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America's First Great Moderation

Published online by Cambridge University Press:  24 November 2017

Joseph Davis
Affiliation:
Joseph Davis is Global Chief Economist, The Vanguard Group, Valley Forge, PA 19482-2600. E-mail: joseph_davis@vanguard.com.
Marc D. Weidenmier
Affiliation:
Marc D. Weidenmier is Professor of Finance, Chapman University, 1 University Drive, Orange, CA 92866. E-mail: weidenmi@chapman.edu.
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Abstract

We identify the longest expansion in U.S. history, a recession-free 16-year period from 1841 to 1856 that we call America's First Great Moderation. Using newer data on industrial production, we show that the record-long expansion was primarily driven by a boom in transportation-goods investment following the discovery of gold in California. Furthermore, the low volatility of industrial production and stock returns during the First Great Moderation, which occurred during a period without a U.S. central bank, is similar to that observed for the Second Great Moderation (1984–2007).

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Articles
Copyright
Copyright © The Economic History Association 2017 
Figure 0

Figure 1 GROWTH RATES IN ANNUAL DAVIS IP INDEX, 1792–1914

Notes: Gray areas represent declines in the Davis IP index, which we associate here with recessions, as in Davis (2006). The shaded area represents the First Great Moderation.Sources: Davis (2002, 2004, 2006); authors' calculations.
Figure 1

Table 1 SUMMARY STATISTICS FOR U.S. INDUSTRIAL PRODUCTION GROWTH, 1792–1914

Figure 2

Table 2 SUMMARY STATISTICS FOR EARLY U.S. STOCK RETURNS, 1826–1914

Figure 3

Figure 2 GROWTH-TO-VOLATILITY RATIO IN INDUSTRIAL PRODUCTION, 1810–2010

Notes: An annual IP index from 1790 through 2010 was created according to the procedures recommended in Davis (2004). Specifically, the annual Davis IP index was ratio-spliced to the Miron-Romer index in 1916 before ratio-splicing to the Federal Reserve IP index beginning in 1919. The growth-to-volatility ratio is calculated from 20-year averages in the annual IP data. The resulting line above is a signal-to-noise ratio on this spliced series; a similar (and mirror-image) result is generally obtained using a coefficient of variation (CV), although the near-zero average IP growth during the 1930s distorts the CV scale. We stress that one should not attempt to conduct statistical volatility break-point tests on this spliced series before and after 1915 given changes in series comparability and reliability over time. For details, see Davis (2004, pp. 1991–92).Sources: Authors' calculations based on Davis (2002, 2004), Miron and Romer (1990), and U.S. Federal Reserve Board.
Figure 4

Table 3 COMPARING THE TWO GREAT MODERATIONS USING ANNUAL IP DATA

Figure 5

Table 4 MARKOV REGIME-SWITCHING MODELS FOR IP GROWTH

Figure 6

Figure 3 LOW-VOLATILITY STATE PROBABILITIES FOR ANNUAL U.S. IP GROWTH RATES

Notes: Markov model's low-volatility probabilities assume a constant mean. The lines are virtually identical for probabilities assuming a switching mean IP growth rate. Shaded areas are the periods of the First and Second Great Moderations.Source: Authors' calculations.
Figure 7

Figure 4 RATIO OF CONDITIONAL MEAN TO CONDITIONAL STANDARD DEVIATION IN ANNUAL IP

Notes: Conditional means and standard deviations in each Markov regime-switching model were calculated based only on the filtered probabilities prior to time t. The Markov model was specified with switching volatilities and AR(1) terms but a constant mean; results are nearly identical with a switching-mean specification. Shaded regions demarcate America's First and Second Great Moderations. Lines reflect centered 10-year moving averages in the ratio of conditional mean to conditional standard deviation.Sources: Authors' calculations from the Markov-Regime Switching Model.
Figure 8

Table 5 SUMMARY STATISTICS FOR IP COMPONENTS

Figure 9

Figure 5 PROBABILITIES OF LOW VOLATILITY STATES FOR IP WITH AND WITHOUT KEY SECTORS

Notes: Figure does not show the entire 1792–1914 period to enhance clarity.Sources: Authors' calculations from the Markov-Regime Switching Model.
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