Growth isn't Possible
Pdf Book (148 pages)
Four years on from nef's Growth isn’t Working, this new report goes one step further and tests that thesis in detail in the context of climate change and energy. It argues that indefinite global economic growth is unsustainable. Just as the laws of thermodynamics constrain the maximum efficiency of a heat engine, economic growth is constrained by the finite nature of our planet’s natural resources (biocapacity).
As economist Herman Daly once commented, he would accept the possibility of infinite growth in the economy on the day that one of his economist colleagues could demonstrate that Earth itself could grow at a commensurate rate.
Whether or not the stumbling international negotiations on climate change improve, our findings make clear that much more will be needed than simply more ambitious reductions in greenhouse gas emissions. This report concludes that a new macro economic model is needed, one that allows the human population as a whole to thrive without having to relying on ultimately impossible, endless increases in consumption.
As economist Herman Daly once commented, he would accept the possibility of infinite growth in the economy on the day that one of his economist colleagues could demonstrate that Earth itself could grow at a commensurate rate.
Whether or not the stumbling international negotiations on climate change improve, our findings make clear that much more will be needed than simply more ambitious reductions in greenhouse gas emissions. This report concludes that a new macro economic model is needed, one that allows the human population as a whole to thrive without having to relying on ultimately impossible, endless increases in consumption.
Towards what ultimate point is society tending by its industrial progress? When the progress ceases, in what condition are we to expect that it will leave mankind?
John Stuart Mill (1848)
From birth to puberty a hamster doubles its weight each week. If, then, instead of levelling-off in maturity as animals do, the hamster continued to double its weight each week, on its first birthday we would be facing a nine billion tonne hamster. If it kept eating at the same ratio of food to body weight, by then its daily intake would be greater than the total, annual amount of maize produced worldwide.6 There is a reason that in nature things do not grow indefinitely.
The American economist Herman Daly argues that growth’s first, literal dictionary definition is ‘…to spring up and develop to maturity. Thus the very notion of growth includes some concept of maturity or sufficiency, beyond which point physical accumulation gives way to physical maintenance’.7 In other words, development continues but growth gives way to a state of dynamic equilibrium – the rate of inputs are equal to the rate of outputs so the composition of the system is unchanging in time.8 For example, a bath would be in dynamic equilibrium if water flowing in from the tap escapes down the plughole at the same rate. This means the total amount of water in the bath does not change, despite being in a constant state of flux.
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John Stuart Mill (1848)
From birth to puberty a hamster doubles its weight each week. If, then, instead of levelling-off in maturity as animals do, the hamster continued to double its weight each week, on its first birthday we would be facing a nine billion tonne hamster. If it kept eating at the same ratio of food to body weight, by then its daily intake would be greater than the total, annual amount of maize produced worldwide.6 There is a reason that in nature things do not grow indefinitely.
The American economist Herman Daly argues that growth’s first, literal dictionary definition is ‘…to spring up and develop to maturity. Thus the very notion of growth includes some concept of maturity or sufficiency, beyond which point physical accumulation gives way to physical maintenance’.7 In other words, development continues but growth gives way to a state of dynamic equilibrium – the rate of inputs are equal to the rate of outputs so the composition of the system is unchanging in time.8 For example, a bath would be in dynamic equilibrium if water flowing in from the tap escapes down the plughole at the same rate. This means the total amount of water in the bath does not change, despite being in a constant state of flux.
.
.
.
.
.
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