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Combining time-variation and mixed-frequencies: an analysis of government spending multipliers in Italy

机译:结合时变和混合频率:对意大利政府支出乘数的分析

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摘要

In this paper, we propose a time-varying parameter VAR model with stochastic volatility which allows for estimation on data sampled at different frequencies. Our contribution is twofold. First, we extend the methodology developed by Cogley and Sargent (2005), and Primiceri (2005), to a mixed-frequency setting. In particular, our approach allows for the inclusion of two different categories of variables (high-frequency and low-frequency) into the same time varying model. Second, we use this model to study the macroeconomic effects of government spending shocks in Italy over the 1988Q4-2013Q3 period. Italy - as well as most other euro area economies - is characterised by short quarterly time series for fiscal variables, whereas annual data are generally available for a longer sample before 1999. Our results show that the proposed time-varying mixed-frequency model improves on the performance of a simple linear interpolation model in generating the true path of the missing observations. Second, our empirical analysis suggests that government spending shocks tend to have positive effects on output in Italy. The fiscal multiplier, which is maximized at the one year horizon, follows a U-shape over the sample considered: it peaks at around 1.5 at the beginning of the sample, it then stabilizes between 0.8 and 0.9 from the mid-1990s to the late 2000s, before rising again to above unity during of the recent crisis.
机译:在本文中,我们提出了具有随机波动性的时变参数VAR模型,该模型可以估计在不同频率下采样的数据。我们的贡献是双重的。首先,我们将Cogley和Sargent(2005)以及Primiceri(2005)开发的方法扩展到混合频率设置。特别是,我们的方法允许将两个不同类别的变量(高频和低频)包含在同一时变模型中。其次,我们使用此模型来研究1988Q4-2013Q3期间意大利政府支出冲击的宏观经济影响。意大利-以及大多数其他欧元区经济体-的特点是每个季度的财政变量时间序列较短,而年度数据通常可用于1999年之前的较长样本。我们的结果表明,所提出的时变混合频率模型在简单线性插值模型在生成缺失观测值的真实路径中的性能。其次,我们的经验分析表明,政府支出的冲击往往会对意大利的产出产生积极影响。财政乘数在一年的时间范围内最大化,在所考虑的样本上呈U形:在样本开始时达到1.5左右的峰值,然后从1990年代中期到后期稳定在0.8到0.9之间2000年代,在最近的危机期间再次上升到高于统一的水平。

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