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Forecasting selected energy commodities prices with Bayesian dynamic finite mixtures

机译:预测所选能源商品价格与贝叶斯动态有限混合物

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In this paper selected energy commodities spot prices are forecasted with the help of Bayesian dynamic finite mixtures. In particular, crude oil, natural gas, and coal spot prices are analyzed. Due to the availability of data, crude oil is analyzed between 1988 and 2019, natural gas between 1990 and 2019, and coal between 1987 and 2019. Monthly data are used. The dynamic mixtures used herein are a novel methodological tool in forecasting. Their first important feature is that regression coefficients are estimated in a recursive on-line way, allowing for real-time performance. Secondly, the switching between mixture components is also allowed to vary in time. Thirdly, the algorithms used herein are based on explicit solutions, allowing for the fully Bayesian inference approach, whereas approximations are only on the numerical level of the pdfs (probability density functions) statistics. In other words, the evolution of prior to posterior pdfs has fixed functional form; only the numerical statistics of those pdfs are evolving in time. Both normal regression components and state-space models are considered as mixture components, which makes this study a generalization of previous research with Bayesian approaches to model averaging techniques. Indeed, those mixtures are compared with other benchmark models, such as Dynamic Model Averaging, Time-Varying Parameter regression, ARIMA, and the na & iuml;ve method, with the Diebold-Mariano test, and are found to generate significantly more accurate forecasts. Additionally, the Giacomini-Rossi fluctuation test and Model Confidence Set are applied for more thorough examination of forecasting performances. (c) 2021 Elsevier B.V. All rights reserved.
机译:在本文中,选择了贝叶斯动态有限混合物的帮助下预测了能源商品现货价格。特别是,分析了原油,天然气和煤炭品质价格。由于数据的可用性,1988年至2019年间,原油在1990年至2019年间天然气,1987年至2019年间煤炭。使用每月数据。这里使用的动态混合物是预测中的新方法工具。它们的第一重要特征是回归系数以递归在线方式估计,允许实时性能。其次,混合物组分之间的切换也被允许随时间变化。第三,这里使用的算法基于显式解决方案,允许完全贝叶斯推理方法,而近似只是在PDF的数值(概率密度函数)统计上。换句话说,PDF之前的进化具有固定的功能形式;只有这些PDF的数值统计数据在时间上不断发展。普通回归分量和状态空间模型都被视为混合组分,这使得该研究使贝叶斯途径对模型平均技术的先前研究的概括。实际上,将这些混合物与其他基准模型进行比较,例如动态模型平均,时变参数回归,ARIMA和NAÏ VE方法,与DieBold-Mariano测试相比,并且被发现产生明显更准确的预测。此外,GIACOMINI-ROSSI波动测试和模型信心集适用于对预测性能的更全面检查。 (c)2021 elestvier b.v.保留所有权利。

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