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The importance of common cyclical features in VAR analysis: a Monte-Carlo study

机译:VAR分析中常见周期性特征的重要性:蒙特卡洛研究

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摘要

Despite the commonly held belief that aggregate data display short-run comovement, there has been little discussion about the econometric consequences of this feature of the data. We use exhaustive Monte-Carlo simulations to investigate the importance of restrictions implied by common-cyclical features for estimates and forecasts based on vector autoregressive models. First, we show that the "best" empirical model developed without common cycle restrictions need not nest the "best" model developedwith those restrictions. This is due to possible differences in the lag-lengths chosen by model selection criteria for the two alternative models. Second, we show that the costs of ignoring common cyclical features in vector autoregressive modelling canbe high, both in terms of forecast accuracy and efficient estimation of variance decomposition coefficients. Third, we find that the Hannan-Quinn criterion performs best among model selection criteria in simultaneously selecting the lag-length and rank of vector autoregressions.
机译:尽管普遍认为聚合数据显示短期联动性,但关于此数据特征的计量经济学后果鲜有讨论。我们使用详尽的蒙特卡洛模拟来研究基于矢量自回归模型的估计和预测中,公共周期特征所隐含的约束的重要性。首先,我们证明没有共同周期限制的“最佳”经验模型不需要嵌套有这些限制的“最佳”模型。这是由于两个替代模型的模型选择标准所选择的滞后长度可能不同。其次,我们表明,在预测准确性和方差分解系数的有效估计方面,忽略向量自回归建模中的常见循环特征的代价可能很高。第三,我们发现在同时选择向量自回归的滞后长度和秩时,Hannan-Quinn准则在模型选择准则中表现最佳。

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