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Stéphanie Chouteau; Benoît Lemaire; Catherine Thevenot; Jasinta Dewi; Karine Mazens – Journal of Experimental Psychology: Learning, Memory, and Cognition, 2024
It is commonly accepted that repeatedly using mental procedures results in a transition to memory retrieval, but the determinant of this process is still unclear. In a 3-week experiment, we compared two different learning situations involving basic additions, one based on counting and the other based on arithmetic fact memorization. Two groups of…
Descriptors: Foreign Countries, French, Native Speakers, College Students
Chen, Yalin; Orr, Alicia; Campbell, Jamie I. D. – Journal of Experimental Psychology: Learning, Memory, and Cognition, 2020
This research pursued a fine-grained analysis of the acquisition of a procedural skill. In two experiments (n = 29 and n = 27), adults practiced 12 alphabet arithmetic problems (e.g., C + 3 = C D E F) in two sessions with 20 practice blocks in each. If learning reflected speed up of a counting algorithm, response time (RT) speed up should be…
Descriptors: Learning Processes, Alphabets, Arithmetic, Computation
West, Gillian; Shanks, David R.; Hulme, Charles – Scientific Studies of Reading, 2021
The procedural deficit hypothesis claims that impaired procedural learning is a causal risk factor for developmental dyslexia and developmental language disorder. We investigated the relationships between measures of basic cognitive processes (declarative learning, procedural learning and attention) and measures of attainment (reading, grammar and…
Descriptors: Attention Control, Learning Processes, Predictor Variables, Reading Skills
Sasanguie, Delphine; Vos, Helene – Developmental Science, 2018
Digit comparison is strongly related to individual differences in children's arithmetic ability. Why this is the case, however, remains unclear to date. Therefore, we investigated the relative contribution of three possible cognitive mechanisms in first and second graders' digit comparison performance: digit identification, digit--number word…
Descriptors: Elementary School Mathematics, Elementary School Students, Grade 1, Grade 2
Ash, Ivan K.; Jee, Benjamin D.; Wiley, Jennifer – Journal of Problem Solving, 2012
Gestalt psychologists proposed two distinct learning mechanisms. Associative learning occurs gradually through the repeated co-occurrence of external stimuli or memories. Insight learning occurs suddenly when people discover new relationships within their prior knowledge as a result of reasoning or problem solving processes that re-organize or…
Descriptors: Intuition, Learning Processes, Metacognition, Associative Learning

Adams, John W.; Hitch, Graham J. – Journal of Experimental Child Psychology, 1997
Two experiments investigated extent to which English- and German-speaking childrens' mental arithmetic was constrained by working memory. Found higher mental addition spans when numbers were visible throughout calculation than when not. Variation in addition span with age and arithmetical operation difficulty approximated to a linear function of…
Descriptors: Addition, Age Differences, Arithmetic, Children
Wanner, Eric; Shiner, Sandra – Journal of Verbal Learning and Verbal Behavior, 1976
Two experiments are reported in which subjects performed simple mental arithmetic problems which were presented visually in a sequential fashion. At some point in the presentation of each problem, the sequential display was interrupted and a memory task introduced. The purpose was to validate a measure of transient memory load. (Author/RM)
Descriptors: Arithmetic, Cognitive Processes, College Students, Language Research
Geary, D. C. – Journal of Learning Disabilities, 2004
Between 5% and 8% of school-age children have some form of memory or cognitive deficit that interferes with their ability to learn concepts or procedures in one or more mathematical domains. A review of the arithmetical competencies of these children is provided, along with discussion of underlying memory and cognitive deficits and potential…
Descriptors: Memory, Mathematics Education, Learning Disabilities, Cognitive Processes
SUPPES, PATRICK; AND OTHERS – 1966
A LEARNING MODEL TO IDENTIFY FACTORS CONTRIBUTING TO THE DIFFICULTY OF A PROBLEM ITEM WAS SUPPORTED EMPIRICALLY, AND INDICATED THAT THE NUMBER OF STEPS REQUIRED TO SOLVE A PROBLEM WAS THE MOST IMPORTANT VARIABLE IN PREDICTING BOTH ERROR PROBABILITY AND RESPONSE LATENCY. THE MODEL, IN ORDER TO ESTABLISH DIFFERENTIAL PREDICTIONS OF DIFFICULTY IN…
Descriptors: Arithmetic, Cognitive Processes, Computer Assisted Instruction, Concept Formation