics for certain conditions. In addition, simulation results confirmed satisfactory performance of both of the two neural networks with modified parameterization in tracking of the nonlinear signals.
机译:本文介绍了使用扩展卡尔曼滤波器训练的前馈多层感知器(MLP)和回声状态网络(ESN)的预测性能。前馈神经网络和ESN是功能强大的神经网络,可以跟踪和预测非线性信号。但是,它们的跟踪性能取决于特定的信号或数据集,存在不稳定的风险,并伴有较大的误差。在这项研究中,我们通过应用不同的网络大小和泄漏率来预测MLP神经网络中的非线性或混沌信号,从而探索了这一过程。解决了ESN培训的主要问题,例如网络初始化问题和预测性能提高。仿真结果研究了激活函数系数对隐层的影响以及其他关键参数。为了提高前馈神经网络的顺序和调节学习率,采用了扩展卡尔曼滤波器。当信号具有混沌或非平稳顺序模式时,这种训练方法在网络训练中具有至关重要的特征。通过检查结果,可以使计算每个步骤中的方差最小,从而使跟踪变得平滑,这表明在某些条件下令人满意的跟踪特性。此外,仿真结果证实了两个神经网络在修改后的参数化跟踪非线性信号方面均具有令人满意的性能。

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