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Interval forecast for model averaging methods

机译:模型平均方法的间隔预测

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This paper is aimed at the analysis and verification of the formula for computing the number of degrees of freedom for the combined model when averaging across a set of regression models, which was proposed by Moiseev (2017) but was not thoroughly analyzed. The key feature of this formula is that it is applicable to absolutely any averaging method what dramatically widens its scope of application. We notice that the exact number of degrees of freedom for the combined model can not be computed due to uncertainty of variance-covariance matrix of submodels’ errors. However, it is shown by conducted simulation study that even using unbiased estimator of this matrix yields reliable confidence intervals. Therefore, considered formula appears to be crucial when computing interval forecast by model averaging methods.
机译:本文旨在分析和验证组合模型在一组回归模型上求平均值时计算自由度数的公式,这是Moiseev(2017)提出的,但并未进行全面分析。该公式的关键特征是,它绝对适用于任何显着扩大其应用范围的平均方法。我们注意到,由于子模型误差的方差-协方差矩阵的不确定性,因此无法计算出组合模型的确切自由度数。但是,进行的仿真研究表明,即使使用该矩阵的无偏估计量,也可以产生可靠的置信区间。因此,在通过模型平均方法计算间隔预测时,考虑的公式似乎至关重要。

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