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ARIMA Based Time Series Forecasting Model

机译:基于Arima的时间序列预测模型

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摘要

As a data mining tool, time series facilitates better understanding nature of the development process of things and permits forecasting the future values of the process parameters based on the data recorded in a chronological order. ARIMA is one of the general time series models and capable of representing time series which, although not necessary stationary, is homogeneous and in statistical equilibrium. This paper presents the characterization, main methods and problems of the time series by the detailed specific algorithm of software Eviews on analyzing the ARIMA model modeling methods, as well as its specific steps on drafting particular flow chart. Finally, it deals with the Producer Price Index (PPI) collected from the year 1978 to 2013 in China. The statistics related to first 33 years are used to train the models and the 3 past years are used to forecast. This paper constructs two models as ARIMA (1, 1, 1) and AR (1) by using the autocorrelation and partial autocorrelation function of time series, and by comparing with the Akaike information criterion (AIC) and the results of the model test, the ARIMA (1, 1, 1) is chosen as the best model for forecasting. The future value of PPI in the 3 past years shows that ARIMA (1, 1, 1) model has a minor error. It is concluded that a properly performed analysis of time series can be a useful tool for analysis and short-term prediction.
机译:作为数据挖掘工具,时间序列有助于更好地理解事物的开发过程的性质,并允许基于以时间顺序记录的数据来预测过程参数的未来值。 Arima是一般时间序列模型之一,并且能够代表时间序列,虽然没有必要的静止,但统计平衡是均匀的和统计平衡。本文提出了通过在分析Arima模型建模方法的软件eviews的详细特定算法的时间序列的表征,主要方法和问题,以及其在起草特定流程图上的具体步骤。最后,它涉及从1978年到2013年收集的生产者价格指数(PPI)。与前33岁有关的统计数据用于培训模型,并使用3年的3年来预测。本文通过使用时间序列的自相关和部分自相关函数构建了两种模型(1,1,1)和AR(1),以及与Akaike信息标准(AIC)和模型测试的结果相比,选择Arima(1,1,1)作为预测的最佳模型。 PPI的未来价值在3年过去几年中表明Arima(1,1,1)模型具有次要错误。结论是,对时间序列的适当执行分析可以是用于分析和短期预测的有用工具。

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