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An empirical analysis of Minsky regimes in the US economy

Leila Davis, Joao Paulo A. de Souza and Gonzalo Hernandez Jimenez

Vniversitas Económica, 2017, vol. 0, issue 0, No 15495, 42 pages

Abstract: In this paper we analyze Minskian dynamics in the US economy via an empirical application of Minsky's nancing regime classi cations to a panel of non nancial corporations. First, we map Minsky's de nitions of hedge, speculative and Ponzi nance onto rm-level data to describe the evolution of Minskian regimes. We highlight striking growth in the share of Ponzi rms in the post-1970 US, concentrated among small corporations. This secular growth in the incidence of Ponzi rms is consistent with the possibility of a long wave of increasingly fragile nance in the US economy. Second, we explore the possibility of short-run Minskian dynamics at a business-cycle frequency. Using linear probability models relating rms' probability of being Ponzi to the aggregate output gap, which captures short-term macroeconomic uctuations exogenous to individual rms, we nd that aggregate downturns are correlated with an almost zero increased probability that rms are Ponzi. This result is corroborated by quantile regressions using a continuous measure of nancial fragility, the interest coverage ratio, which identify almost zero effects of short-term uctuations on nancial fragility across the interest coverage distribution. Together, these results speak to an important question in the theoretical literature on nancial fragility regarding the duration of Minskian cycles, and lend support, in particular, to the contention that Minskian dynamics may take the form of long waves, but do not operate at business cycle frequencies.

Keywords: Minsky cycles; nancial fragility; rm behavior (search for similar items in EconPapers)
Date: 2017
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Citations: View citations in EconPapers (18)

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Journal Article: An empirical analysis of Minsky regimes in the US economy (2019) Downloads
Working Paper: An empirical analysis of Minsky regimes in the US economy (2017) Downloads
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