On the Explosive Nature of Hyper-Inflation Data

Author:

Nielsen Bent1

Affiliation:

1. Department of Economics , University of Oxford

Abstract

Abstract Empirical analyses of Cagan’s money demand schedule for hyper-inflation have largely ignored the explosive nature of hyper-inflationary data. It is argued that this contributes to an (i) inability to model the data to the end of the hyper-inflation, and to (ii) discrepancies between “estimated” and “actual” inflation tax. Using data from the extreme Yugoslavian hyper-inflation it is shown that a linear analysis of levels of prices and money fails in addressing these issues even when the explosiveness is taken into account. The explanation is that log real money has random walk behaviour while the growth of log prices is explosive. A simple solution to these issues is found by replacing the conventional measure of inflation by the cost of holding money.

Publisher

Walter de Gruyter GmbH

Subject

General Economics, Econometrics and Finance

Reference38 articles.

1. Abel, A., Dornbusch, R., Huizinga, J. and Marcus, A. (1979) Money demand during hyperinflation. Journal of Monetary Economics 5, 97-104.

2. Ando, A. and Shell, K. (1975) Demand for money in a general portfolio model in the presence of an asset that dominates money. In Fromm, G. and Klein, L. (eds) The Brookings model: Perspective and recent developments, 560-563. New York: Elsevier.

3. Baba, Y., Hendry, D.F., and Starr, R.M. (1992) The demand for M1 in the U.S.A., 1960-1988. Review of Economic Studies 59, 25-61.

4. Cagan, P. (1956) The monetary dynamics of hyperinflation. In Friedman, M.(ed.), Studies in the quantity theory of money, pp. 25-117. Chicago: University of Chicago Press.

5. Christiano, L.J. (1987) Cagan’s model of hyperinflation under rational expectations. International Economic Review 28, 33-49.

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