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Newman, Richard S.; Berger, Carl F. – Journal of Educational Psychology, 1984
Using a microcomputer "dart" game, this study of 61 primary school students investigated how children of different ages used counting to make numerical estimates. Results showed developmental differences in accuracy of estimation, fluency in counting and sophistication of self-reported strategy use. (BS)
Descriptors: Age Differences, Cognitive Development, Cognitive Measurement, Computation
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Mareschal, Denis; Shultz, Thomas R. – Cognitive Development, 1996
Presents a computational framework for modeling cognitive development that provides a language paradigm with which to compare and contrast different facets of children's knowledge. Describes the generative connectionist algorithm "cascade-correlation," the successful use of the algorithm to model cognitive development in various…
Descriptors: Algorithms, Children, Cognitive Development, Cognitive Measurement
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Little, Todd D.; Widaman, Keith F. – Journal of Experimental Child Psychology, 1995
Validated models of mental addition processing by testing children and adults in a production task paradigm. Examined individual-difference relations between strategy choice parameters and criterion-related measures of ability. Found that individual differences in the apparently calculative processes that underlie numerical facility are highly…
Descriptors: Addition, Adolescents, Age Differences, Cognitive Ability
Peer reviewed Peer reviewed
Wright, Bob – Mathematics Education Research Journal, 1991
Kindergarten (n=30) and grade 1 (n=15) students of contrasting socioeconomic backgrounds were interviewed to assess their knowledge of number word sequences and spatial patterns and their ability to recognize numerals and use counting to establish numerosity of visible and screened collections. Findings indicate greater variation in abilities…
Descriptors: Cognitive Development, Cognitive Measurement, Cognitive Structures, Computation
Madsen, Anne L.; Lanier, Perry E. – 1992
Does conceptually oriented instruction jeopardize students' computational competence? If it does, then why are so many reform efforts continuing to emphasize the importance of teaching for conceptual understanding? If it does not, then why are the majority of teachers at all grade levels continuing to teach for computational competence without…
Descriptors: Cognitive Development, Cognitive Measurement, Cognitive Processes, Cognitive Style