Monetäres Reinvermögen versus Geldmenge M3: Eine Erwiderung
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Monetäres Reinvermögen versus Geldmenge M3: Eine Erwiderung
Neumann, Manfred | Weigand, Jürgen
Credit and Capital Markets – Kredit und Kapital, Vol. 31 (1998), Iss. 1 : pp. 87–103
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Manfred Neumann, Nürnberg
Jürgen Weigand, Nürnberg
Cited By
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Competition, Efficiency, and Welfare
About Manfred Neumann
Mueller, Dennis C.
Haid, Alfred
Weigand, Jürgen
1999
https://doi.org/10.1007/978-1-4615-5559-9_1 [Citations: 0]
References
-
Clostermann, J., Scharnagl, M. und Seitz, F. (1997): Monetäres Reinvermögen versus Geldmenge M3 - Eine Entgegnung, in: Kredit und Kapital 30, S. 101-115.
Google Scholar -
Doornik, J. und Hendry, D. F. (1995): PcFiml 8.0. Interactive Econometric Modelling of Dynamic Systems, London u.a.
Google Scholar -
Engle, R. F. und Granger, C. J. W. (1991): Long-Run Economic Relationships. Readings in Cointegration, Oxford.
Google Scholar -
Granger, C. J. W. (1969): Investigating Causal Relations by Econometric Models and Cross-Spectral Methods, in: Econometrica 37, S. 424 - 438.
Google Scholar -
Granger, C. J. W. und Newbold, P. (1974): Spurious Regression in Econometrics, in: Journal of Econometrics 2, S. 111-120.
Google Scholar -
Hafer, R. W. und Kutan, A. M. (1997): More Evidence on the Money-Output Relationship, in: Economic Inquiry 35, S. 48-58.
Google Scholar -
Hamilton, J. D. (1994): Time Series Analysis, Princeton.
Google Scholar -
Miyao, R. (1996): Does a Cointegrating M2 Demand Relation Really Exist in the United States?, in: Journal of Money, Credit, and Banking 28, S. 365 - 380.
Google Scholar -
Neumann, M. (1992): Verkehrte Richtung, in: Wirtschaftswoche, Heft Nr. 31, S. 24.
Google Scholar -
Neumann, M. und Weigand, J. (1996): Monetäres Reinvermögen versus Geldmenge M3. Zur Indikatorqualität alternativer monetärer Aggregate, in: Kredit und Kapital 29, S. 224 - 243.
Google Scholar -
Neumann, M. und Weigand, J. (1997): Geldpolitik und Konjunktur, in: ifo Studien 43, S. 195 -209.
Google Scholar -
OECD (1993): Economic Surveys 1992 - 1993, Paris.
Google Scholar -
Osterwald-Lenum, M. (1992): A Note with Quantiles of the Asymptotic Distribution of the ML Cointegration Rank Test Statistic, in: Oxford Bulletin of Economics and Statistics 54, S. 461-472.
Google Scholar -
Pesek, B. und Saving, T. R. (1967): Money, Wealth and Economic Theory, New York.
Google Scholar -
Reimers, H.-E. (1992): Comparison of Tests for Multivariate Cointegration, in: Statistical Papers 33, S. 335 - 359.
Google Scholar -
Rotemberg, J. J., Driscoll, J. C. und Poterba, J. M. (1995): Money, Output, and Prices: Evidence From a New Monetary Aggregate, in: Journal of Business & Economic Statistics 13, S. 67 - 83.
Google Scholar -
Scharnagl, M. (1996): Geldmengenaggregate unter Berücksichtigung struktureller Veränderungen an den Finanzmärkten, Diskussionspapier 2/96, Volkswirtschaftliche Forschungsgruppe der Deutschen Bundesbank. - Sims, C. A. (1972): Money, Income and Causality, in: American Economic Review 62, S. 540 - 552
Google Scholar -
Sims, C. A. (1980): Macroeconomics and Reality, in: Econometrica 48, S. 1-48.
Google Scholar -
Toda, H. Y. (1994): Finite Sample Properties of Likelihood Ratio Tests for Cointegrating Ranks When Linear Trends are Present, in: Review of Economics and Statistics 76, S. 666 - 79.
Google Scholar
Abstract
Net Monetary Wealth versus Money Supply M3: A Reply
The paper deals with the critique advanced by Clostermann, Scharnagl and Seitz (CSS) against our article „Net Monetary Wealth versus Money Supply M3“. We present evidence refuting the CSS allegation that our former results benefitted from a favorable choice of the sample period. Extending the sample period to include the period after German reunification (1991 to 1996) reinforces our original conclusion: A cointegrating relationship between M3 and GDP (in real terms) does not show up, while net monetay wealth and GDP cointegrate. Thus M3 is not a reliable indicator of potential real effects of monetary policy. Further, we checked the cointegration results presented by CSS relating to the usual money demand function. We found that the existence of a unique cointegrating relationship between M3, GNP and the long-term interest rate is predicated on modelling the deterministic components of the underlying error correction model. Interestingly, even in the approach applied by CSS, real effects of monetary policy are observed in the short run as well as in the long run.