دانلود مقاله ISI انگلیسی شماره 26455
عنوان فارسی مقاله

یادگیری، قواعد سیاست پولی و ثبات اقتصاد کلان

کد مقاله سال انتشار مقاله انگلیسی ترجمه فارسی تعداد کلمات
26455 2008 18 صفحه PDF سفارش دهید محاسبه نشده
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عنوان انگلیسی
Learning, monetary policy rules, and macroeconomic stability
منبع

Publisher : Elsevier - Science Direct (الزویر - ساینس دایرکت)

Journal : Journal of Economic Dynamics and Control, Volume 32, Issue 10, October 2008, Pages 3148–3165

کلمات کلیدی
سیاست های پولی - ثابت افزایش یادگیری - انتظارات - برآورد تجاری - بی ثباتی اقتصاد کلان
پیش نمایش مقاله
پیش نمایش مقاله یادگیری، قواعد سیاست پولی و ثبات اقتصاد کلان

چکیده انگلیسی

Several papers have documented a regime switch in US monetary policy from ‘passive’ and destabilizing in the pre-1979 period to ‘active’ and stabilizing afterwards. These studies typically work with DSGE models with rational expectations. This paper relaxes the assumption of rational expectations and allows for learning instead. Economic agents form expectations from simple models and update the parameters through constant-gain learning. In this setting, the paper aims to test whether monetary policy may have been a source of macroeconomic instability in the 1970s by inducing unstable learning dynamics.The model is estimated by Bayesian methods. The constant-gain coefficient is jointly estimated with the structural and policy parameters in the system. The results show that monetary policy was respecting the Taylor principle also in the pre-1979 period and, therefore, did not trigger macroeconomic instability.

مقدمه انگلیسی

A large literature has studied the evolution of US monetary policy over the post-war period and the effects of monetary policy on macroeconomic stability. Influential papers by Clarida et al. (CGG, 2000) and Lubik and Schorfheide (LS, 2004) have argued that policy was substantially different in the pre-1979 period compared with the following two decades. CGG estimate a single equation – a forward-looking Taylor rule – by GMM, while LS use full-information methods to estimate a New Keynesian model with rational expectations. Both papers conclude that the estimated monetary policy rule in the pre-1979 sample fails to satisfy the so-called ‘Taylor principle’ and may have been a source of macroeconomic instability by allowing the existence of ‘sunspot equilibria’. This paper avoids imposing rational expectations and it introduces, instead, learning by economic agents. A recent literature1 highlights, in fact, the strong informational requirements of economic agents under rational expectations and proposes to relax this assumption in favor of agents that form expectations from simple economic models and need to learn the true model details over time. In a model with learning, a failure to satisfy the Taylor principle, as implied by CGG and LS's estimates, would still be a source of endogenous macroeconomic instability. But it would produce instability for a different reason. In a model with learning, in fact, a monetary policy rule that fails to satisfy the Taylor principle would prevent the learning dynamics from converging to the rational expectations equilibrium (REE) of the economy. The system may, therefore, be characterized by unstable learning dynamics. This paper aims to estimate a model with learning to evaluate whether unstable learning dynamics indeed existed in the pre-1979 period. In the model I will present, the Taylor principle represents a necessary and sufficient condition for learnability of the true rational expectations solution. Therefore, the paper will focus on checking whether monetary policy satisfied the Taylor principle to derive evidence on unstable learning dynamics in the 1960s and 1970s. Similarly to LS, I adopt full-information Bayesian methods in the estimation. But differently from them, I relax the assumption of rational expectations and allow for near-rational expectations and learning. Under rational expectations, the papers that estimate structural models by likelihood methods typically impose restrictions in the estimation to guarantee that the parameters fall in the determinacy region, so that the models can be solved by standard procedures. This approach rules out by construction estimates of the monetary policy rule that do not respect the Taylor principle. LS are the first to provide the tools to extend the likelihood function to the indeterminacy region, thus allowing for determinacy and indeterminacy in the estimation under rational expectations. But such complications are not needed under subjective expectations and learning. My framework is, therefore, particularly suited to study the evolution of US monetary policy over time and to investigate the determinacy, indeterminacy, and learnability properties of estimated monetary policy rules, both in the pre- and post-1979 samples. I find that monetary policy has satisfied the Taylor principle also in the pre-1979 period. The results, therefore, indicate that monetary policy was not a source of instability in the pre-Volcker sample.2 The estimates imply that, in the case of a decreasing gain, there should have been convergence in the limit to the REE. Since the model assumes a constant, rather than decreasing gain, and the data favor a rather small constant gain, it can be concluded that the learning dynamics should have led the economy to fluctuate in the limit around the REE, but without departing too far from it. The results are, therefore, suggestive that evidence on the instability of monetary policy in the 1970s may be dependent on the assumptions about expectations. The results are consistent with the findings in Orphanides, 2001 and Orphanides, 2004, who replicate the exercise of CGG, but exploiting the forecasts that were available to the fed in real time. Using forecast from the Greenbook, instead of rational expectations, Orphanides likewise does not detect evidence of failure of the Taylor principle in the pre-1979 sample.3

نتیجه گیری انگلیسی

Several papers find that monetary policy has considerably changed over the post-war sample. CGG and LS conclude that policy was ‘passive’ in the pre-1979 sample and became ‘active’ in the Volcker–Greenspan period. The policy rule they estimate fails to satisfy the Taylor principle in the pre-1979 period and it leads to instability if considered within a simple monetary DSGE model with rational expectations. This paper revisits the evidence on the evolution of monetary policy by departing from the assumption of rational expectations. I estimate a model in which agents form expectations from econometric models and learn the relevant parameters over time. In the model with learning, the failure to satisfy the Taylor principle would lead to instability, by preventing agents’ learning from converging to the REE of the economy. By estimating a model that allows for time-variation in the monetary policy rule, I can check whether Fed's policy may have been a source of unstable learning dynamics in the 1970s. I find some time-variation in monetary policy. But the paper shows that the estimated policy rule satisfied the Taylor principle also in the pre-1979 period. Therefore the results suggest that also in the 1960s–1970s, conditional on the proposed model of the economy, monetary policy was not contributing to macroeconomic instability. I have shown that under learning the evidence of a regime switch of US monetary policy from passive to active is weak. Therefore, the results on the instability of policy during the Great Inflation may be dependent on the assumed expectations formation mechanism. As shown, small deviations from rational expectations may lead to very different results. The paper has not proved, however, that the model with learning provides a better explanation of the data compared with an alternative rational expectations model in which policy indeed changes. Moreover, the New Keynesian model I have used is likely to be misspecified: future research should use Del Negro and Schorfheide (2004)'s tools to determine the degree of misspecification of the model by comparing its restrictions under learning with unrestricted VARs (and by comparing the results with what one would find using the model under rational expectations).

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