Countercyclical versus Procyclical Taylor Principles

Jean-Bernard Chatelain, K. Ralf
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引用次数: 5

Abstract

Assuming inflation is a forward variable in Taylor (1999) model, this paper finds opposite policy rule recommandations with counter-cyclical policy rule parameters (Taylor principle: inflation rule larger than one and bounded upwards) in the case of optimal policy under commitment versus pro-cyclical policy rule parameters (inflation rule parameter below zero) in the case of discretionary policy. For the observed high inertia of the Fed with variations of the nominal policy rate within the range [0%,4%] during the great moderation, the cost of time-inconsistency is negligible for optimal policy. Time-inconsistency cannot be the ultimate argument to reject counter-cyclical Taylor principle.
逆周期与顺周期泰勒原理
假设通货膨胀在Taylor(1999)模型中是一个前向变量,本文发现在承诺下最优政策的情况下,具有反周期政策规则参数(泰勒原则:通货膨胀规则大于1且向上有界)的政策规则建议与自由支配政策的顺周期政策规则参数(通货膨胀规则参数小于零)相反。对于观察到的美联储在大缓和期间名义政策利率在[0%,4%]范围内变化的高惯性,时间不一致性的成本对于最优政策可以忽略不计。时间不一致性不能成为否定逆周期泰勒原理的最终论据。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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