<?xml version="1.0" encoding="utf-8" standalone="yes"?><rss version="2.0" xmlns:atom="http://www.w3.org/2005/Atom"><channel><title>Jeffrey C. Fuhrer | Macro Paper Warehouse</title><link>https://macropaperwarehouse.com/authors/jeffrey-c.-fuhrer/</link><description>Jeffrey C. Fuhrer</description><generator>Hugo -- gohugo.io</generator><language>en-us</language><atom:link href="https://macropaperwarehouse.com/authors/jeffrey-c.-fuhrer/index.xml" rel="self" type="application/rss+xml"/><item><title>Habit Formation in Consumption and Its Implications for Monetary-Policy Models</title><link>https://macropaperwarehouse.com/papers/habit-formation-in-consumption-and-its-implications-for-monetary-policy-models/</link><guid>https://macropaperwarehouse.com/papers/habit-formation-in-consumption-and-its-implications-for-monetary-policy-models/</guid><description>&lt;p&gt;The argument starts from a complaint about method: a model used to rank monetary policies must be trusted to represent how consumers and firms actually behave over the policy horizon, and the author contends that most optimisation-based sticky-price models of the late 1990s had not been validated in a way that would earn that trust. Matching first and second unconditional moments is not enough, and neither is matching a single impulse response &amp;ndash; especially the response to a monetary policy shock, since the unanticipated component of policy accounts for only a small share of the variance of output, inflation or interest rates. Instead the paper advocates likelihood-based evaluation, comparing the full vector autocovariance function of a structural model against that of an unconstrained VAR in which the structural model is nested. Judged that way, the standard life-cycle consumption model fails in a specific and diagnosable manner: consumption behaves like a &amp;ldquo;jump variable,&amp;rdquo; front-loading its entire response to a shock, whereas identified VARs show a gradual hump-shaped response peaking around a year out. Adding Campbell-Mankiw rule-of-thumb consumers does not fix this. The paper&amp;rsquo;s proposed fix is habit formation in the Carroll-Overland-Weil form, in which utility depends on consumption relative to a reference level built from past consumption; the author&amp;rsquo;s own explanation of why it works is that this &amp;ldquo;mixes utility from the level of consumption with utility from the change in consumption,&amp;rdquo; so consumers acquire a motive to smooth changes as well as levels. He deliberately rules out the alternative repair &amp;ndash; assuming serially correlated structural errors &amp;ndash; on the grounds that a model with its dynamics hidden in the errors &amp;ldquo;becomes vulnerable to a Lucas critique of its errors.&amp;rdquo; Estimating the linearised consumption function by numerical maximum likelihood on U.S. quarterly data for 1966:1-1995:4, the habit parameter comes in at 0.80 with a standard error of 0.19, the rule-of-thumb income share at 0.26, the curvature parameter at 6.11 (implying a small intertemporal elasticity of substitution), and the forward-looking discount parameter at 0.99 per quarter. The restriction that habit formation is unimportant is rejected with a chi-squared statistic of 21.4 and a p-value of 4 times ten to the minus six; the restriction that rule-of-thumb behaviour is unimportant is rejected with a statistic of 12.6 and a p-value of 4 times ten to the minus four. Notably, the full set of cross-equation and zero restrictions implied by the structural model and rational expectations yields a test statistic of 32.8, &amp;ldquo;not significant at even the 10 percent level&amp;rdquo; &amp;ndash; which the author calls &amp;ldquo;one of relatively few cases&amp;rdquo; where an optimisation-based rational-expectations model survives against the VAR that nests it. One estimate comes out lower than expected: the memory parameter in the habit reference level is essentially zero, implying the reference level is simply last quarter&amp;rsquo;s consumption, and the author defends this at length by showing that a single lag suffices to deliver the smoothing and that substituting a long memory changes the model&amp;rsquo;s disinflation dynamics only slightly. In a disinflation simulation that cuts the inflation target from about 5% to 2% unexpectedly, consumption in the habit model responds gradually with a peak at about a year and a full response over three to four years, and the author shows that the counterfactually fast real-side response in the no-habit model also significantly damps the persistence of inflation &amp;ndash; so misspecifying the real side corrupts the nominal side. He declines to compute optimal policy in the model, giving three reasons: with empirically significant rule-of-thumb consumers it is unclear whose utility to maximise; the model contains no explicit cost of inflation, so the consumer-optimal policy degenerates to minimising consumption fluctuations; and the representative-agent structure is a poor vehicle for welfare costs that arguably fall on discrete employment shifts for a small fraction of the population. He is also explicit that the specification &amp;ldquo;might not be robust across shifts in monetary or other policy regimes,&amp;rdquo; and that only testing across regime shifts can settle that.&lt;/p&gt;</description></item></channel></rss>