因子- midas的过去预测、临近预测与预测方法——以韩国GDP为例

Hyun Hak Kim, Norman R. Swanson
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引用次数: 5

摘要

我们利用混合频率因子- midas模型,利用实时数据进行pastcasting, nowcasting和预测实验。我们还引入了一个新的实时韩国GDP数据集,这是我们实验的重点。我们使用的方法包括首先使用各种估计策略从190个月度宏观经济和金融系列中估计共同潜在因素(即扩散指数)。然后将这些因素与以多个不同频率测量的标准变量一起包括在各种因素- midas预测模型中。我们的主要实证发现是:(i)当使用实时数据时,因子- midas预测模型优于各种线性基准模型。有趣的是,MSFE-best MIDAS模型在播播和临近播时不包含AR滞后项。AR术语只有在真正的预测环境中才开始发挥作用。(ii)仅利用1或2个因子的模型在所有预测范围内都是msfe最佳的,但在任何过去预测和临近预测范围内都不是。在后一种情况下,更倾向于使用具有许多因素的重参数化模型。(iii)实时数据对于预测韩国GDP至关重要,第一次可用数据与最新数据的使用强烈影响模型选择和性能。(iv)递归估计模型几乎总是msfe最佳的,使用自回归插值方法估计的模型优于使用其他插值方法估计的模型。(v)使用递归主成分估计方法估计的因子比使用各种其他(更复杂)方法估计的因子具有更多的预测内容。这一结果在我们的MSFE-best factor-MIDAS模型中尤其普遍,几乎涵盖了所有的预测范围、估计方案和分析的数据年份。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Methods for Pastcasting, Nowcasting and Forecasting Using Factor-MIDAS: With an Application to Korean GDP
We utilize mixed frequency factor-MIDAS models for the purpose of carrying out pastcasting, nowcasting, and forecasting experiments using real-time data. We also introduce a new real-time Korean GDP dataset, which is the focus of our experiments. The methodology that we utilize involves first estimating common latent factors (i.e., diffusion indices) from 190 monthly macroeconomic and financial series using various estimation strategies. These factors are then included, along with standard variables measured at multiple different frequencies, in various factor-MIDAS prediction models. Our key empirical findings are that: (i) When using real-time data, factor-MIDAS prediction models outperform various linear benchmark models. Interestingly, the MSFE-best MIDAS models contain no AR lag terms when pastcasting and nowcasting. AR terms only begin to play a role in true forecasting contexts. (ii) Models that utilize only 1 or 2 factors are MSFE-best at all forecasting horizons, but not at any pastcasting and nowcasting horizons. In these latter contexts, much more heavily parameterized models with many factors are preferred. (iii) Real-time data are crucial for forecasting Korean GDP, and the use of first available versus most recent data strongly affects model selection and performance. (iv) Recursively estimated models are almost always MSFE-best, and models estimated using autoregressive interpolation dominate those estimated using other interpolation methods. (v) Factors estimated using recursive principal component estimation methods have more predictive content than those estimated using a variety of other (more sophisticated) approaches. This result is particularly prevalent for our MSFE-best factor-MIDAS models, across virtually all forecast horizons, estimation schemes, and data vintages that are analyzed.
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