The analysis of free-sorting data: Beyond pairwise cooccurrences |
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Authors: | John T. Daws |
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Affiliation: | (1) Present address: Department of Psychology, New York University, 6 Washington Place, Room 304, 10003 New York, New York, USA |
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Abstract: | ![]() Free-sorting data are obtained when subjects are given a set of objects and are asked to divide them into subsets. Such data are usually reduced by counting for each pair of objects, how many subjects placed both of them into the same subset. The present study examines the utility of a group of additional statistics. the cooccurrences of sets of three objects. Because there are dependencies among the pair and triple cooccurrences, adjusted triple similarity statistics are developed. Multidimensional scaling and cluster analysis — which usually use pair similarities as their input data — can be modified to operate on three-way similarities to create representations of the set of objects. Such methods are applied to a set of empirical sorting data: Rosenberg and Kim's (1975) fifteen kinship terms.The author thanks Phipps Arabie, Lawrence Hubert, Lawrence Jones, Ed Shoben, and Stanley Wasserman for their considerable contributions to this paper. |
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Keywords: | Multidimensional scaling Cluster analysis Three-way proximity |
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