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Response Transfer between Stimuli in Generalized Equivalence Classes: A Model for the Establishment of Natural Kind and Fuzzy Superordinate Categories

Two equivalence classes were formed by college students through training of AB, BC, and CD relations. The A, B, and C stimuli in both classes were nonsense words. The D stimulus in Class 1 was a short line; the D stimulus in Class 2 was a long line. Post-class-formation generalization tests of emerg...

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Bibliographic Details
Published in:The Psychological record 1996-10, Vol.46 (4), p.665-684
Main Authors: Fields, Lanny, Adams, Barbara J, Buffington, Dawn M, Yang, Wei, Verhave, Thom
Format: Article
Language:English
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Summary:Two equivalence classes were formed by college students through training of AB, BC, and CD relations. The A, B, and C stimuli in both classes were nonsense words. The D stimulus in Class 1 was a short line; the D stimulus in Class 2 was a long line. Post-class-formation generalization tests of emergent relations were conducted to determine which intermediate length lines (variants of the D stimuli) also acted as class members. Those variants and the A, B, C, and D stimuli formed a generalized equivalence class. After different responses were trained to the A1 and A2 stimuli, the response trained to the A1 stimulus transferred to the other Class-1 stimuli and the response trained to the A2 stimulus transferred to the other Class-2 stimuli. Responding also transferred to the variants that acted as members of each generalized equivalence class, indicating that the stimuli in each generalized equivalence class also acted as members of a corresponding functional class. For the line variants that were members of a generalized equivalence class, response transfer from the A stimuli was very highly predicted from the generalization gradients of the emergent relations. The processes that account for the formation of a generalized equivalence class and the transfer of responding between members of such a class will be used to account for the development of natural kind and superordinate fuzzy categories.
ISSN:0033-2933
2163-3452
DOI:10.1007/BF03395191