Tragedy of the Commons, 1968.
Tragedy of the Commons (1968)
“It is an arithmetic, moreover, which cannot be denied even though we nearly all try to deny it. The arithmetic is simply this: Any positive rate of growth whatever eventually carries a human population to an unacceptable magnitude, no matter how small the rate of growth may be unless the rate of population growth can be reduced to zero before the population reaches an unacceptable magnitude. There is a famous theorem in economics, one which I call the dismal theorem, which states that if the only thing which can check the growth of population is starvation and misery, then the population will grow until it is sufficiently miserable and starving to check its growth. There is a second, even worse theorem which I call the utterly dismal theorem. It says that if the only thing which can check the growth of population is starvation and misery, then the ultimate result of any technological improvement is to enable a larger number of people to live in misery than before and hence to increase the total sum of human misery.”
Source: 1960s, The meaning of the twentieth century: the great transition, 1964, p. 126
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Kenneth E. Boulding 163
British-American economist 1910–1993Related quotes
Less is More: How Degrowth Will Save the World (2021)
Source: Rise of the Juggernaut, pp. 111-112

National Security Study Memorandum 200. Adapted as policy by President General Ford originally classified. https://en.wikipedia.org/wiki/National_Security_Study_Memorandum_200
1970s

2012-03-20
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2012-03-20
http://web.archive.org/web/20120322201518/http://www.chicagotribune.com/news/politics/sns-rt-us-usa-campaign-santorum-joblessbre82j0nb-20120320,0,7898443.story
2012-03-22

How Many People Can Live on Planet Earth? (BBC Horizon, 2009)

Speech http://hansard.millbanksystems.com/commons/1987/mar/17/the-economic-background in the House of Commons (17 March 1987)

The Art of Propagating Opinion
The Note-Books of Samuel Butler (1912), Part X - The Position of a HomoUnius Libri
Context: Ideas and opinions, like living organisms, have a normal rate of growth which cannot be either checked or forced beyond a certain point. They can be held in check more safely than they can be hurried. They can also be killed; and one of the surest ways to kill them is to try to hurry them.