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A reexamination of mental arithmetic models and data: A reply to Ashcraft
Authors:Arthur J. Baroody
Affiliation:University of Rochester USA
Abstract:In a review of the chronometric literature, M. Ashcraft (1982, Developmental Review, 2, 213–236) concludes that adults store each basic arithmetic fact in a table-like retrieval network. In my commentary (1983, Developmental Review, 3, 225–230), I argued that procedural knowledge (stored rules, principles, or heuristics) might be a cognitively more economical basis for generating many number combinations. In this paper, I draw an analogy between this alternative model of number fact representation and how computers efficiently reconstruct arithmetic combinations, note that the research findings do not clearly support any one model of mental arithmetic, and attempt to address Ashcraft's (1983, Developmental Review, 3, 231–235) criticisms of my model.
Keywords:Requests for reprints should be sent to Arthur J. Baroody   Graduate School of Education and Human Development   University of Rochester   Rochester   NY 14627.
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