The Neo-Fisher Effect in the United States and Japan
Total Page:16
File Type:pdf, Size:1020Kb
NBER WORKING PAPER SERIES THE NEO-FISHER EFFECT IN THE UNITED STATES AND JAPAN Martín Uribe Working Paper 23977 http://www.nber.org/papers/w23977 NATIONAL BUREAU OF ECONOMIC RESEARCH 1050 Massachusetts Avenue Cambridge, MA 02138 October 2017 I am indebted to Stephanie Schmitt-Grohé for comments and suggestions. I also thank for comments seminar participants at the Bank of England and Queen Mary University. Yoon-Joo Jo and Seungki Hong provided excellent research assistance. The views expressed herein are those of the author and do not necessarily reflect the views of the National Bureau of Economic Research. NBER working papers are circulated for discussion and comment purposes. They have not been peer-reviewed or been subject to the review by the NBER Board of Directors that accompanies official NBER publications. © 2017 by Martín Uribe. All rights reserved. Short sections of text, not to exceed two paragraphs, may be quoted without explicit permission provided that full credit, including © notice, is given to the source. The Neo-Fisher Effect in the United States and Japan Martín Uribe NBER Working Paper No. 23977 October 2017 JEL No. E52,E58 ABSTRACT I investigate the effects of an increase in the nominal interest rate on inflation and output in the United States and Japan during the postwar period. I postulate a structural autoregressive model that allows for transitory and permanent nominal and real shocks. I find that nominal interest-rate increases that are expected to be temporary, lead, in accordance with conventional wisdom, to a temporary increase in real rates that is contractionary and deflationary. By contrast, nominal interest-rate increases that are perceived to be permanent cause a temporary decline in real rates with inflation adjusting faster than the nominal interest rate to a higher permanent level. Estimated impulse responses show that inflation reaches its long-run level within a year. Importantly, because real rates are low during the transition, the economy does not suffer an output loss. This result is relevant for the design of monetary policy in economies plagued by chronic below-target inflation, for it is consistent with the prediction that a credible announcement of a gradual return of nominal rates to normal levels can bring about a swift convergence of inflation to its target level without negative consequences for aggregate activity. Martín Uribe Department of Economics Columbia University International Affairs Building New York, NY 10027 and NBER [email protected] 1 Introduction What is the effect of an increase in the nominal interest rate? One can argue on theoretical grounds that the answer to this question depends on whether the increase in the interest rate is expected to be permanent or transitory. Viewed through the lens of the new-Keynesian model with a central bank that observes the Taylor principle, a transitory positive distur- bance in the nominal interest rate causes a transitory increase in the real interest rate, which in turn depresses aggregate demand and current inflation. By contrast, if the increase in the nominal interest rate is perceived to be permanent, sooner or later, inflation will have to increase by roughly the same magnitude, since the real interest rate, given by the difference between the nominal rate and expected inflation, is unlikely to be determined by nominal factors in the long run. This one-to-one long-run relationship between nominal rates and inflation is known as the Fisher effect and is built into most modern dynamic macroeconomic models, including those in the new-Keynesian tradition. The Fisher effect, however, does not provide a prediction of when inflation should be expected to catch up with a permanent increase in the nominal interest rate. It only states that it must eventually do so. A natural question, therefore, is how quickly does inflation adjust to a permanent increase in the nom- inal interest rate? Recent theoretical work argues that a credible permanent increase in the nominal interest rate causes an immediate increase in inflationary expectations. This result has come to be known as the neo-Fisher effect. In this paper, I investigate the short-run effects of permanent nominal-interest-rate shocks from an empirical perspective. I postulate a structural vector autoregressive (SVAR) model in three endogenous vari- ables, output, inflation, and the nominal interest rate. The model is driven by four distur- bances: a permanent monetary shock, a transitory monetary shock, a permanent nonmon- etary shock, and a transitory nonmonetary shock. To identify these four driving forces, I impose a number of restrictions on the structure of the model: First, I assume that both inflation and the nominal interest rate are cointegrated with the permanent monetary shock and share a common cointegrating vector. This assumption implies that the Fisher effect 1 holds in the long run. Section 2 provides some evidence in support of this assumption. Sec- ond, I assume that output is cointegrated with the permanent nonmonetary shock. Finally, I assume that temporary increases in the nominal interest rate have a nonpositive impact effect on output and inflation. I estimate the SVAR model on postwar quarterly data from the United States and Japan using Bayesian techniques. The estimated SVAR model predicts that a transitory increase in the nominal interest rate produces dynamics that are in line with the conventional wisdom: the real interest rate increases on impact and converges from above to its steady-state, with depressed levels of aggregate activity and inflation. By contrast, the estimated SVAR model predicts that in response to a permanent increase in the nominal interest rate, the one-to-one adjustment in the inflation rate predicted by the Fisher effect happens in the short run, by which I mean less than a year. Furthermore, inflation rises faster than the nominal interest rate. As a result, the real interest rate falls on impact and converges from below to its steady state. In line with this effect on real rates, the SVAR model predicts that the adjustment to a permanent increase in the nominal interest rate does not generate a loss of aggregate output. This paper is related to a number of theoretical and empirical contributions on the ef- fects of interest-rate policy on inflation and aggregate activity. On the theoretical front, Schmitt-Groh´eand Uribe (2014 and 2017) show that the neo-Fisher effect obtains in the context of standard dynamic optimizing models with flexible or rigid prices, respectively. Specifically, they show that a credible increase in the nominal interest rate that is expected to be sustained for a prolonged period of time can give rise to an immediate increase in inflationary expectations. Cochrane (2017) shows that a standard macroeconomic model coupled with an equilibrium selection criterion that avoids interest-rate jumps delivers ne- ofisherian dynamics in which the nominal interest rate and inflation positively comove in the short run. Cochrane (2015) presents an nontechnical exposition of the neo Fisher effect and uses it to shed light on the role of monetary policy during the Great Contraction of 2007 2 and its aftermath. Erceg and Levin (2003) study a calibrated dynamic general equilibrium model with nominal rigidity in which private agents have imperfect information about the permanent and transitory components of monetary-policy shocks. They show that imperfect information of this type can provide an adequate explanation of the observed inflation per- sistence during disinflation episodes. To my knowledge, there are no econometric studies of the neo-Fisher effect. However, there is a related empirical literature devoted to estimating long-run movements in the parameters describing monetary policy, including the inflation target, and their economic effects, to which I now refer in a non-exhaustive manner. Sims and Zha (2006) estimate a regime-switching model for U.S. monetary policy and find that during the postwar period there were three policy regime switches, but that they were too small to explain the observed increase in inflation of the 1970s or the later disinflation that started with the Volker chairmanship. Ireland (2007) estimates a new-Keynesian model with a time-varying inflation target and shows that, possibly as a consequence of the Fed’s attempt to accommodate supply-side shocks, the target increased significantly during the 1960s and 1970s and fell sharply in the early 2000s. Using a similar framework, Milani (2009) shows that movements in the inflation target become less pronounced if one assumes that agents must learn about the level of the inflation target. De Michelis and Iacoviello (2016) estimate an SVAR model with permanent inflation-target shocks to evaluate the Japanese experience with Abenomics. Finally, F`eve, Matheron, and Sahuc (2010) study a dynamic optimizing model with persistent inflation-target shocks and show, by means of counterfactual experi- ments, that had the European monetary authority been less gradual in lowering its inflation target during the late 2000s, the eurozone would have suffered a milder slowdown in economic growth. The remainder of the paper is presented in 6 sections. Section 2 presents evidence con- sistent with the long-run validity of the Fisher effect. Section 3 presents the SVAR model. Section 4 discusses the observables used in the estimation, the assumed prior distributions of the estimated parameters, and the estimation procedure. The main results of the paper 3 are contained in sections 5 and 6, which present the estimated effects of permanent and tem- porary interest-rate shocks in the United States and Japan, respectively. Section ?? closes the paper with a discussion of actual monetary policy in the ongoing low-inflation era from the perspective of the estimated model. 2 The Fisher Effect My analysis of the neo-Fisher effect assumes the empirical validity of the Fisher effect, interpreted as a description of the long-run relationship between the nominal interest rate and inflation.