Abstract
The discussion of long waves began with the publication of Kondratieff’s essay in 1926, in which he examined 22 economic time series for Germany, France, England, and the USA with regard to the existence of long cyclical fluctuations. He noted that the movement of the elements examined showed great cycles from the end of the eighteenth to the beginning of the twentieth century. The movement is cyclical in nature, which means that it clearly differs from long-term changes in the series, which Kondratieff called the general tendency or secular trend. The essential feature of this long wave is that the different periods alternate in a cyclical way and thus seems to be law-governed. In contrast, the trend, whose course is also subject to certain changes, is not cyclical, i.e., it does not show a set pattern of upswings and downswings. Using his statistical analyses Kondratieff gave a fairly detailed description of the nature of these cycles.
-
(1)
The length of the cycles fluctuates between 48 and 60 years.
-
(2)
The cycles for the different series are highly synchronous, i.e., the upswing and downswing phases of the various indicators largely run parallel to each other.
-
(3)
Long waves are an international phenomenon: the periods of these cycles are almost identical for all European capitalist countries.
Access this chapter
Tax calculation will be finalised at checkout
Purchases are for personal use only
Preview
Unable to display preview. Download preview PDF.
References
Cauwenberghe, E. van and Metz, R. (1984), Geld und Währung in den südlichen Niederlanden während der frühen Neuzeit, in E. van Cauwenberghe and F. Irsigler (Eds), Minting, Money and Exchange Rates, Proc. 8th Int. Economic History Congress, Budapest 1892. Trierer Historische Forschungen 7, pp. 123–150.
Garvy, C. (1943), Kondratieff’s theory of long cycles, Review of Economic Statistics, 25, 203–220.
Heiler, S. (1981), Zeitreihenanalyse heute: Ein Oberblick, Allgemeines Statistiches Archiv, 65, 380.
Irsigler, F. and Metz, R. (1984), The statistical evidence for “long waves” in preindustrial and industrial times, Social Science Information 23, 381–410.
Kondratieff, N.D. (1926), Die Langen Wellen der Konjunktur, Archiv ß1r Sozialwissenschaft und Sozialpolitik 56, 573–609.
König, H. and Wolters, J. (1972), Zum Problem langfristiger Wachstumszyklen: Eine Spektralanalyse der englischen Entwicklung von 1700–1913, Zeitschrift,ftr der gesamter Staatwissenschoft, 128, 72–96.
Metz, R. (1983), Long waves in English and German Economic Historical Series from the mid-sixteenth to mid-twentieth century, in R. Fremdling and P.K. O’Brien (Eds), Productivity in the Economies of Europe ( Stuttgart: Historische-Sozialwissenschaftliche Forschungen ) pp. 175–219.
Metz, R. (1984a), Long waves in coinage and grain price series from the fifteenth to the eighteenth century, Review, 7(4), 599–648.
Metz, R. (1984b), Zur empirischen Evidenz “langer Wellen”, Kyklos, 37, 266–290.
Nullau, B. (1976), Die Kondratieff-Wellen—ein Slutzky-Effekt? Wirtschaftsdienst, 56(4), 177–179.
Schmidt, R. (1984), Konstruktion von Digitalfiltern und ihre Verwendung bei der Analyse von ökonomischen Zeitreihen. PhD Thesis, Bochum.
Schulte, H. (1981), Statistisch-methodische Untersuchungen zum Problem langer Wellen, Schriften zur wirtschaftswissenschaftlichen Forschung 135, Meisenheim.
Slutzky, E. (1937), The summation of random causes as the source of cyclic processes, Econometrica, 5, 105–146.
Stier, W. (1978), Konstruktion und Einsatz von Digitalfiltern zur Analyse und Prognose ökonomischer Zeitreihen (Opladen).
Stier, W. (1980), Verfahren zur Analyse saisonaler Schwankungen in ökonomischen Zeitreihen ( Berlin: Springer).
van Duijn, J.J. (1983), The Long Wave in Economic Life (London: Allen and Unwin).
Weinstock, U. (1964), Das Problem der Kondratieff-Zyklen: Ein Beitrag zur Entwicklung einer Theorie der “langen Wellen” und ihrer Bedeutung (Berlin, München).
Editor information
Editors and Affiliations
Rights and permissions
Copyright information
© 1987 Springer-Verlag Berlin Heidelberg
About this paper
Cite this paper
Metz, R. (1987). Kondratieff and the Theory of Linear Filters. In: Vasko, T. (eds) The Long-Wave Debate. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-662-10351-7_28
Download citation
DOI: https://doi.org/10.1007/978-3-662-10351-7_28
Publisher Name: Springer, Berlin, Heidelberg
Print ISBN: 978-3-662-10353-1
Online ISBN: 978-3-662-10351-7
eBook Packages: Springer Book Archive