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首页> 外文期刊>International Journal of Mathematics, Game Theory, and Algebra >The Use of Exponential Smoothing (ES), Holts and Winter (HW) and ARIMA Models in Oil Price Analysis
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The Use of Exponential Smoothing (ES), Holts and Winter (HW) and ARIMA Models in Oil Price Analysis

机译:指数平滑(ES),霍尔茨和温特(HW)和ARIMA模型在油价分析中的使用

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This paper compares the performance accuracy of three types of univariate models in oil price prediction given so many complicated models exist. It may be just as easy to apply a simpler model with economy of costs and accuracy in prediction. We investigate the Exponential smoothing (ES), Holt-Winters (HW) and Autoregressive integrated moving average (ARIMA) models. Six strategies were used to determine selection prediction accuracies using data from the West Texas Intermediate (WTI) crude. The results show that the HW model performed better than the ES model (95%), while an ARIMA (2, 1, 2) model was most accurate of the three. The most sophisticated of the three was robust thus useful as a quick and economical model to use in the oil market.
机译:鉴于存在许多复杂模型,本文比较了三种类型的单变量模型在油价预测中的性能准确性。应用具有成本效益和预测准确性的简单模型可能同样容易。我们研究指数平滑(ES),Holt-Winters(HW)和自回归综合移动平均值(ARIMA)模型。使用西得克萨斯中质原油(WTI)的数据,采用了六种策略来确定选择预测的准确性。结果表明,硬件模型的性能优于ES模型(95%),而ARIMA模型(2、1、2)在这三个模型中最准确。这三个中最复杂的一个是坚固的,因此可作为在石油市场上使用的快速,经济的模型。

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