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Linear Nearest Neighbor Analysis

Published online by Cambridge University Press:  20 January 2017

Barbara L. Stark
Affiliation:
Department of Anthropology, Arizona State University, Tempe, AZ 85281
Dennis L. Young
Affiliation:
Department of Mathematics, Arizona State University, Tempe, AZ 85281

Abstract

Linear nearest neighbor analysis is reconsidered and revised. This statistical method facilitates decisions about whether points along a line are clustered, random, or dispersed. One of its possible archaeological applications is illustrated using a set of probable housemounds along the Cabeza de la Vaca Arroyo in Veracruz, Mexico. The mounds are in a dispersed pattern. Ecological and subsistence factors offer one promising explanation for the pattern.

Type
Research Article
Copyright
Copyright © Society for American Archaeology 1981

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References

Adams, R. McC. 1965 Land behind Baghdad: a history of settlement on the Diyala plains. University of Chicago Press, Chicago.Google Scholar
Bruder, J. S., Large, E., and Stark, B. L. 1975 A test of aerial photography in an estuarine mangrove swamp in Veracruz, Mexico. American Antiquity 40:330337.Google Scholar
Clark, G., Effland, R., and Johnstone, J. 1977 Quantitative spatial analysis: computer application of nearest neighbor analysis and related approaches to the analysis of objects distributed across 2-dimensional space. In Computer applications in archaeology, edited by Laflin, S., pp. 2744. University of Birmingham, Birmingham, England.Google Scholar
Clark, P. I., and Evans, F. C. 1954 Distance to nearest neighbor as a measure of spatial relationships in populations. Ecology 35(4): 445453.Google Scholar
Dacey, M. F. O. Davies, Flowerdew, R., Huff, J., Ko, A., and Pipkin, J. 1974 One-dimensional central place theory. Northwestern University, Studies in Geography 21. Evanston, Illinois.Google Scholar
David, F. N. 1970 Order statistics. Wiley, New York.Google Scholar
Earle, Timothy K. 1976 A nearest-neighbor analysis of two Formative settlement systems. In The early mesoamerican village, edited by Flannery, K. V., pp. 196223. Academic Press, New York.Google Scholar
Evans, F. C. 1969 Space relations in ecology: an overview. Michigan Academician 2:6976.Google Scholar
Flannery, K. V. 1976 Linear stream patterns and riverside settlement rules. In The early mesoamerican village, edited by Flannery, K. V., pp. 173180. Academic Press, New York.Google Scholar
Greig-Smith, M. A. 1964 Quantitative plant ecology (second ed.). Butterworths, London.Google Scholar
Hammond, N. 1974 The distribution of Late Classic Maya major ceremunial centres in the central area. In Mesoamerican archaeology: new approaches, edited by Hammond, N., pp. 313334. University of Texas Press, Austin.Google Scholar
Hanson, G. T. 1975 Shared-tooJs or shared area: an alternative approach to the analysis of spatial association. Paper presented at the 40th annual meetings of the Society for American Archaeology, Dallas, Texas.Google Scholar
Haviland, W. A. 1970 Tikal, Guatemala and mesoamerican urbanism. World Archaeology 2(2):186198.Google Scholar
Hodder, I. 1972 Locational models and the study of Romano-British settlement. In Models in archaeology, edited by Clarke, D. L., pp. 887909. Methuen, London.Google Scholar
Hodder, I., and Hassall, M. 1971 The non-random spacing of Romano-British walled towns. Man 6:391407.Google Scholar
Hodder, I., and Orton, C. 1976 Spatial analysis in archaeology. Cambridge University Press, Cambridge.Google Scholar
Hudson, John C. 1969 A location theory for rural settlement. Annals of the Association of American Geographers 59(2): 365381.Google Scholar
Johnstone, J., Effland, R., and Clark, G. 1977 The Arizona State University nearest neighbor program: documentation and discussion. In Computer applications in archaeology, edited by Laflin, S., pp. 4554. University of Birmingham, Birmingham, England.Google Scholar
Large, Elinor 1977 Comparison of modern and prehistoric settlement patterns in the Lower Papaloapan Basin, Veracruz, Mexico. Paper presented at the 42nd annual meeting of the Society for American Archaeology, New Orleans.Google Scholar
Marcus, Joyce 1976 The size of the early mesoamerican village. In The early mesoamerican village, edited by Flannery, Kent V., pp. 7990. Academic Press, New York.Google Scholar
Miller, R. S. and Stephen, W. J. D. 1966 Spatial relationships in flocks of sandhill cranes (Grus canadensis). Ecology 47:323327.CrossRefGoogle Scholar
Pinder, D. A., and Witherick, M. E. 1973 Nearest-neighbor analysis of linear point patterns. Tijdschrift voor Economische en Sociale Gec grafie 64:160163.Google Scholar
Pinder, D. A., and Witherick, M. E. 1975 A modification of nearest-neighbor analysis for use in linear situations. Geography 60:1:266: 1623.Google Scholar
Reynolds, R. G. D. 1976 Linear settlement systems on the Upper Grijalva River: the application of a Markovian model. In The early mesoamerican village, edited by Flannery, K. V., pp. 173180. Academic Press, New York.Google Scholar
Sabloff, Jeremy A., and Freidel, David A. 1975 A model of pre-Columbian trading center. In Ancient civilization and trade, edited by Sabloff, J. A. and Lamberg-Karlovsky, C. C., pp. 369408. University of New Mexico Press, Albuquerque.Google Scholar
Sanders, W. T. 1973 The cultural ecology of the Lowland Maya: a reevaluation. In The Classic Maya coDapn, edited by Culbert, T. P., pp. 325365. University of New Mexico Press, Albuquerque. Stark, B. L. Google Scholar
Sanders, W. T. 1977 Prehistoric ecology at Patarata 52, Veracruz, Mexico: adaptation to the mangrove swamp. Vanderbilt University Publications in Anthropology 18.Google Scholar
Struever, S., and Houart, G. L. 1972 An analysis of the Hopewell interaction sphere. In Social exchange and interaction, edited by Wilmsen, E. N.. University of Michigan, Museum of Anthropology, Anthropological Papers 46:4779.Google Scholar
Thompson, J. E. S. 1971 Estimates of Maya population: deranging factors. American Antiquity 36:214216.Google Scholar
Washburn, D. K. 1974 Nearest neighbor analysis of Pueblo I-III settlement patterns along the Rio Puerco of the East, New Mexico. American Antiquity 39:315335.Google Scholar
Whalen, M. E. 1976 Zoning within an early Formative community in the Valley of Oaxaca. In The early mesoamerican village, edited by Flannery, K. V., pp. 7579. Academic Press, New York.Google Scholar
Whallon, R. 1974 Spatial analysis of occupation floors II: application of nearest neighbor analysis. American Antiquity 39:1634.Google Scholar
Willey, G. R., Bullard, W. R. Jr., Glass, J. B., and Gifford, J. C. 1965 Prehistoric Maya settlements in the Belize Valley. Papers of the Peabody Museum of Archaeology and Ethnology, Harvard University 54.Google Scholar
Wing, E. S. 1978 Use of dogs for food: an adaptation to the coastal environment. In Prehistoric coastal adaptations: the economy and ecology of maritime Middle America, edited by Stark, B. and Voorhies, B., pp. 2941. Academic Press, New York.Google Scholar
Winter, M. C. 1974 Residential patterns at Monte Alban, Oaxaca, Mexico. Science 186:981987.Google Scholar
Winter, M. C. 1976 Differential patterns of community growth in Oaxaca. In The early mesoamerican village, edited by Flannery, K. V., pp. 227234. Academic Press, New York.Google Scholar
Young, D. L. 1978 The linear nearest neighbor statistic. Paper presented at the 41st annual meeting of the Institute of Mathematical Statistics, San Diego.Google Scholar