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Gilad Schrift; Dror Dotan; Nitzan Censor – npj Science of Learning, 2022
Learning of arithmetic facts such as the multiplication table requires time-consuming, repeated practice. In light of evidence indicating that reactivation of encoded memories can modulate learning and memory processes at the synaptic, system and behavioral levels, we asked whether brief memory reactivations can induce human learning in the…
Descriptors: Memory, Cognitive Processes, Numeracy, Mathematics Education
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Shaw, Stacy T.; Pogossian, Anahit A.; Ramirez, Gerardo – British Journal of Educational Psychology, 2020
Background: Traditional math instruction that emphasizes procedures and rote memorization is common in math classes, particularly within the United States. Students may be able to perform steps and recite information, but flexible thinking in math is also an important ability. Lay theories assume that extensive experience in math would lead to…
Descriptors: Undergraduate Students, Mathematics Skills, Cognitive Processes, Problem Solving
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Laski, Elida V.; Schiffman, Joanna; Vasilyeva, Marina; Ermakova, Anna – AERA Open, 2016
This study investigated income group differences in kindergartners' and first graders' (N = 161) arithmetic by examining the link between accuracy and strategy use on simple and complex addition problems. Low-income children were substantially less accurate than high-income children, in terms of both percentage of correctly solved problems and the…
Descriptors: Kindergarten, Grade 1, Arithmetic, Accuracy
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Hitt, Fernando; Saboya, Mireille; Zavala, Carlos Cortés – Educational Studies in Mathematics, 2017
Part of the research community that has followed the Early Algebra paradigm is currently delimiting the differences between arithmetic thinking and algebraic thinking. This trend could prevent new research approaches to the problem of learning algebra, hiding the importance of considering an arithmetico-algebraic thinking, a new approach which…
Descriptors: Arithmetic, Algebra, Educational Technology, Thinking Skills
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Roberts, Sarah A.; Lee, Jean S. – Mathematics Teacher, 2013
Research shows that the greatest gains in student learning in mathematics classrooms occur in classrooms in which there is sustained use of high cognitive demanding tasks throughout instruction (Boston and Smith 2009). High cognitive demanding tasks, which this article will refer to as rich tasks, are mathematics problems that are complex, less…
Descriptors: Mathematics Instruction, Cognitive Processes, Difficulty Level, Problem Solving
H. Lee Swanson; Catherine M. Lussier; Michael J. Orosco – Journal of Learning Disabilities, 2015
This study investigated the role of strategy instruction and working memory capacity (WMC) on word problem solving accuracy in children with (n = 100) and without (n = 92) math difficulties (MD). Within classrooms, children in Grades 2 and 3 were randomly assigned to one of four treatment conditions: verbal-only strategies (e.g., underlining…
Descriptors: Cognitive Style, Learning Strategies, Short Term Memory, Problem Solving
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Davis, Nicole; Cannistraci, Christopher J.; Rogers, Baxter P.; Gatenby, J. Christopher; Fuchs, Lynn S.; Anderson, Adam W.; Gore, John C. – Neuropsychologia, 2009
We used functional magnetic resonance imaging (fMRI) to explore the patterns of brain activation associated with different levels of performance in exact and approximate calculation tasks in well-defined cohorts of children with mathematical calculation difficulties (MD) and typically developing controls. Both groups of children activated the same…
Descriptors: Computation, Arithmetic, Problem Solving, At Risk Persons
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Imbo, Ineke; Vandierendonck, Andre – Journal of Experimental Child Psychology, 2007
The current study tested the development of working memory involvement in children's arithmetic strategy selection and strategy efficiency. To this end, an experiment in which the dual-task method and the choice/no-choice method were combined was administered to 10- to 12-year-olds. Working memory was needed in retrieval, transformation, and…
Descriptors: Elementary School Students, Arithmetic, Short Term Memory, Mathematics Anxiety
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Kirby, John R.; Becker, Louise D. – Remedial and Special Education (RASE), 1988
The investigation of cognitive factors responsible for the arithmetic learning problems of fifth graders found that children with arithmetic learning problems were characterized by very slow operation execution. No support was found for theories that inefficient number encoding or inappropriate strategies are characteristic of this population.…
Descriptors: Arithmetic, Cognitive Processes, Intermediate Grades, Learning Disabilities
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Frostad, Per – Educational Studies in Mathematics, 1999
Investigates whether the reasons for deaf children's poor achievement lie in their strategy development. Reports that structural aspects of sign language counting may influence deaf children's thinking in a way that does not lead to a developed conceptual knowledge base, but rather to refined procedural competence. (Contains 31 references.)…
Descriptors: Arithmetic, Cognitive Processes, Deafness, Elementary Education
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Jurdak, Murad; Shahin, Iman – Educational Studies in Mathematics, 1999
Examines the computational strategies of 10 young street vendors in Beirut by describing, comparing, and analyzing computational strategies used in solving three types of problems: (1) transactions in the workplace; (2) word problems; and (3) computation exercises in a school-like setting. Indicates that vendors' use of semantically-based mental…
Descriptors: Arithmetic, Cognitive Processes, Computation, Early Adolescents
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Selter, Christoph – Educational Studies in Mathematics, 2001
Describes the success, the methods (mental, informal written, standard algorithm) and the strategies of informal written arithmetic to be observed when 300 elementary students worked on six addition and six subtraction problems with three-digit numbers. (Author/MM)
Descriptors: Addition, Algorithms, Arithmetic, Cognitive Processes
Greeno, James G.; Johnson, Walter – 1985
The relation of knowledge for solving problems to understanding of general principles in a subject-matter domain is discussed. Theoretical representations, called "conceptual competence," are presented to represent principles that are believed to be understood implicitly by individuals. Implications for problem-solving procedures can be…
Descriptors: Arithmetic, Cognitive Processes, Cognitive Structures, Elementary Secondary Education
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Ryan, Ellen Bouchard; And Others – Journal of Learning Disabilities, 1986
The review examines cognitive strategy training and self-instructional training with learning disabled children. Discrepancies between potential and performance, cognitive behavior modification, the promotion of active self-regulatory learning styles in arithmetic and reading, and methodological issues and future directions are discussed.…
Descriptors: Arithmetic, Behavior Modification, Cognitive Processes, Elementary Secondary Education
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Joseph, Laurice M.; Hunter, Amanda D. – Child Study Journal, 2001
Explored the differential application of a self-regulatory strategy on mathematics performance among three eighth-graders with learning disabilities and diverse planning abilities. Found that all students improved on fraction probes as a function of using a cue card strategy. The student with high planning ability demonstrated consistent…
Descriptors: Arithmetic, Cognitive Processes, Cues, Early Adolescents
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