[What Ends Recessions?]: Comment
📄 Summarized from the full manuscript · Human-reviewed for faithfulness before publication
In brief
The Romers argued from a history of Federal Reserve deliberations that deliberate policy ended postwar recessions. Cochrane revives a thirty-year-old identification objection. A Fed that predictably reacts to bad news cannot by that fact alone be shown to have caused the recovery; correlation says nothing about direction without a theory of what would otherwise have happened. Working through the regression algebra, he shows their "policy multiplier" is inseparable from the Fed's own feedback rule unless one assumes anticipated and unanticipated money have identical effects. He adds that the implied multipliers are implausibly large, permanent and slow, and that consumption barely moves in recessions, suggesting households already expect brief downturns.
What this paper finds — and why it matters
Commenting on Christina and David Romer’s claim that active Federal Reserve policy ended postwar recessions, Cochrane argues that their historical narrative cannot distinguish a Fed that reacts to output from a Fed that causes it, that their regression-based policy multipliers are not separately identified from the Fed’s own feedback rule without an explicit, defended monetary theory, and that the size, permanence, and delay of their estimated multipliers do not match any known account of how money affects output. Cochrane places the Romers’ project squarely in the line of Friedman-Schwartz-style historical monetary analysis and revives the identification critiques Tobin and Kareken-Solow raised against that method thirty years earlier: a history of Fed officials perceiving recessions and lowering rates documents that the Fed reacted systematically to output and inflation, but says nothing about whether output reacted to the Fed, since predictable (“systematic”) policy actions are exactly the kind of correlation with dubious causal content that VAR methodology was built to sidestep. Working through the underlying regression algebra, Cochrane shows the Romers’ OLS and instrumental-variables “policy multiplier” estimates are observationally equivalent to the negative of the Fed’s own feedback rule unless one assumes, as they implicitly do, that anticipated and unanticipated monetary policy have identical real effects – an assumption he argues is hard to reconcile with the apparent neutrality of announced disinflations and the ends of hyperinflations. He further argues the estimated multipliers are implausibly large (requiring investment responses far outside what the investment literature supports), permanent, and delayed in a way no theory of monetary transmission predicts, and that a simple look at how little nondurables-and-services consumption moves across four recessions suggests households already expect recessions to be short-lived on their own, undercutting the premise that policy-induced “ending” is even needed. Cochrane closes by faulting the paper for engaging none of the intervening thirty years of VAR and monetary-theory literature that grew directly out of the very identification problems it re-encounters, while praising the Romers’ FOMC-minutes evidence as a potentially valuable input to resolving the Fed’s own reaction function.
Summary of a classic paper, AI-assisted and human-reviewed. See the linked original for the authoritative claims and full conditions.
Questions & answers
Q1. What is the paper’s proposition, and what intellectual lineage does Cochrane place it in?
Romer and Romer advance “a startling and intriguing proposition: Active, systematic monetary policy ended postwar recessions,” which Cochrane identifies as “the latest in a series of provocative papers in which Christina and David Romer have revived some of the methods and views of Friedman, and Friedman and Schwartz” (Section 1, p. 58). He immediately reaches for Friedman’s classic critics – Tobin’s (1970) “Post Hoc Ergo Propter Hoc” and Kareken and Solow’s (1963) “Lags in Monetary Policy” – which “outlined the issues that, formalized by Sims (1972) and others, today define the standard methodology for evaluating monetary policy,” framing his whole comment as a re-application of decades-old identification concerns to a paper that, in his view, does not engage them.
Q2. What does the Romers’ history of “policy actions” actually establish, and what does it fail to establish?
Cochrane accepts that the Romers’ collection of FOMC statements shows the Fed “perceives the onset of a recession quickly” and “seem[s] to advocate countercyclical policy,” useful evidence about the Fed’s information set and reaction function (Section 2, pp. 58-59). But he argues this documents only that the Fed reacted to output and inflation, “but doesn’t tell us if output reacted to the Fed.” Invoking Kareken and Solow’s parable – a central bank that perfectly stabilizes the economy would be observed doing nothing while the economy stays calm, and “an observer…would…conclude that monetary policy has no effects at all, which would be precisely the opposite of the truth” – Cochrane concludes that “predictable actions are precisely those actions whose correlations with other events have dubious causal interpretations,” quoting Sims’s (1992) question “does the cock’s crow cause the sunrise?” (p. 59).
Q3. What is the “contemporaneous shock identification” problem with the Romers’ OLS regressions?
Cochrane sets up a simple simultaneous system in which output depends on the monetary policy variable m and the Fed’s feedback rule depends on output, and shows that OLS cannot separate the structural output equation from the feedback rule unless contemporaneous m is assumed not to affect y within the quarter (Section 3.1.1, pp. 60-62). If that identifying assumption is wrong – if m can affect y within the same quarter – “OLS recovers mongrels, combinations of the structural output effects and the Fed feedback rule,” and in the polar case where the true output effect of m is zero, “OLS estimates recover the feedback rule and have nothing to do with the effects of m on y.” He notes the Romers’ regression is, in effect, “the first row of a bivariate vector autoregression” with a recursive orthogonalization ordering output first – the opposite assumption from most VAR studies using monetary aggregates, which assume the Fed cannot react within the quarter.
Q4. What is the “omitted variables” critique, and why does Cochrane think it matters quantitatively?
If other variables the Fed watches (and which help predict output) are left out of the regression of output on lagged output and the policy variable, “the estimated lag polynomials…are mongrels, combinations of all the lag polynomials in the system,” so the resulting “bias” – which Romer and Romer “acknowledge but belittle” – “can be upward or downward or both (at different lags)” (Section 3.1.2, p. 63). Cochrane argues this is not merely a theoretical possibility: “level” variables such as the consumption/output ratio, the term spread, and the default spread are known to significantly help predict output and monetary policy (citing his own 1994 “Shocks” paper), and the Romers’ own historical analysis “convinces one that the Fed obsessively watches an enormous number of economic variables when setting policy” – so omitted variables are, in his words, “a serious problem in Equation (1),” not just an in-principle worry.
Q5. Do the Romers’ instrumental-variables estimates, using their own dated “regime shifts,” solve the identification problem?
Cochrane argues no: the Boschen-Mills index is “just another measure of the stance of monetary policy,” giving no reason to expect it is less correlated with the error term than the federal funds rate itself, and the Romer-Romer dates – meant to mark shifts to anti-inflation policy – require assuming “the change in regime is made without regard to the current state of output, anticipated future output, or other variables correlated with output,” a claim Cochrane finds hard to believe: “no disinflation event came in the depth of a depression!” (Section 3.2, pp. 63-64). He stresses this is “the crucial piece of evidence and it is not addressed by Romer and Romer’s historical analysis” – their own FOMC-minutes reading, in fact, seems to show the opposite, that the Fed does attend to output when shifting toward disinflation.
Q6. What is the formal non-identification result proved in the Appendix, and why does it matter for the whole debate?
Cochrane sets up a structural model in which output responds separately to anticipated and unanticipated components of monetary policy, and shows in the Appendix that the coefficient governing the effect of anticipated policy on output and the coefficient governing the Fed’s response to output in its feedback rule “are not separately identified” – dividing the two estimated relationships to eliminate one unknown “leaves one equation in the two unknowns,” proving the proposition stated in the text (Section 3.3 and Appendix, pp. 64-65, 72-73). The practical upshot: “no regression can distinguish whether the true ‘policy multiplier’ is that estimated by Romer and Romer or zero. We must impose some theory or ‘identifying restriction’ to get an answer.” The Romers implicitly assume no distinction between anticipated and unanticipated money, which is exactly what delivers their large multiplier – but that assumption is a theoretical commitment, not a neutral default.
Q7. Why does Cochrane doubt the assumption that anticipated and unanticipated money have identical effects?
He points to counterexamples that most monetary economists accept: “the ends of hyperinflations, currency revaluations, and policies in countries with high and variable inflation” appear to have negligible real effects even though they are large monetary events, so “we need a view of money that explains why monetary policy does have effects in some circumstances and does not in others,” and “most monetary models that can explain both sets of observations give no role to systematic policy (beyond inflation-tax effects)” (Section 3.3, pp. 65-66). He is careful to frame this as a challenge rather than a refutation: “Perhaps Romer and Romer do want to assume there is no distinction. The point is that the assumption identifying what is policy-invariant is crucial, so it needs to be explicit and linked to a monetary theory.”
Q8. What is wrong, in Cochrane’s view, with the size and shape of the Romers’ estimated multipliers?
He objects on three grounds (Section 3.4, pp. 66-67): the responses are “permanent and delayed,” a pattern “no story for the effect of money on output that I know of produces”; the responses are “big” – a one-percentage-point decline in real rates raising output by up to 3%, which on a simple Keynesian investment channel “require[s] a 30% rise in investment for each percentage point decline in interest rates,” far larger than the investment literature supports even under expansive assumptions; and comparable two-variable VARs using the same federal-funds-output system produce similarly large, permanent, delayed responses only until other variables (notably commodity prices, to purge the “price puzzle”) are added, at which point “federal funds shocks…account for 10% or less of output variation.” He adds a reductio: if the estimated multipliers and the presumption that the Fed fully controls the real rate were taken literally, nothing would stop the Fed from setting the real rate at -4% and “permanently rais[ing] output by 20%” – since no one believes that is possible, the multipliers themselves must not be taken fully at face value.
Q9. What is Cochrane’s consumption-based argument that recessions “end themselves”?
He argues that most macroeconomics, including standard stochastic growth models, already predicts that the economy reverts after a shock without policy intervention – a calibrated growth model implies a 9.1-quarter half-life (5.8 quarters with higher depreciation) – and that the data agree: a simple autoregression of the nondurables-and-services consumption/output ratio implies a 5.07-quarter half-life, and Figure 1’s plot of consumption and output through four recessions shows “consumption is barely affected by the declines in output,” meaning “consumers expected the recessions to end promptly” on their own (Section 4, pp. 67-69). He preempts the rebuttal that consumers might be rationally anticipating Fed-engineered recoveries: to believe that, “one must again believe that completely anticipated, systematic policy can have real effects” while somehow not being anticipated in prices – an inconsistency he finds implausible. He concludes: “the ‘persistence’ of recessions that Romer and Romer seek to explain by persistent policy isn’t there. It couldn’t be. If it was, recessions wouldn’t have ’ended’!”
Q10. What is Cochrane’s overarching complaint about how the paper engages (or fails to engage) the existing literature?
He charges that “Romer and Romer completely ignore” three strands of directly relevant work: the Tobin-Solow methodological critiques and the VAR literature built in response to them (which by his account is “converging on similar answers,” much smaller than the Romers’ multipliers); the theoretical literature on monetary and fiscal nonneutrality that is “the heart of macroeconomic training in every Ph.D. program”; and the applied literature on Fed decision-making and lags following Kareken, Solow, Poole, McCallum, and Meltzer (Section 5, pp. 69-71). He offers a “quite sympathetic” interpretation – that thirty years of difficult, inconclusive VAR and theoretical work make a return to narrative history tempting – but argues that once the Romers moved from narrative to quantitative multipliers (“Adam and Eve in the garden of Friedman, they have taken one bite of the forbidden econometric fruit”), they inherited exactly the identification problems that motivated the VAR literature in the first place, and “cannot be addressed by quotes from FOMC meetings” alone.
Q11. What constructive role does Cochrane still see for historical analysis, including the Romers’ own FOMC evidence?
He does not dismiss history altogether: “Historical analysis should be able to help us figure out how monetary policy has nonneutral effects,” citing Sargent’s (1986) analysis of the ends of hyperinflations as an example that “brings home the potential neutrality of some large monetary events, the government’s intertemporal budget constraint, and the fact that inflation is often…a fiscal phenomenon, in a way that mountains of formal papers do not” (Section 5, pp. 71-72). He singles out the Romers’ reading of FOMC minutes as “very helpful in sorting out how the Fed reacts to the economy” – useful as an input to identifying the Fed’s reaction function – but insists that “a successful reading of history can’t ignore Tobin and Solow’s concerns,” and closes with the line that “if economic history simply ignores the history of economics, it is doomed to repeat it.”
Key terms in this paper
Definitions below follow the paper's own usage.
- Identification problem in policy-actions history
- Cochrane's restatement, via Tobin's (1970) "Post Hoc Ergo Propter Hoc" critique and Kareken and Solow's (1963) parable of a central bank that perfectly stabilizes the economy and would then be wrongly judged powerless, of the point that a historical or econometric correlation between Fed policy actions and subsequent output tells us the Fed reacted to output and inflation, but "doesn't tell us if output reacted to the Fed" -- so that "'policy' could have 'ended recessions' with no 'policy actions,' and 'policy actions' could have occurred without helping to 'end recessions'" (Sections 2-3, pp. 58-62).
- Non-identification of policy multipliers from feedback rules
- Cochrane's formal result (proved in the paper's Appendix) that, in a structural system where output depends on both anticipated and unanticipated monetary policy and the Fed follows a feedback rule responding to output, the coefficient on anticipated policy in the output equation and the coefficient on output in the Fed's feedback rule "are not separately identified": dividing one estimated equation by the other leaves "one equation in the two unknowns," so no regression, however well specified, can determine whether an estimated "policy multiplier" reflects a true structural effect of policy or is entirely a byproduct of the Fed's own reaction function (Section 3.3, pp. 64-65 and Appendix, pp. 72-73).
- Anticipated-versus-unanticipated money as the identifying assumption
- The paper's central methodological demand, following Kareken and Solow's observation that "one cannot deduce conclusions about the effects of monetary policy...without making some hypothesis...about what the course of events would have been had the monetary authorities acted differently" -- because the key identifying assumption is whether anticipated money has real effects (a,,y(L) = 0) or only unanticipated money does (a,,(L) = 0), any claim about policy's real effects requires an explicit monetary theory able to explain why some large monetary events (hyperinflation endings, currency reforms) appear neutral while others are claimed not to be (Section 3.3, pp. 64-66).
- Consumption-based test of expected recession persistence
- Cochrane's test of whether the Romers' large, permanent, delayed output multipliers are credible: because nondurable-and-services consumption barely moves during the four recessions plotted in Figure 1, and a simple consumption/output ratio autoregression implies just a 5.07-quarter half-life for output deviations, "consumers expected the recessions to end promptly" on their own -- evidence against a "persistence" of recessions large enough for policy to be doing the ending, since "if it was, recessions wouldn't have 'ended'" (Section 4, pp. 67-69).
- The "Adam and Eve" critique: reinventing identified VAR analysis
- Cochrane's closing complaint that the Romers' paper "completely ignore[s]" three decades of literature relevant to its own identification problem -- the Tobin-Solow methodological critiques, the resulting VAR literature's convergent (and much smaller) estimates of monetary policy's output effects, and the theoretical literature (rational expectations, stochastic growth models) asking whether the economy reverts to a natural rate without policy at all -- so that "the paper reads as if Romer and Romer are the first to ever examine recognition, decision, and action lags at the Federal Reserve" (Section 5, pp. 69-71).