Macro Paper Warehouse
Published Classic [Journal of Monetary Economics] doi:10.1016/j.jmoneco.2004.08.009 Vol. 52, No. 8, pp. 1379-1399

Is the technology-driven real business cycle hypothesis dead? Shocks and aggregate fluctuations revisited

Neville Francis — Lehigh University

Valerie A. Ramey — University of California, San Diego

📄 Summarized from the full manuscript · Human-reviewed for faithfulness before publication

In brief

Several studies had found that "technology shocks," identified from the data, make hours worked fall -- the opposite of classic real-business-cycle theory. This 2005 paper stress-tests that result, starting skeptical but ultimately confirming the shock looks genuinely technological: unrelated to oil shocks, war dates, or monetary policy changes. The authors then show two flexible-price models -- one with habit formation and costly investment adjustment, another with fixed-proportions production -- can each reproduce the falling-hours pattern, no sticky prices required. But matching that one fact does not restore technology shocks as business cycles' main driver; a separate shock, partly tied to oil and military events, still does that job.

What this paper finds — and why it matters

This 2005 Journal of Monetary Economics paper (circulated as NBER Working Paper 8726, January 2002) subjects a startling empirical result – that identified “technology shocks” appear to reduce labor input, the opposite of what standard real-business-cycle (RBC) theory predicts – to a battery of plausibility checks, and then asks whether standard dynamic general-equilibrium (DGE) models can be modified, without invoking sticky prices, to match it. The authors begin skeptical of Galí’s (1999) long-run-restriction identification of technology shocks, but after deriving additional over-identifying restrictions from a standard growth model, comparing the shock’s effects on wages and consumption against the model’s qualitative predictions, and testing whether oil shocks, Romer-dated monetary policy changes, or military buildups can explain the identified shock (they cannot, with the lowest p-value only 0.12), the paper concludes the identified disturbance really does look like a technology shock – “a better candidate than the Solow residual for a true technology shock.” Facing this result, the authors then show that two flexible-price modifications to a standard DGE model – one combining habit formation in consumption with investment adjustment costs, the other replacing the production function with a short-run Leontief (fixed-proportions) technology – can each reproduce a temporary decline in hours worked after a positive technology shock, through different internal mechanisms than Galí’s preferred sticky-price explanation. Despite this success, the authors are explicit that neither modification revives technology shocks as a plausible primary driver of business cycles: in their words, “the original technology-driven real business cycle hypothesis does appear to be dead,” since the data instead point to a separate, non-technology (“demand”) shock as the source of the standard positive comovement among output, hours, consumption, and investment that constitutes a textbook business cycle.

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 result from the prior literature does this paper investigate, and why did the authors start out skeptical of it?

The paper opens by noting that “a trio of recent papers has called into question the notion that technology shocks have anything to do with business cycles”: Galí (1999, long-run-restriction SVAR), Shea (1998, patents and R&D data), and Basu, Kimball, and Fernald (1999, Hall-style regressions with utilization proxies) all independently found that “positive technology shocks appear to lead to declines in labor input.” The authors state plainly that “when we initially set out on this project, we were somewhat skeptical that the shocks identified using long-run restrictions could plausibly be interpreted as technology shocks,” motivating the paper’s extensive plausibility testing before taking the result at face value.

Q2. What additional over-identifying restrictions does the paper derive, and do the data support them?

Using a standard neoclassical growth model (an extension of the working-paper version of King, Plosser, Stock, and Watson 1987) as a source of auxiliary qualitative predictions, the paper derives two additional long-run restrictions beyond Galí’s original identification and tests them formally using Hansen’s J-statistic. The paper reports “Hansen’s J-statistic is 0.117, with a p-value of 0.73,” concluding “there is no evidence against the overidentifying restriction with respect to hours” and that “all three identification schemes are mutually consistent” – i.e., the extra restrictions implied by the growth model are not rejected by the data, lending credibility to interpreting the identified shock as a genuine technology disturbance.

Q3. How does the paper test whether the identified “technology shock” is actually contaminated by other known economic disturbances?

Following the logic of Hall (1988) and Evans (1992) – who had shown that money, interest rates, and government spending Granger-cause the conventional Solow residual, casting doubt on it as a measure of technology – the paper regresses the identified technology shock on three independently-dated sets of “exogenous” shock dummies: Romer and Romer’s (1989) monetary policy indicators, Hoover and Perez’s (1994) oil shock dummies, and Ramey and Shapiro’s (1998) war dates. The paper reports that “none of the sets of dummy variables is significant in explaining the technology shock,” with “the lowest p-value… for Ramey-Shapiro war dates” at only 0.12, concluding “there is no evidence that the technology shock identified using long-run restrictions is correlated with any of these other three shocks” – so the shock “passes the Evans’ test” and appears to be “a better candidate than the Solow residual for a true technology shock.”

Q4. How does a model combining habit formation and investment adjustment costs generate a fall in hours after a positive technology shock, without sticky prices?

Calibrating habit persistence and investment adjustment costs to the high values used by Boldrin, Christiano, and Fisher (2001) to match asset-pricing facts (b = 0.9, θ = 4.348), the paper finds that “it is the combined sluggishness in investment (due to investment adjustment costs) and consumption (due to habit persistence) that drives the decline in labor. Without both effects, labor either rises or declines very little.” The intuition is that a permanent technology improvement creates an immediate wealth effect, but habit persistence makes consumers reluctant to raise consumption quickly, and high adjustment costs make investment an expensive way to absorb the extra resources in the short run – so “households ‘spend’ the new wealth on the only remaining alternative: leisure,” reducing labor supply even though real wages are rising. The authors note “the high values of b and θ are not necessary”: a milder calibration (b = 0.5, θ = 2) still generates a roughly two-year decline in hours, with hours falling 2.5% on impact for a 5% technology shock.

Q5. What is the alternative “Leontief” mechanism, and why do the authors explore it alongside the habit-formation model?

The paper also builds a one-sector variable-utilization model with short-run fixed-proportions (Leontief) production, adapted from Ramey and Shapiro’s (1998) model of military buildups, exploring it specifically “because of its improved predictions for wages” relative to the simplest versions of a negative technology-hours link. In this model, as in the dynamic sticky-price model of King and Wolman, hours fall because “current wages are low relative to expected future wages,” inducing an intertemporal-substitution-driven reduction in current labor supply – a different mechanism from the habit-formation/adjustment-cost model, where hours fall because leisure is the only margin that can readily absorb the technology shock’s short-run wealth effect.

Q6. Do the habit-formation and Leontief models make different, testable predictions that could discriminate between them, and does the paper’s data resolve the question?

Yes: the paper notes “the habit formation-adjustment cost model, real wages jump so far on impact that they actually overshoot their long-run level slightly,” whereas “in the sticky price model… real wages do not adjust at all on impact, and then rise steeply… There is a similar pattern in the Leontief model.” However, the paper is explicit that its own empirical estimates cannot adjudicate between these competing wage predictions: some specifications (“the first-difference specifications… as well as the VECM labor share specification”) show real wages jumping immediately, “more consistent with the habit formation-adjustment cost model,” while others (the VECM with an estimated cointegrating vector) show “a slower response of real wages, favoring the sticky price model and Leontief model” – so “the data do not give robust results” on which mechanism is correct.

Q7. Despite successfully replicating the fall in hours, why do the authors still conclude the original RBC hypothesis is “dead”?

The paper is explicit that reproducing the qualitative labor-input response is not the same as rehabilitating technology shocks as a central driver of business cycles: “despite their ability to explain these effects, the modified models do not resuscitate technology shocks as the driving force of business cycles. In that sense, the original technology-driven real business cycle hypothesis does appear to be dead.” The deeper problem the paper documents is that the identified technology shock produces “very un-business cycle like characteristics” on its own – “hours move in the opposite direction of output, productivity, consumption and investment” – so even a model that matches this pattern is, by construction, not a model in which technology shocks alone generate the standard positive comovement among output, hours, consumption, and investment that defines an actual business cycle.

Q8. What does the paper find about the other (“non-technology”) shock in its identified system, and how much of it can be explained by observable events?

The paper reports that the second, non-technology shock in its system – the one that “produces positive comovements between output, productivity and hours,” matching the textbook business-cycle pattern – “also raises consumption and investment, but not real wages.” Testing this shock against the same oil-event and military-event dummy variables used for the exogeneity check on the technology shock, the paper finds that “almost 20 percent of the variation in this shock can be explained by simple dummy variables capturing oil events and military events” – in contrast to the technology shock, which showed no significant relationship with any of the three sets of exogenous dummies tested (Q3).

Q9. What broader class of model modifications does the paper note could also generate a negative technology-hours correlation, beyond its own two examples?

The paper highlights Campbell and Ludvigson’s (2001) home-production model, in which a low intertemporal elasticity of substitution in consumption – needed there to be consistent with balanced growth under home production – combined with a highly persistent technology shock, “produces a negative correlation between technology and hours worked.” The authors note that Campbell and Ludvigson themselves treated this prediction as “a fundamental difficulty of the model,” but comment dryly that “in light of the empirical results it should be considered a strength of the model” – underscoring the paper’s broader point that multiple distinct modeling devices, not only sticky prices, can match the empirical fact once it is taken seriously.

Q10. What is the paper’s own final assessment of the identification strategy’s reliability and the state of the technology-shock debate?

The paper’s conclusion states the authors “were surprised to find that further study of the data supported” the interpretation of Galí-style identified shocks as genuine technology shocks, despite having begun “somewhat skeptical” – but that this very success in validating the shock’s identity makes its empirical behavior more puzzling, not less, since “what appears to have all of the right properties for a technology shock leads to very un-business cycle like characteristics.” The paper’s own summary verdict is twofold: technology shocks, properly identified, are real and distinguishable from other known disturbances, but they are not the force generating the standard comovements of the business cycle – that role falls to a separate shock, partially explained by oil and military events, leaving the search for its full structural interpretation as an open question.

Key terms in this paper

Definitions below follow the paper's own usage.

Over-identifying long-run restrictions
the paper's primary plausibility check on Galí's (1999) technology-shock identification -- deriving two additional long-run restrictions implied by a standard neoclassical growth model (beyond the single restriction Galí uses) and testing them formally with Hansen's J-statistic; the restrictions are not rejected (p = 0.73), supporting the interpretation of the identified shock as a genuine technology disturbance.
Exogeneity ("Evans") test against known non-technology shocks
the paper's second plausibility check, following Hall (1988) and Evans (1992) -- regressing the identified technology shock on independently-dated monetary (Romer-Romer), oil (Hoover-Perez), and military (Ramey-Shapiro) shock dummies to see whether the "technology" shock is secretly correlated with one of these better-understood disturbances; finding no significant relationship (lowest p = 0.12) is read as evidence the identified shock is cleaner than the conventional Solow residual, which does fail this test.
Habit formation plus investment adjustment costs
one of the paper's two flexible-price (non-sticky-price) model modifications able to generate a fall in hours after a positive technology shock; habit persistence slows the consumption response to a technology-driven wealth effect, and high investment adjustment costs make investment an expensive way to absorb that wealth in the short run, so households instead "spend" the windfall on additional leisure, reducing labor supply even as wages rise.
Short-run Leontief (fixed-proportions) production with variable utilization
the paper's second flexible-price modification, adapted from Ramey and Shapiro's (1998) military-buildup model, in which hours fall after a technology improvement because current wages are temporarily low relative to expected future wages, inducing intertemporal substitution away from current labor supply -- a mechanism shared qualitatively with the sticky-price explanation, both predicting a *gradual* rather than immediate rise in real wages (unlike the habit-formation/adjustment-cost model).
The "dead" RBC hypothesis, precisely stated
the paper's carefully scoped conclusion -- not that technology shocks are unidentifiable or spurious (the paper's own tests support their plausibility), but that technology shocks, however modeled, do not generate the standard positive comovement of output, hours, consumption, and investment that defines an actual business cycle; that comovement instead traces to a separate, non-technology shock partly explained by oil and military events.
How this summary was made. Bibliographic fields are pulled from Crossref and OpenAlex and are not model-generated. The summary was drafted from the open-access manuscript , checked by a claim-grounding and calibration review pass, and approved before publishing. Found an error or a misrepresentation? Flag it here — corrections are welcome, especially from the authors.