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Multivariate singular spectrum analysis for forecasting revisions to real-time data

机译:多元奇异频谱分析,用于预测实时数据的修订

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摘要

School of Economics, University of Reading, Reading RG6 6AA, UK;School of Mathematics,Cardiff University, Cardiff, UK,Statistical Research and Training Center, Tehran, Iran;Cardiff Business School, Cardiff University, Cardiff, UK;School of Mathematics,Cardiff University, Cardiff, UK;%Real-time data on national accounts statistics typically undergo an extensive revision process, leading to multiple vintages on the same generic variable. The time between the publication of the initial and final data is a lengthy one and raises the question of how to model and forecast the final vintage of data - an issue that dates from seminal articles by Mankiw et al. [51], Mankiw and Shapiro [52] and Nordhaus [57]. To solve this problem, we develop the non-parametric method of multivariate singular spectrum analysis (MSSA) for multi-vintage data. MSSA is much more flexible than the standard methods of modelling that involve at least one of the restrictive assumptions of linearity, normality and stationarity. The benefits are illustrated with data on the UK index of industrial production: neither the preliminary vintages nor the competing models are as accurate as the forecasts using MSSA.
机译:雷丁大学经济学院,阅读RG6 6AA,英国;卡迪夫大学数学学院,英国卡迪夫,伊朗德黑兰统计研究与培训中心;卡迪夫大学数学学院,英国卡迪夫,英国;数学学院,英国加的夫的卡迪夫大学;%国民帐户统计信息的实时数据通常经过广泛的修改过程,从而导致同一泛型变量出现多个年份。从发布初始数据到最终数据之间的时间很长,这引发了如何建模和预测最终数据年份的问题-这个问题源于Mankiw等人的开创性文章。 [51],Mankiw和Shapiro [52]和Nordhaus [57]。为了解决这个问题,我们开发了用于多年份数据的多元奇异谱分析(MSSA)的非参数方法。 MSSA比标准建模方法灵活得多,后者至少涉及线性,正态性和平稳性的限制性假设之一。英国工业生产指数的数据说明了这种好处:早期年份和竞争模型都没有像使用MSSA的预测那样准确。

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