“…It may also require a higher fraction of profits reinvested in fixed capital to sustain such extraction. From (7) we see that such pattern of development would lower the equilibrium profit rate.…”
Section: Resource Constraintsmentioning
confidence: 91%
“…When the relative emission rate, g E − g α , is positive, the pollution level is rising. This acts negatively on the productivity of labour in the agricultural sector, which again would lower the equilibrium profit rate (7). Furthermore, for a given living standard, it would necessitate an increasing share of labour expended in the production of wage-goods consumed by the population as well as in pollution management.…”
Section: Emission Constraintsmentioning
confidence: 99%
“…The equilibrium profit rate (7) tells us that the growth of labour g L therefore ceases to be a source of profitability, it is rather the specific balance of investments λ and productivity growth g P that can sustain conditions for average profitability in the capitalist sector. This depends on the specific technological phase of an economy and its institutional structure of investments.…”
Section: Contradictions Of Exponential Accumulationmentioning
confidence: 99%
“…As the demographic transition is completed and production technologies mature, the growth rates of labour, g L , and productivity, g P , become moderated. Then it becomes increasingly difficult to maintain average profitability when firms are reinvesting a large portion of their retained profits, as seen in equation (7). Fig.…”
Section: Dynamics Of Sector Balancesmentioning
confidence: 99%
“…In the face of this constraint we see a set of displacement processes: Figure 9: Actual net productivity growth g P and the growth g * P required to sustain average profitability at the level in 1964, under actual trends of demographics and investments. Using (7), g * P = λR 1964 − (g L + d). Figure 10: Average profit rate R and the equilibrium profit rate R * , in four major Western European economies.…”
The article starts by examining the idea of conservation laws as applied to market economies. It formulates a measure of financial entropy and gives numerical simula-tions indicating that this tends to rise. We discuss an analogue for free energy released during this process. The concepts of real and symbolic appropriation are introduced as a means to analyse debt and taxation. We then examine the conflict between the conservation laws that apply to commodity exchange with the exponential growth implied by capital accumulation and how these have necessitated a sequence of evolutionary forms for money, and go on to present a simple stochastic model for the formation of rates of interest and a model for the time evolution of the rate of profit.
JEL G01
“…It may also require a higher fraction of profits reinvested in fixed capital to sustain such extraction. From (7) we see that such pattern of development would lower the equilibrium profit rate.…”
Section: Resource Constraintsmentioning
confidence: 91%
“…When the relative emission rate, g E − g α , is positive, the pollution level is rising. This acts negatively on the productivity of labour in the agricultural sector, which again would lower the equilibrium profit rate (7). Furthermore, for a given living standard, it would necessitate an increasing share of labour expended in the production of wage-goods consumed by the population as well as in pollution management.…”
Section: Emission Constraintsmentioning
confidence: 99%
“…The equilibrium profit rate (7) tells us that the growth of labour g L therefore ceases to be a source of profitability, it is rather the specific balance of investments λ and productivity growth g P that can sustain conditions for average profitability in the capitalist sector. This depends on the specific technological phase of an economy and its institutional structure of investments.…”
Section: Contradictions Of Exponential Accumulationmentioning
confidence: 99%
“…As the demographic transition is completed and production technologies mature, the growth rates of labour, g L , and productivity, g P , become moderated. Then it becomes increasingly difficult to maintain average profitability when firms are reinvesting a large portion of their retained profits, as seen in equation (7). Fig.…”
Section: Dynamics Of Sector Balancesmentioning
confidence: 99%
“…In the face of this constraint we see a set of displacement processes: Figure 9: Actual net productivity growth g P and the growth g * P required to sustain average profitability at the level in 1964, under actual trends of demographics and investments. Using (7), g * P = λR 1964 − (g L + d). Figure 10: Average profit rate R and the equilibrium profit rate R * , in four major Western European economies.…”
The article starts by examining the idea of conservation laws as applied to market economies. It formulates a measure of financial entropy and gives numerical simula-tions indicating that this tends to rise. We discuss an analogue for free energy released during this process. The concepts of real and symbolic appropriation are introduced as a means to analyse debt and taxation. We then examine the conflict between the conservation laws that apply to commodity exchange with the exponential growth implied by capital accumulation and how these have necessitated a sequence of evolutionary forms for money, and go on to present a simple stochastic model for the formation of rates of interest and a model for the time evolution of the rate of profit.
JEL G01
La econofísica emplea modelos basados en agentes para describir las regularidades en las distribuciones de ingreso encontradas empíricamente. En este trabajo se estudia el efecto que tiene incluir una entidad financiera en la distribución de dinero mediante modelos cinéticos de distribución. Para esta tarea, se considera un sistema cerrado compuesto por agentes económicos que intercambian dinero aleatoriamente junto con una entidad financiera que establece una dinámica de préstamos y depósitos. Los resultados indican que son necesarias condiciones para estabilizar el sistema si se considera deuda y la distribución de probabilidad diverge con una tasa de intermediación diferente de cero.
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