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Artificial Neural Network Based Chaotic System Design for the Simulation of EEG Time Series

机译:基于人工神经网络的混沌系统设计,用于模拟EEG时间序列

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Electroencephalogram (EEG) signals captured from brain activities demonstrate chaotic features, and can be simulated by nonlinear dynamic time series outputs of chaotic systems. This paper present the preliminary work of chaotic system generator design based on artificial neural network (ANN), for studying the chaotic features of human brain dynamics. The ANN training performances of Nonlinear Auto-Regressive (NAR) model are evaluated for the generation and prediction of chaotic system time series outputs, based on varying the ANN architecture and the precision of the generated training data. The NAR model is trained in open loop form with 1,000 training samples generated using Lorenz system equations and the forward Euler method. The close loop NAR model is used for the generation and prediction of Lorenz chaotic time series outputs. The training results show that better training performance can be achieved by increasing the number of feedback delays and the number of hidden neurons, at the cost of increasing the computational load.
机译:从大脑活动捕获的脑电图(EEG)信号展示了混沌特征,并且可以通过混沌系统的非线性动态时间序列输出来模拟。本文提出了基于人工神经网络(ANN)的混沌系统发生器设计的初步工作,用于研究人脑动力学的混沌特征。基于ANN架构的变化和生成的训练数据的精度,评估非线性自动回归(NAR)模型的ANN训练性能。基于变化的ANN架构和生成的训练数据的精度,对混沌系统时间序列输出的产生和预测。 NAR模型采用开环形式培训,使用Lorenz系统方程和前欧尔方法产生的1,000个训练样本。关闭循环NAR模型用于Lorenz混沌时间序列输出的生成和预测。培训结果表明,通过增加增加计算负荷的成本,可以通过增加反馈延迟和隐藏神经元数量的成本来实现更好的训练性能。

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