Nowcasting Tail Risks to Economic Activity with Many Indicators

Andrea Carriero, Todd E. Clark, Massimiliano Marcellino
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引用次数: 41

Abstract

This paper focuses on tail risk nowcasts of economic activity, measured by GDP growth, with a potentially wide array of monthly and weekly information. We consider different models (Bayesian mixed frequency regressions with stochastic volatility, classical and Bayesian quantile regressions, quantile MIDAS regressions) and also different methods for data reduction (either the combination of forecasts from smaller models or forecasts from models that incorporate data reduction). The results show that classical and MIDAS quantile regressions perform very well in-sample but not out-of-sample, where the Bayesian mixed frequency and quantile regressions are generally clearly superior. Such a ranking of methods appears to be driven by substantial variability over time in the recursively estimated parameters in classical quantile regressions, while the use of priors in the Bayesian approaches reduces sampling variability and its effects on forecast accuracy. From an economic point of view, we find that the weekly information flow is quite useful in improving tail nowcasts of economic activity, with initial claims for unemployment insurance, stock prices, a term spread, a credit spread, and the Chicago Fed’s index of financial conditions emerging as particularly relevant indicators. Additional weekly indicators of economic activity do not improve historical forecast accuracy but do not harm it much, either.
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用多种指标预测经济活动的临近尾部风险
本文关注的是经济活动的尾部风险临近预测,以GDP增长为衡量标准,其中可能包含一系列广泛的月度和每周信息。我们考虑了不同的模型(随机波动的贝叶斯混合频率回归,经典和贝叶斯分位数回归,分位数MIDAS回归)以及不同的数据缩减方法(来自较小模型的预测组合或来自包含数据缩减的模型的预测)。结果表明,经典和MIDAS分位数回归在样本内表现很好,但在样本外表现不佳,其中贝叶斯混合频率和分位数回归通常明显优于样本。这种方法的排序似乎是由经典分位数回归中递归估计参数随时间的大量变异性驱动的,而贝叶斯方法中先验的使用减少了抽样变异性及其对预测精度的影响。从经济学的角度来看,我们发现每周信息流在改善经济活动的尾部临近预测方面非常有用,失业保险的首次申请人数、股票价格、期限价差、信贷价差和芝加哥联邦储备银行的金融状况指数都是特别相关的指标。额外的每周经济活动指标不会提高历史预测的准确性,但也不会对其造成太大损害。
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