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首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >A Hybrid Neural Network and H-P Filter Model for Short-Term Vegetable Price Forecasting
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A Hybrid Neural Network and H-P Filter Model for Short-Term Vegetable Price Forecasting

机译:用于短期蔬菜价格预测的混合神经网络和H-P滤波器模型

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This paper is concerned with time series data for vegetable prices, which have a great impact on human’s life. An accurate forecasting method for prices and an early-warning system in the vegetable market are an urgent need in people’s daily lives. The time series price data contain both linear and nonlinear patterns. Therefore, neither a current linear forecasting nor a neural network can be adequate for modeling and predicting the time series data. The linear forecasting model cannot deal with nonlinear relationships, while the neural network model alone is not able to handle both linear and nonlinear patterns at the same time. The linear Hodrick-Prescott (H-P) filter can extract the trend and cyclical components from time series data. We predict the linear and nonlinear patterns and then combine the two parts linearly to produce a forecast from the original data. This study proposes a structure of a hybrid neural network based on an H-P filter that learns the trend and seasonal patterns separately. The experiment uses vegetable prices data to evaluate the model. Comparisons with the autoregressive integrated moving average method and back propagation artificial neural network methods show that our method has higher accuracy than the others.
机译:本文涉及蔬菜价格的时间序列数据,对人类的影响很大。蔬菜市场的价格和预警系统的准确预测方法是人们迫切需要的日常生活。时间序列价格数据包含线性和非线性模式。因此,目前的线性预测和神经网络都没有足以建模和预测时间序列数据。线性预测模型不能处理非线性关系,而单独的神经网络模型不能同时处理线性和非线性图案。线性HODRICK-PRESCOTT(H-P)滤波器可以从时间序列数据中提取趋势和周期性组件。我们预测线性和非线性图案,然后将两个部分线性地组合以产生从原始数据的预测。本研究提出了基于H-P滤波器的混合神经网络的结构,该H-P滤波器分别学习趋势和季节性模式。实验使用蔬菜价格数据来评估模型。与自回归综合移动平均方法和后传播人工神经网络方法的比较表明,我们的方法比其他方法更高。

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