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Rostow's Kondratieff Cycle in Australia
Published online by Cambridge University Press: 03 March 2009
Abstract
The turn of economic events in the early 1970s correlates with a revival of ideas about the existence of long swings in economic development. The subject of Kondratieff cycles has attracted the pens of social scientists of very different persuasions. This paper draws on Walt W. Rostow's interpretation—with its emphasis on the role of exporters of food and raw materials in the world economy—to explore Australian long waves over the last 110 years. I conclude that the case for their existence is not confirmed and moreover that Rostow's cycle-mechanics offer a doubtful explication of movements in the Australian series.
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References
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3 Roughly speaking, food and raw materials have accounted for about 80–95 percent of Australia's exports. Typically about three-quarters of this produce has been exported unprocessed.Google Scholar Manufactured exports were never higher than 10 percent before the mid-1960s and today stand at their highest level, 20 percent. Imports, by contrast, have mostly comprised what the Commonwealth Statistician (since the 1960s) has described as elaborately transformed; 70–80 percent have fallen into this category, with only 11–12 percent (in 1976) being categorized as crude, the balance being simply transformed. Over the last quarter of a century fuels and lubricants have only constituted 2–3 percent of Australia's imports.Google Scholar
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31 (italics added).
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39 To see this, let, u = u(px, pM, V) where: u = index of industrialization px = export prices pM = import prices V = vector of other determinants Now Rostow emphasizes ∂u/∂px <0. If the principal effect on u of a rise in pM is the cost-saving effect, then ∂u/∂pM >0 and predictably ∂u/∂(px/pM) < 0. But if the competitive effect overweighted the cost-saving effect (that is, ∂u/∂pM <0), then knowing the direction of change in the ratio (x/pM) does not permit us to say whether the rate of industrialization will rise or fall.0+and+predictably+∂u/∂(px/pM)+<+0.+But+if+the+competitive+effect+overweighted+the+cost-saving+effect+(that+is,+∂u/∂pM+<0),+then+knowing+the+direction+of+change+in+the+ratio+(x/pM)+does+not+permit+us+to+say+whether+the+rate+of+industrialization+will+rise+or+fall.>Google Scholar
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