NotesFAQContact Us
Collection
Advanced
Search Tips
Showing all 9 results Save | Export
Peer reviewed Peer reviewed
Direct linkDirect link
Fayol, Michel; Thevenot, Catherine – Cognition, 2012
In a first experiment, adults were asked to solve one-digit additions, subtractions and multiplications. When the sign appeared 150 ms before the operands, addition and subtraction were solved faster than when the sign and the operands appeared simultaneously on screen. This priming effect was not observed for multiplication problems. A second…
Descriptors: Priming, Memory, Subtraction, Multiplication
Peer reviewed Peer reviewed
Direct linkDirect link
De Smedt, Bert; Boets, Bart – Neuropsychologia, 2010
The triple-code model, cognitive neuroimaging and developmental behavioral data suggest a specific association between phonological processing and arithmetic fact retrieval. Accordingly, individuals with deficits in phonological processing, such as individuals with developmental dyslexia, are expected to show difficulties in arithmetic fact…
Descriptors: Phonology, Dyslexia, Phonological Awareness, Subtraction
Peer reviewed Peer reviewed
Direct linkDirect link
Campbell, Jamie I. D.; Alberts, Nicole M. – Journal of Experimental Psychology: Learning, Memory, and Cognition, 2009
Educated adults solve simple addition problems primarily by direct memory retrieval, as opposed to by counting or other procedural strategies, but they report using retrieval substantially less often with problems in written-word format (four = eight) compared with digit format (4 = 8). It was hypothesized that retrieval efficiency is relatively…
Descriptors: Subtraction, Information Retrieval, Costs, Memory
Peer reviewed Peer reviewed
Direct linkDirect link
Barrouillet, Pierre; Mignon, Mathilde; Thevenot, Catherine – Journal of Experimental Child Psychology, 2008
The aim of this study was to investigate the strategies used by third graders in solving the 81 elementary subtractions that are the inverses of the one-digit additions with addends from 1 to 9 recently studied by Barrouillet and Lepine. Although the pattern of relationship between individual differences in working memory, on the one hand, and…
Descriptors: Mental Computation, Memory, Grade 3, Subtraction
Peer reviewed Peer reviewed
Direct linkDirect link
Campbell, Jamie I. D.; Metcalfe, Arron W. S. – Cognition, 2008
There is evidence for both semantic and asemantic routes for naming Arabic digits, but neuropsychological dissociations suggest that number-fact retrieval (2x3=6) can inhibit the semantic route for digit naming. Here, we tested the hypothesis that such inhibition should slow digit naming, based on the principle that reduced access to multiple…
Descriptors: Numbers, Reaction Time, Semantics, Subtraction
Romberg, Thomas A.; Collis, Kevin F. – 1980
This paper reports the results of the second of a series of collaborative studies examining how children acquire the skills to represent and solve verbal addition and subtraction problems. The purpose of this study was to identify the cognitive processing capabilities of a group of Tasmanian (Australian) children. Fifteen cognitive tests were…
Descriptors: Addition, Age Differences, Arithmetic, Cognitive Processes
Romberg, Thomas A.; Collis, Kevin F. – 1980
The purpose of this study was to identify the working memory capacity (M-space) for a group of 139 children (4 to 8 years of age) enrolled at Sandy Bay Infant School in Hobart, Tasmania, Australia. Four M-space tests -- The Counting Span Test (Case and Kurland, 1978), Mr. Cucui Test (DeAvila and Havassy, 1974), the Digit Placement Test (Case,…
Descriptors: Addition, Age Differences, Arithmetic, Cognitive Development
Hamrin, Jeannie M. – 1978
A computer model of memory (based on input, retrieval, and reaction time) was applied to the rapid processing of simple arithmetic facts (addition, subtraction, and multiplication) by 18 educable retarded adolescents when compared with 18 nonretarded fourth graders (of equal mental age) and 18 normal adolescents. Results for addition indicated…
Descriptors: Addition, Adolescents, Arithmetic, Cognitive Processes
Peer reviewed Peer reviewed
Ohlsson, Stellan; And Others – Journal for Research in Mathematics Education, 1992
Proposes a theory of cognitive processes in doing and learning place value arithmetic. Discusses a computer model that simulates the learning of multicolumn subtraction under one-on-one tutoring to measure the relative difficulty of two methods of subtraction. The model predicts that regrouping is more difficult to learn than an alternative…
Descriptors: Arithmetic, Cognitive Measurement, Cognitive Processes, Computation