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Yang, Meiling; Wang, Yunqi – Language Learning and Development, 2023
How does linguistic structure affect children's developing cardinal number knowledge? The bootstrapping theory proposes that children might use syntactic information provided by known words such as quantifiers to bootstrap the meanings of unfamiliar words such as number words. Prior studies of numeral and quantifier development have indicated that…
Descriptors: Correlation, Numeracy, Linguistic Theory, Syntax
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González-Forte, Juan Manuel; Fernández, Ceneida; Van Hoof, Jo; Van Dooren, Wim – European Journal of Psychology of Education, 2020
Understanding rational numbers is a complex task for primary and secondary school students. Previous research has shown that a possible reason is students' tendency to apply the properties of natural numbers (inappropriately) when they are working with rational numbers (a phenomenon called "natural number bias"). Focusing on rational…
Descriptors: Numeracy, Student Characteristics, Thinking Skills, Arithmetic
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Wong, Terry Tin-Yau; Ho, Connie Suk-Han; Tang, Joey – Journal of Cognition and Development, 2016
The current study aimed at addressing two issues concerning children's estimation performance: (1) to investigate whether the log-to-linear framework or the proportional judgment framework provided a better explanation of children's estimation patterns, and (2) to examine the consistency of response patterns in different estimation tasks. A sample…
Descriptors: Task Analysis, Guidelines, Responses, Arithmetic
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De Brauwer, Jolien; Fias, Wim – Developmental Psychology, 2009
The authors investigated the performance on simple multiplication and division problems of 8-year-old children longitudinally to determine the developmental trajectories of both operations. Twice a year, during 2 consecutive school years, children performed a multiplication and division verification task and a number-matching task. All effects…
Descriptors: Multiplication, Young Children, Longitudinal Studies, Arithmetic
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Doherty-Sneddon, Gwyneth; Phelps, Fiona G.; Calderwood, Lesley – Cognition and Instruction, 2009
Looking away from an interlocutor's face during demanding cognitive activity can help adults and children answer challenging mental arithmetic and verbal-reasoning questions (Glenberg, Schroeder, & Robertson, 1998; Phelps, Doherty-Sneddon, & Warnock, 2006). While such "gaze aversion" (GA) is used far less by 5-year-old school children, its use…
Descriptors: Primary Education, Mental Computation, Cognitive Processes, Arithmetic
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Oberauer, Klaus – Journal of Experimental Psychology: Learning, Memory, and Cognition, 2005
Two experiments investigated whether young and old adults can temporarily remove information from a capacity-limited central component of working memory (WM) into another component, the activated part of long-term memory (LTM). Experiment 1 used a modified Sternberg recognition task (S. Sternberg, 1969); Experiment 2 used an arithmetic…
Descriptors: Long Term Memory, Models, Comparative Analysis, Experiments