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Human Population Dynamics in Archaeological Time: Some Simple Models

Published online by Cambridge University Press:  27 June 2018

Henry Harpending
Affiliation:
University of New Mexico
Jack Bertram
Affiliation:
University of New Mexico

Extract

Birdsell (1968:231) summarizes qualitative predictions for the dynamics of Pleistocene hunter-gatherer populations. He concludes that population density should respond rapidly to changes in biotic and climatic parameters; that “populations would tend to overshoot carrying capacity as they restore their numbers from a depressed condition,” and that so long as unoccupied areas existed, population density would be regulated at a level well below carrying capacity (see also Binford 1968). We believe that these conclusions can be strengthened and quantified by formal mathematical analysis of reasonable demographic models. The results of this analysis have several important implications for archaeological theory and methodology.

Formal models of population dynamics usually lead to predictions of population behavior over time intervals on the order of the generation time of the organism or longer. Since our direct knowledge of population history of regions is usually in proportion to the amount of recent disruption, archaeology can test and exploit theory in a manner denied ethnology.

Type
Research Article
Copyright
Copyright © Society for American Archaeology 1975

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References

Binford, L. R. 1968 Post-Pleistocene adaptations. In New perspectives in archaeology, edited by Binford, S. R. and Binford, L. R., pp. 313341. Aldine, Chicago.Google Scholar
Binford, L. R. n.d. Recent and contemporary land use and subsistence strategy of the Numamiut Eskimo. Manuscript, Department of Anthropology, University of New Mexico.Google Scholar
Birdsell, J. B. 1968 Some predictions for the Pleistocene based on equilibrium systems among recent hunter-gatherers. In Man the hunter, edited by Lee, R. B. and DeVore, I., pp. 229240. Aldine, Chicago.Google Scholar
Boserup, E. 1965 The conditions of agricultural growth. Aldine, Chicago.Google Scholar
Burch, E. S. 1972 The caribou/wild reindeer as a human resource. American Antiquity 37:339368.Google Scholar
Campbell, J. M. 1973 An explanation of prehistoric population sizes and densities in interior Alaska and the Yukon. Paper presented at the 38th Annual Meeting of the Society for American Archaeology, San Francisco.Google Scholar
Jenkins, G. M., and Watts, D. G. 1968 Spectral analysis and its applications. Holden-Day, San Francisco.Google Scholar
Kaplan, W. 1958 Ordinary differential equations. Addison-Wesley, Palo Alto.Google Scholar
Papoulis, A. 1965 Probability, random variables, and stochastic processes. McGraw-Hill, New York.Google Scholar
Rosenzweig, M. 1971 Paradox of enrichment: destabilization of exploitation ecosystems in ecological time. Science 171:385387.Google Scholar
Rosenzweig, M. 1973 Evolution of the predator isocline. Evolution 27:8494.Google Scholar
Washburn, S. L., and Lancaster, C. S. 1968 The evolution of hunting. In Man the hunter, edited by Lee, R. B. and DeVore, I., pp. 293303. Aldine, Chicago.Google Scholar