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The effects of Minsky moment and stock prices on the US Taylor Rule

机译:明斯基时刻和股票价格对美国泰勒规则的影响

摘要

This paper estimates the US Taylor rule for the period 1997 – 2010, with monthly data, a period characterized by two recessions and asset markets turbulences. Its novelties are that, firstly, we follow Weise and Barbera (2009) and include in the Taylor rule credit spreads (a variable which captures the so-called Minsky Moment) and a modified Wicksellian neutral interest rate. Secondly, we also include a variable to capture the effects of stock price movements. Thirdly, we find that all the variables in the US Taylor rule are I(1) in levels. Therefore, we estimate this equation with the time series methods of unit roots and cointegration, which is perhaps a novelty for the US Taylor rule. We find that there is a well defined cointegrating equation for the US Taylor rule embodying Wicksellian-Minsky effects and stock market movements. Secondly, the Federal Reserve system seems to give relatively a much larger weight to the objective of controlling inflation than to output and unemployment.
机译:本文估计了1997年至2010年期间的美国泰勒规则,并提供了每月数据,该时期的特征是两次衰退和资产市场动荡。它的新颖之处在于,首先,我们遵循Weise和Barbera(2009)的观点,并在泰勒规则中包括信贷利差(捕获所谓的Minsky Moment的变量)和修正的Wicksellian中性利率。其次,我们还包含一个变量,以捕获股票价格变动的影响。第三,我们发现美国泰勒规则中的所有变量的级别均为I(1)。因此,我们用单位根和协整的时间序列方法来估计该方程,这可能是美国泰勒规则的新颖之处。我们发现,对于美国泰勒规则,有一个定义明确的协积分方程,体现了威克塞尔-明斯基效应和股市变动。其次,美联储体系似乎在控制通货膨胀的目标上比在产出和失业上具有更大的权重。

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  • 年度 2011
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