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Independent Discovery in Science and Technology: A Closer Look at the Poisson Distribution
Dean Keith Simonton
Social Studies of Science
Vol. 8, No. 4 (Nov., 1978), pp. 521-532
Published by: Sage Publications, Ltd.
Stable URL: http://www.jstor.org/stable/284821
Page Count: 12
You can always find the topics here!Topics: Inventions, History of technology, Mathematics, Physics, Probabilistic modeling, Approximation, Modeling, Frequency distribution, Binomials, Statistical variance
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Social determinists have argued that the occurrence of independent discoveries and inventions demonstrates the inevitability of techno-scientific progress. Yet the frequency of such multiples may be adequately predicted by a probabilistic model, especially the Poisson model suggested by Price. A detailed inquiry reveals that the Poisson distribution can predict almost all the observed variation in the frequency distribution of multiples collected by Merton, and by Ogburn and Thomas. This study further indicates that: (a) the number of observed multiples may be greatly underestimated, particularly those involving few independent contributors; (b) discoveries and inventions are not sufficiently probable to avoid a large proportion of total failures, and hence techno-scientific advance is to a large measure indeterminate; (c) chance or 'luck' seems to play such a major part that the 'great genius' theory is no more tenable than the social deterministic theory.
Social Studies of Science © 1978 Sage Publications, Ltd.