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Lahav, Orly; Babai, Reuven – Journal of Visual Impairment & Blindness, 2018
Structured abstract: Introduction: Difficulties in science and mathematics may stem from intuitive interference of irrelevant salient variables in a task. It has been suggested that such intuitive interference is based on immediate perceptual differences that are often visual. Studies performed with sighted participants have indicated that in the…
Descriptors: Problem Solving, Geometry, Intuition, Interference (Learning)
Rotem, Avital; Henik, Avishai – Journal of Learning Disabilities, 2015
The current study examined the development of two effects that have been found in single-digit multiplication errors: relatedness and distance. Typically achieving (TA) second, fourth, and sixth graders and adults, and sixth and eighth graders with a mathematics learning disability (MLD) performed a verification task. Relatedness was defined by a…
Descriptors: Foreign Countries, Mathematics Education, Learning Disabilities, Multiplication
Babai, Reuven; Eidelman, Rachel Rosanne; Stavy, Ruth – International Journal of Science and Mathematics Education, 2012
Many students encounter difficulties in science and mathematics. Earlier research suggested that although intuitions are often needed to gain new ideas and concepts and to solve problems in science and mathematics, some of students' difficulties could stem from the interference of intuitive reasoning. The literature suggests that overcoming…
Descriptors: Reaction Time, Inhibition, Science Education, Mathematics Education
PDF pending restorationGeary, David C.; And Others – 1985
Simple and complex addition problems were presented for true/false verification to 30 undergraduate students to test a general model for cognitive addition. Problems were presented on a microcomputer, with reaction time (RT) and response accuracy recorded. Models for addition were fit to average RT data using multiple regression techniques. These…
Descriptors: Addition, Cognitive Processes, College Mathematics, Higher Education
Matthews, Paul G.; Atkinson, Richard C. – 1975
This paper reports an experiment designed to test theoretical relations among fast problem solving, more complex and slower problem solving, and research concerning fundamental memory processes. Using a cathode ray tube, subjects were presented with propositions of the form "Y is in list X" which they memorized. In later testing they were asked to…
Descriptors: Algorithms, Graphs, Information Processing, Logical Thinking
Babai, R.; Levyadun, T.; Stavy, R.; Tirosh, D. – International Journal of Mathematical Education in Science & Technology, 2006
It has been observed that students react in similar ways to mathematics and science tasks that differ with regard either to their content area and/or to the type of reasoning required, but share some common, external features. Based on these observations, the Intuitive Rules Theory was proposed. In this present study the framework of this theory…
Descriptors: Intuition, Reaction Time, Mathematical Concepts, Mathematics Education
Hopkins, Sarah L.; Lawson, Michael J. – International Group for the Psychology of Mathematics Education, 2004
Predictors of retrieval times produced by students having difficulty developing a reliance on retrieval for simple addition were discovered. The findings support the notion that separate limitations operate in working memory when retrieval occurs and call into question the use of the term "retrieval deficit" to explain difficulties…
Descriptors: Memory, Learning Problems, Mathematics Education, Problem Solving
LeFevre, Jo-Anne; Bisanz, Jeffrey – 1987
To determine whether children's knowledge of arithmetic facts becomes increasingly "automatic" with age, 7-year-olds, 11-year-olds, and adults were given a number-matching task for which mental arithmetic should have been irrelevant. Specifically, students were required to verify the presence of a probe number in a previously presented pair (e.g.,…
Descriptors: Arithmetic, Cognitive Ability, Elementary Education, Elementary School Mathematics
Kaye, Daniel B.; And Others – 1981
This investigation capitalizes upon the information processing models that depend upon measurement of latency of response to a mathematical problem and the decomposition of reaction time (RT). Simple two term addition problems were presented with possible solutions for true-false verification, and accuracy and RT to response were recorded. Total…
Descriptors: Addition, Cognitive Development, Cognitive Processes, College Students

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