1980
DOI: 10.1016/0040-1625(80)90103-1
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A long-wave hypothesis of innovation

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Cited by 66 publications
(20 citation statements)
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“…Each cycle consists of periods of prosperity followed by recession, depression, and finally recovery. J. J. van Duijn has updated the work of Kuznets to the mid 1970's (Van Duijn, 1977 (Graham and Senge, 1980). The paper utilized a variety of data on long-term trends in innovation collected by Gerhard Mensch.…”
Section: The Long Wave Conceptmentioning
confidence: 99%
“…Each cycle consists of periods of prosperity followed by recession, depression, and finally recovery. J. J. van Duijn has updated the work of Kuznets to the mid 1970's (Van Duijn, 1977 (Graham and Senge, 1980). The paper utilized a variety of data on long-term trends in innovation collected by Gerhard Mensch.…”
Section: The Long Wave Conceptmentioning
confidence: 99%
“…The NM shows how fundamental physical processes in the economy can create the long wave without any variation in innovation rates. The bunching of innovations can thus be explained as the result of entrainment of the innovation process by the long wave (Graham and Senge 1980, p. …”
Section: 31mentioning
confidence: 99%
“…Since 1975 the System Dynamics National Model (NM) has provided an increasingly rich theory of the long wave (Forrester 1981(Forrester , 1979(Forrester , 1977(Forrester , 1976Graham and Senge 1980;Senge 1982;Sterman 1985a, Sterman 1985b This paper describes the integrated theory of the long wave that has now emerged from the NM. The behavioral underpinnings of the theory are discussed and contrasted against traditional economic theory.…”
Section: Introductionmentioning
confidence: 99%
“…Although the comprehensive work on the subject has yet to appear, there seems to be a prevailing hunch among scholars working on technological innovation [3,4,7] that the cycles of innovations and the Kondratief wave are somehow linked to a tendency of many technological trends to reach learning plateaus together. If this indeed proves to be the case, it would be another case where uncontrolled learning of subsystems is destabilizing to the system as a whole.…”
Section: Technological Changementioning
confidence: 99%