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Finite sample weighting of recursive forecast errors

机译:递归预测误差的有限样本加权

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This paper proposes and tests a new framework for weighting recursive out-of-sample prediction errors according to their corresponding levels of in-sample estimation uncertainty. In essence, we show how to use the maximum possible amount of information from the sample in the evaluation of the prediction accuracy, by commencing the forecasts at the earliest opportunity and weighting the prediction errors. Via a Monte Carlo study, we demonstrate that the proposed framework selects the correct model from a set of candidate models considerably more often than the existing standard approach when only a small sample is available. We also show that the proposed weighting approaches result in tests of equal predictive accuracy that have much better sizes than the standard approach. An application to an exchange rate dataset highlights relevant differences in the results of tests of predictive accuracy based on the standard approach versus the framework proposed in this paper. (C) 2015 International Institute of Forecasters. Published by Elsevier B.V. All rights reserved.
机译:本文提出并测试了一种根据递归样本外预测误差对应的样本内估计不确定性水平加权的新框架。本质上,我们展示了如何通过尽早开始预测并加权预测误差,来使用来自样本的最大可能信息量来评估预测准确性。通过蒙特卡洛研究,我们证明了当只有少量样本可用时,与现有的标准方法相比,所提出的框架从一组候选模型中选择正确的模型的频率要高得多。我们还表明,所提出的加权方法可以实现具有相同预测精度的测试,而测试的大小比标准方法要好得多。应用于汇率数据集的过程突出了基于标准方法与本文提出的框架的预测准确性测试结果的相关差异。 (C)2015年国际预测协会。由Elsevier B.V.发布。保留所有权利。

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