Review of Milton Friedman and Anna J. Schwartz's 'A Monetary History of the United States, 1867-1960'
📄 Summarized from the full manuscript · Human-reviewed for faithfulness before publication
In brief
Thirty years after Friedman and Schwartz argued the Great Depression was a preventable policy failure, Lucas asks how it held up. He finds the normative claim wholly convincing -- the Fed could have prevented the 1930s collapse and did not -- but presses what a model-free history cannot do: say how much smoother money growth would have helped. He surveys three later programs: rational-expectations models, Sims's atheoretical statistical methods, and real-business-cycle theory. Real-business-cycle models, he concludes, cannot produce a shock anywhere near large enough to account for the Depression's size, despite reshaping how economists read the postwar era, leaving the monetary account the only one on the table.
What this paper finds — and why it matters
Writing for the 30th anniversary of Milton Friedman and Anna Schwartz’s A Monetary History of the United States, 1867-1960, Lucas argues that the book’s enduring contribution is not merely its “beautiful time series on the money supply and its components” but a coherent normative narrative: nearly a century of U.S. monetary history, organized around two principles – long-run monetary neutrality and a short-run non-neutrality operating through unexplained but transient price rigidities – in which every major depression is traced to an avoidable policy mistake or an unchecked banking panic, so that the whole period “might have evolved, with stable prices and smoothly growing real output” had the monetary authority acted differently. Lucas states he finds this normative argument “wholly convincing,” particularly for the 1929-33 contraction, but presses on what a model-free narrative history cannot do: answer how much smoother money growth would have helped, since the book’s own conclusions are, in his words, not “a verbal summary of tables describing the results of a numerical simulation” but “the simulation” itself. He then surveys three later research programs against this yardstick – 1970s rational-expectations models that reconciled the book’s two neutrality principles but reached opposite normative conclusions about optimal policy depending on how price rigidity is modeled; Christopher Sims’s atheoretical statistical approach and Romer and Romer’s “natural experiments,” each proposing a different, non-equivalent notion of monetary “independence” from Friedman and Schwartz’s own; and real-business-cycle theory, which Lucas judges incapable of explaining the Depression’s actual magnitude – the Solow residuals for 1928-1933 are far too small to map into a 40% decline in output – while nonetheless reshaping how the discipline reads the comparatively small role of money in accounting for postwar fluctuations, not as evidence money is unimportant but as evidence postwar monetary policy has been close to efficient.
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 does Lucas identify as the book’s core, lasting achievement?
Lucas argues the book’s real contribution goes beyond its data: “I think it is clear that A Monetary History is much more than a collection of useful time series… it organized nearly a century of U.S. macroeconomic evidence in a way that has had great influence on subsequent statistical and theoretical research” (Sec. 1, p. 5). He credits it with a decisive role in the 1960s debates between Keynesians and monetarists over stabilization policy, and states the purpose any narrative history must serve is “to organize a coherent story of important events” – which he judges the book to have done “well” (Sec. 1, p. 5).
Q2. What are the book’s two organizing hypotheses, and how does Lucas summarize them?
"A Monetary History constructs this vision through the consistent application to specific historical events of two simple principles" (Sec. 2, p. 6). The first is long-run monetary neutrality: “there is a trend path of real output, governed by forces that are not examined in the book, which has the property that neither its level nor its growth rate is affected by monetary policies… the economy returns to its trend behavior after displacements.” The second is a short-run non-neutrality: “fluctuations in M2 induce spending fluctuations and these, in the face of nominal price rigidities, induce real output fluctuations,” with “no effort… made to elucidate or explain the nature of these price rigidities, except to say that they are transient” (Sec. 2, p. 6).
Q3. What is the book’s central normative claim, in Lucas’s reading?
“Given this account of observed depressions, the normative analysis is straightforward: the monetary authority has always had the ability to eliminate M2 instability, and it should have done so. In every instance, Friedman and Schwartz provide a detailed, operational account of how and when actions could have been taken that would have achieved this outcome” (Sec. 2, p. 7). Lucas summarizes the resulting picture: “in place of a ninety-year period that in fact included many depressions and episodes of both deflation and inflation, one is given a vision of the way this portion of our history might have evolved, with stable prices and smoothly growing real output” (Sec. 2, p. 6).
Q4. Does Lucas himself endorse this normative argument?
Yes, explicitly and strongly: “I will say that I find the argument of A Monetary History wholly convincing. I think Friedman and Schwartz are right to focus on the avoidance of the really major macroeconomic disasters of the past as the main responsibility of current monetary policy. I find their diagnosis of the 1929-33 downturn persuasive and indeed, uncontested by serious alternative diagnoses” (Sec. 3, pp. 7-8). He adds a memorable aside: “If I ever go to Washington for some reason other than viewing cherry blossoms, I will pack my copy of A Monetary History and leave the rest of my library – well, most of it – at home” (Sec. 3, p. 8).
Q5. What limitation does Lucas identify in the book’s “model-free” approach?
"A Monetary History is full of numbers, but there are many quantitative questions to which its model-free approach cannot provide answers" (Sec. 3, p. 8). He quotes Friedman and Schwartz’s own qualitative conclusion about the Great Contraction – that preventing the money-stock decline “would have reduced the contraction’s severity and almost as certainly its duration,” with output and prices unlikely to have fallen as far absent the monetary collapse (p. 301 of the book, quoted Sec. 3, p. 8) – and observes: “This is not a verbal summary of tables describing the results of a numerical simulation; it is the simulation.” He presses the natural follow-up questions the book cannot answer: “by how much would the decline in real output to 1933 have been reduced had such a monetary policy been pursued? In general, what would the variance in real output growth have been over the 90-year period under study had money growth been smooth?” (Sec. 3, pp. 8-9).
Q6. How, in Lucas’s account, did 1970s rational-expectations models change the picture?
A number of explicit models (Lucas 1972; Fischer 1977; Phelps and Taylor 1977; Taylor 1979; Mankiw 1985) “were designed to reconcile the two neutrality principles on which Friedman and Schwartz built… using the principle of rational expectations, neutrality in the long run was preserved,” while short-run non-neutrality arose from some form of nominal price rigidity generating real effects from unanticipated (but not anticipated) monetary changes (Sec. 5, pp. 10-11). Crucially, Lucas notes these models do not agree on policy implications: “though it is now clear that the two neutrality principles used by Friedman and Schwartz can be reconciled, the question of the appropriate conduct of monetary policy remains unresolved… This conclusion depends critically on the details of the way price rigidities are modeled” – his own 1972 model with competitive markets implies smooth money is efficient even facing real shocks, but contract-based models (Fischer 1977, Phelps and Taylor 1977, Taylor 1979, Mankiw 1985) “there is no presumption that simply removing monetary variability will result in a system that responds efficiently to other shocks” (Sec. 5, p. 11).
Q7. How does Sargent’s (1986) work on hyperinflations bear on the anticipated/unanticipated distinction?
Lucas credits Sargent’s study of the disinflations that ended the European hyperinflations and the 1920s French inflation with showing that “one can interpret them as anticipated, even though sudden and drastic, and hence reconcile their magnitude with the modesty of the real effects they induced” (Sec. 5, p. 11) – resolving what would otherwise be a puzzle, since “an unqualified association between monetary contractions… and real activity would lead one to expect these disinflations to have been associated with major depressions.”
Q8. What is Sims’s (1972) alternative approach, and how does it differ from Friedman and Schwartz’s own?
“Sims (1972) took a very different approach to the study of monetary influences on real activity… Rather than attempting to construct an economic model consistent with the principles applied in A Monetary History, Sims developed a purely statistical definition of cause, related to Granger (1969), in terms of lead-lag relations among variables” (Sec. 6, p. 12), providing a test of whether money causes (in his sense) real output movements and estimates of the fraction of output variance attributable to monetary instability, by frequency. Lucas notes Sims’s lead-lag findings play “a very similar role, though not formalized in the same way, in Friedman and Schwartz’s discussion” of monetary independence.
Q9. What three distinct senses of monetary “independence” does Lucas identify, and which does he endorse?
Romer and Romer (1989) drew on the independence idea to argue for using historical ’natural experiments’ where money movements did not occur in response to real events; for them “exogeneity is a property of a particular realization,” while for Sims “it is a property of a distribution” – Lucas states “the two approaches are not the same” (Sec. 6, p. 12). He identifies a third sense, “which I prefer,” closer to Friedman and Schwartz’s own usage: independence not as statistical exogeneity but as meaning “that whatever the sources of monetary contractions may have been, on average or in particular instances, the monetary authorities could have maintained M2 growth had they chosen to do so.” Lucas judges this the sense “conclusively defended by Friedman and Schwartz in detailed analysis of episode after episode” (Sec. 6, p. 12).
Q10. What does Lucas conclude about atheoretical (Sims-style) methods more broadly?
“I do not see any possibility of obtaining answers to normative questions of economic policy by atheoretical, purely statistical means. But the attempt to estimate the fraction of real variability… that can be attributed to monetary instability by atheoretical (Sims) or similar methods… is certainly worth pursuing, and success in this effort would obviously be immensely useful in guiding future theorizing” (Sec. 6, p. 12).
Q11. Why does Lucas think real-business-cycle (RBC) theory cannot explain the Great Depression?
He presents a direct quantitative objection: “The Solow (1957) residuals for the years 1928 through 1933 were: 0.020, -0.043, 0.024, 0.023, 0.011, 0.072! There is no real business cycle model that can map shocks into anything like the 40% decline in real output and employment that occured between 1929 and 1933” (Sec. 6, p. 13). He asks rhetorically what technological or psychological shocks of this magnitude could have gone “unremarked at the time, and remain invisible even to hindsight,” and concludes “it is surely no accident that no one has attempted to apply real business cycle theory to the 90-year period Friedman and Schwartz studied” (Sec. 6, p. 13).
Q12. If RBC models cannot explain the 1930s, what role does Lucas think they play?
He proposes reading Kydland-Prescott-style models as a normative benchmark rather than a universal positive theory: “One may thus think of the model not as a positive theory… to all historical time periods but as a normative benchmark providing a good approximation to events when monetary policy is conducted well and a bad approximation when it is not” (Sec. 6, p. 13). On this reading, the comparatively small role of money in accounting for postwar U.S. fluctuations should be read “not as evidence that money doesn’t matter” but “as evidence that postwar monetary policy has resulted in near-efficient behavior” (Sec. 6, p. 13) – i.e., the very success of RBC models postwar is itself indirect testimony to competent monetary management, consistent with rather than contradicting Friedman and Schwartz’s normative thesis.
Q13. What is Lucas’s overall verdict on the book’s legacy, thirty years on?
He calls it “a remarkable and durable achievement of historical and economic scholarship,” crediting Friedman and Schwartz with using “a few basic economic principles to organize nine decades of tremendously varied economic history into a coherent picture… in which the effects of identifiable causes can follow” – one consistent with the instinct “that the depression of the 1930s was an event that should not have happened, a preventable disaster” (Sec. 7, p. 14). He concludes that subsequent research has mainly worked “to sharpen” this picture rather than overturn it, and states: “I find myself relieved to agree with Friedman and Schwartz that we already know enough, and knew enough in 1963, to avoid the major policy mistakes of the interwar period. Whatever may be the influence of A Monetary History on future research, it will stand as the classic statement of these important lessons from our past” (Sec. 7, p. 15).
Key terms in this paper
Definitions below follow the paper's own usage.
- The two neutrality principles organizing "A Monetary History"
- Lucas's summary (Sec. 2) of the book's two organizing hypotheses. Long-run monetary neutrality holds "there is a trend path of real output, governed by forces that are not examined in the book, which has the property that neither its level nor its growth rate is affected by monetary policies"; this path is stable because "the economy returns to its trend behavior after displacements." Short-run non-neutrality holds that "fluctuations in M2 induce spending fluctuations and these, in the face of nominal price rigidities, induce real output fluctuations" -- with "no effort... made to elucidate or explain the nature of these price rigidities, except to say that they are transient (and so reconcilable with long-run neutrality)."
- Preventability thesis
- Lucas's statement of the book's normative conclusion (Sec. 2): "the monetary authority has always had the ability to eliminate M2 instability, and it should have done so. In every instance, Friedman and Schwartz provide a detailed, operational account of how and when actions could have been taken that would have achieved this outcome." Every depression in the 90-year period studied is attributed either to a direct policy mistake or to a banking panic the authority could have prevented or offset, so that "in place of a ninety-year period that in fact included many depressions and episodes of both deflation and inflation, one is given a vision of the way this portion of our history might have evolved, with stable prices and smoothly growing real output."
- The quantitative-question gap
- Lucas's own critique (Sec. 3-4) of what the book, as pure narrative history, cannot deliver: "A Monetary History is full of numbers, but there are many quantitative questions to which its model-free approach cannot provide answers." He illustrates with Friedman and Schwartz's own qualitative claim that preventing the decline in the money stock "would have reduced the contraction's severity and almost as certainly its duration" -- a claim Lucas says "is not a verbal summary of tables describing the results of a numerical simulation; it is the simulation," leaving open exactly how much smoother money growth would have reduced the variance of real output, a question only an explicit economic model could answer.
- Rational-expectations reconciliation of the two neutrality principles
- Lucas's account (Sec. 5) of how 1970s rational-expectations models (Lucas 1972, Fischer 1977, Phelps and Taylor 1977, Taylor 1979, Mankiw 1985) reconciled the book's two neutrality principles by embedding some form of nominal price rigidity, so that "using the principle of rational expectations, neutrality in the long run was preserved" while short-run non-neutrality followed from unanticipated monetary shocks. Whether smooth money growth is normatively optimal, however, "depends critically on the details of the way price rigidities are modeled" -- in Lucas's own 1972 model with competitive markets and limited information, smooth policy is efficient even facing real shocks, but in contract-based models like Fischer's or Taylor's there is no such presumption.
- Three senses of monetary "independence" (Sims vs. Romer-Romer vs. Friedman-Schwartz)
- Lucas's discussion (Sec. 6) of three distinct, non-equivalent senses in which economists have used "independence"/exogeneity of monetary changes from real events. For Sims (1972), it is "a purely statistical definition of cause... in terms of lead-lag relations among variables" -- exogeneity as "a property of a distribution." For Romer and Romer (1989), it is "a property of a particular realization" -- specific 'natural experiment' episodes in which money movements did not occur in response to real events. Lucas states he prefers a third sense, closer to how Friedman and Schwartz themselves used the term: independence meaning not statistical exogeneity but that "whatever the sources of monetary contractions may have been, on average or in particular instances, the monetary authorities could have maintained M2 growth had they chosen to do so" -- a sense he calls "conclusively defended by Friedman and Schwartz in detailed analysis of episode after episode."
- The Solow-residual objection to a real-business-cycle account of the Depression
- Lucas's central empirical objection (Sec. 6) to treating Kydland and Prescott (1982)-style real-business-cycle models as a rival explanation of the Great Depression: "The Solow (1957) residuals for the years 1928 through 1933 were: 0.020, -0.043, 0.024, 0.023, 0.011, 0.072! There is no real business cycle model that can map shocks into anything like the 40% decline in real output and employment that occured between 1929 and 1933." He concludes real-business-cycle theory instead functions well as a normative benchmark for the broadly efficient postwar period -- so that the observed weak role of money in RBC-style postwar accounting should be read "not as evidence that money doesn't matter" but "as evidence that postwar monetary policy has resulted in near-efficient behavior" -- while offering no serious alternative account of the 1930s.