2015
DOI: 10.1016/j.ecresq.2015.04.004
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Preschoolers’ strategies for solving visual pattern tasks

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Cited by 83 publications
(67 citation statements)
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References 56 publications
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“…These results indicate that working memory is an especially important factor in preschoolers' ability to solve alternating patterns. However, they do not show the effect of inhibitory control that Collins and Laski (2015) found with a different sample of preschoolers and a different measure of inhibition.…”
Section: Executive Functionmentioning
confidence: 97%
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“…These results indicate that working memory is an especially important factor in preschoolers' ability to solve alternating patterns. However, they do not show the effect of inhibitory control that Collins and Laski (2015) found with a different sample of preschoolers and a different measure of inhibition.…”
Section: Executive Functionmentioning
confidence: 97%
“…Only the cognitive flexibility measure was related to patterning. This makes some sense, as these children were two years older than those tested by Collins and Laski (2015) or Miller et al (2015). It appears that at this age the prepotent responses required by the Day-Night test may have required little inhibition.…”
Section: Executive Functionmentioning
confidence: 99%
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“…Researchers conducting investigations of relations between patterning instruction and academic achievement have called for more basic research on the relationship between patterning and cognitive mechanisms and abilities (e.g., Kidd et al, 2013;Kidd et al, 2014;Pasnak et al, 2015). In the past few years, significant relationships have been found among pattern understanding, executive functions (EF), and relational knowledge (e.g., Bock et al, 2018;Collins & Laski, 2015;Miller, Rittle-Johnson, Loehr, & Fyfe, 2016;Rittle-Johnson, Fyfe, McLean, & McEldoon, 2013;Schmerold et al, 2017). Rittle-Johnson et al (2013) found that working memory and relational knowledge might be the underlying developmental mechanisms that improve four-year-old's knowledge of repeating patterns.…”
Section: Patterning and Cognitive Mechanismsmentioning
confidence: 99%
“…Sophisticated numeracy knowledge requires deducing underlying rules from examples, such as the successor principle for symbol–quantity mappings (e.g., the next number name means adding one). Repeating pattern knowledge also involves spatial relations and spatial short‐term memory (Collins & Laski, ), and spatial skills support numeracy development (Mix & Cheng, ).…”
Section: Early Mathematics Developmentmentioning
confidence: 99%