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δ-NARMA Neural Networks: A Connectionist Extension of ARARMA Models

机译:Δ-narma神经网络:Ararma模型的连接主义延伸

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Despite their theoretical limitations, ARIMA models are widely used in real-life forecasting tasks. Parzen has proposed an extension of ARIMA models: ARARMA models. ARARMA models consist of an AR model followed by an ARMA model. Following Parzen approach, δ-NARMA neural network are MLP, the units of which are simple nonlinear ARMA-based models (∈-NARMA units). They are a non-linear extension of ARARMA models. To apply Back-Propagation Through Time algorithm to such a network, we introduce the concept of virtual error. Virtual errors can be seen as the error on hidden layer units. Such networks face the problem of non-stationary time series prediction. Experience shows that δ-NARMA networks outperform classical statistical and connectionist models on three different real-life prediction tasks. It also brings a better understanding of δ-NARMA behavior.
机译:尽管他们的理论局限性,Arima模型广泛用于现实预测任务。 Parzen提出了Arima模型的延伸:Ararma模型。 Ararma模型包括AR模型,然后是ARMA模型。遵循Parzen方法,Δ-narma神经网络是MLP,其单位是简单的非线性ARMA的模型(∈-NARMA单位)。它们是Ararma模型的非线性延伸。要通过时间算法应用回到传播,我们介绍了虚拟错误的概念。虚拟错误可以被视为隐藏层单元上的错误。这种网络面临着非静止时间序列预测的问题。经验表明,Δ-narma网络在三个不同的真实预测任务上胜过古典统计和连接主义模型。它还可以更好地了解Δ-narma行为。

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