In October 1962, the Cuban missile crisis brought the world to the brink of a nuclear holocaust. President John F. Kennedy put the chance of nuclear war at “somewhere between one out of three and even.” The historian Arthur Schlesinger, Jr., at the time an adviser of the President, later called this “the most dangerous moment in human history.”1 What if a substantial fraction of the world’s population had been killed in a nuclear holocaust in the 1960s? In some sense, the overall cost of the technological innovations of the preceding 30 years would then seem to have outweighed the benefits.
While nuclear devastation represents a vivid example of the potential costs of technological change, it is by no means unique. The benefits from the internal combustion engine must be weighed against the costs associated with pollution and global warming. Biomedical advances have improved health substantially but made possible weaponized anthrax and lab-enhanced viruses. The potential benefits of nanotechnology stand beside the threat that a self-replicating machine could someday spin out of control. Experimental physics has brought us x-ray lithography techniques and superconductor technologies but also the remote possibility of devastating accidents as we smash particles together at ever higher energies. These and other technological dangers are detailed in a small but growing literature on so-called “existential risks”; Posner (2004) is likely the most familiar of these references, but see also Bostrom (2002), Joy (2000), Overbye (2008), and Rees (2003).
...This paper explores what might be called a “Russian roulette” theory of economic growth. Suppose the overwhelming majority of new ideas are beneficial and lead to growth in consumption. However, there is a tiny chance that a new idea will be particularly dangerous and cause massive loss of life. Do discovery and economic growth continue forever in such a framework, or should society eventually decide that consumption is high enough and stop playing the game of Russian roulette? The answer turns out to depend on preferences. For a large class of conventional specifications, including log utility, safety eventually trumps economic growth. The optimal rate of growth may be substantially lower than what is feasible, in some cases falling all the way to zero.
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Tuesday, September 22, 2009
Growth vs. Safety
The Costs of Economic Growth, by Charles I. Jones, Stanford GSB and NBER, August 18, 2009:
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