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Krátká, Magdalena; Eisenmann, Petr; Cihlár, Jirí – International Journal of Mathematical Education in Science and Technology, 2022
The paper is the result of extensive research carried out among Czech students and focuses on a conception of infinity. The questionnaire survey was taken by 861 students ranging from grades 7 to 13. The aim of the research was to describe the development of students' conceptions of infinity. These conceptions are built on the intuitive phenomenon…
Descriptors: Foreign Countries, Secondary School Students, Knowledge Level, Mathematical Concepts
Chen, Edward H.; Bailey, Drew H. – Journal of Experimental Psychology: Learning, Memory, and Cognition, 2021
We performed a meta-analysis of dual-task experiments to assess the robustness of the effects of conducting working memory secondary tasks on arithmetic performance. Four hundred effect sizes from 21 studies from 1,049 participants were analyzed across a variety of specifications. Results revealed that increases in working memory load resulted in…
Descriptors: Short Term Memory, Arithmetic, Mathematics Skills, Task Analysis
Muckridge, Nicole A. – ProQuest LLC, 2017
The purpose of this study was to examine adult developmental mathematics (ADM) students' knowledge of fraction addition and subtraction as it relates to their demonstrated fraction schemes and ability to disembed in multiplicative contexts with whole numbers. The study was conducted using a mixed methods sequential explanatory design. In the first…
Descriptors: Adult Learning, Developmental Studies Programs, Mathematics Education, Knowledge Level
Falk, Ruma; Yudilevich-Assouline, Patricia; Elstein, Adily – Educational Studies in Mathematics, 2012
Children had to choose one of two urns--each comprising beads of winning and losing colours--from which to draw a winning bead. Three experiments, aimed at diagnosing rules of choice and designed without confounding possible rules with each other, were conducted. The level of arithmetic difficulty of the trials was controlled so as not to distort…
Descriptors: Mathematical Concepts, Experiments, Age Differences, Mathematics Education
Smith, Cara – ProQuest LLC, 2010
The current literature in early childhood mathematics provides for little explanation of early mathematics skill acquisition in young children. This study was designed to use existing research on specific early mathematics skills to examine a cohesive model of mathematics skills in preschool and kindergarten aged students. Preschool and…
Descriptors: Mathematics Skills, Skill Development, Age, Identification
Pimperton, Hannah; Nation, Kate – British Journal of Educational Psychology, 2010
Background: Poor comprehenders are children who show significant deficits in their reading comprehension performance, despite average, or above-average word reading ability. To date, there have been no in-depth studies of the mathematical performance profiles of such children. Aims: This study aimed to explore the mathematical profiles of poor…
Descriptors: Reading Comprehension, Age, Oral Language, Language Impairments
Cahan, Sorel; Greenbaum, Charles; Artman, Lavee; Deluya, Nilly; Gappel-Gilon, Yael – Cognitive Development, 2008
Using the ''between-grade levels'' regression discontinuity design, this study examined the hypothesized differential sensitivity of logico-mathematical (LM) and infralogical (IL) operational tasks to the effects of chronological age and first grade schooling in a sample of 580 1st and 2nd grade Israeli children. The results indicate that the…
Descriptors: Age, Grade 2, Grade 1, Foreign Countries
Jeong, Yoonkyung; Levine, Susan C.; Huttenlocher, Janellen – Journal of Cognition and Development, 2007
This study examines the development of children's ability to reason about proportions that involve either discrete entities or continuous amounts. Six-, 8- and 10-year olds were presented with a proportional reasoning task in the context of a game involving probability. Although all age groups failed when proportions involved discrete quantities,…
Descriptors: Age, Children, Probability, Cognitive Development
Coquin-Viennot, Daniele; Moreau, Stephanie – British Journal of Educational Psychology, 2007
Background: Understanding and solving problems involves different levels of representation. On the one hand, there are logico-mathematical representations, or problem models (PMs), which contain information such as "the size of the flock changed from 31 sheep to 42" while, on the other hand, there are more qualitative representations, or…
Descriptors: Foreign Countries, Arithmetic, Problem Solving, Elementary School Students