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PREDICTIONS – 10 Years Later - Santa Fe Institute

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6. A HARD FACT OF LIFE<br />

been some animosity between the two countries? Or could it indeed be<br />

a natural substitution in a local microniche?<br />

Two arguments come to mind, and both stand against the possibility<br />

of a microniche. The first is based on relating competitiveness to age.<br />

The average age of the Swedish laureates is 65.1, distinctly higher than<br />

the average Russian age of 57.5 during the same period. Thus, there can<br />

be no competitive advantage of a Darwinian nature relating to age for<br />

the Swedes during this period, as can perhaps exist for Americans over<br />

Europeans and, later on, for the rest of the world over the United States.<br />

The second argument fails with my inability to justify a microniche<br />

occupied by Russians and Swedes over this particular period of time, in<br />

which a natural substitution might occur.<br />

As a third hypothesis, it is conceivable that this phenomenon—of<br />

which we may have seen the end, considering that there have been no<br />

Swedish laureates during eighteen years following that period—could<br />

have been triggered by the unpopular Russian intervention in Hungary.<br />

Russian popularity dropped worldwide at that time and suffered further<br />

losses with the actions taken later, against Czechoslovakia in 1968 and<br />

Afghanistan in 1978. This hypothesis is reinforced by the frankly political<br />

nature that characterizes the peace Nobel prizes.<br />

FISHING AND PRYING<br />

When Fisher and Pry put forth their model for competitive substitutions,<br />

they were mainly concerned with the diffusion of new<br />

technologies. Similar applications of the logistic function have been<br />

employed in the past by epidemiologists in order to describe the spreading<br />

of epidemic diseases. It is evident that the rate of new victims<br />

during an epidemic outbreak is proportional to both the number of people<br />

infected and the number remaining healthy, which spells out the<br />

same law as the one describing natural growth in competition. The diffusion<br />

of an epidemic is a substitution process in which a healthy<br />

population is progressively replaced by a sick one. In all three processes,<br />

diffusion, substitution, and competitive growth, the entities<br />

under consideration obey the same law.<br />

In their paper Fisher and Pry looked at the rate of substitution for a<br />

variety of applications and found that the speed at which a substitution<br />

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