1972
DOI: 10.1086/259902
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On Marx's Scheme of Reproduction and Accumulation

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Cited by 16 publications
(22 citation statements)
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“…So the demand side of energy will impact greatly the utilization of renewable energy. In order to show the influence of the demand side, we introduce economic growth in this reproduction model, following the works by Krelle (1971) and Harris (1972) who explore the way to understand Marx as a growth theorist. Using their approaches, we can conclude the quantitative relation of economic growth to energy demand which is summarized as Proposition 1.…”
Section: Analysis Of the Modelmentioning
confidence: 99%
“…So the demand side of energy will impact greatly the utilization of renewable energy. In order to show the influence of the demand side, we introduce economic growth in this reproduction model, following the works by Krelle (1971) and Harris (1972) who explore the way to understand Marx as a growth theorist. Using their approaches, we can conclude the quantitative relation of economic growth to energy demand which is summarized as Proposition 1.…”
Section: Analysis Of the Modelmentioning
confidence: 99%
“…3 This is a brief introduction to the structure of the circuit of capital model. For detailed expositions, see Harris (1972) and Foley (1982). 4 This is also the starting point of the model of this paper.…”
Section: A Circuit Of Capital Modelmentioning
confidence: 99%
“…The circuit of capital model played a crucial and often ignored role in the history of economic thought. It was often viewed as the precursor of, to name just a few, Von Neumann's balanced growth model, Leontief's input–output analysis, Sraffa's circulating capital model and even Walras's general equilibrium theory (Morishima, ; Foley, 1986a,b; Kurz and Salvadori, ; Trigg, ) The early formalization of the circuit of capital model was done by Harris () and Foley (, ). Subsequently, Foley (1986a,b, 1987) extended this model to a dynamic system capable of generating endogenous growth and cycles and Loranger () used this model to explain inflation based on the (dis‐equilibrating) relation between financial and real capital in this model.…”
Section: Introductionmentioning
confidence: 99%
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“…where A is the matrix of technical coefficients and [Xi] is the same diagonal matrix as that in (4). Therefore, where [Xi]-' is still a semipositive diagonal matrix whose positive elements are l/Xi (i 1, 2).…”
Section: [Ximentioning
confidence: 99%