2006
DOI: 10.1111/j.1467-8624.2006.00862.x
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Number Sense Growth in Kindergarten: A Longitudinal Investigation of Children at Risk for Mathematics Difficulties

Abstract: Number sense development of 411 middle‐ and low‐income kindergartners (mean age 5.8 years) was examined over 4 time points while controlling for gender, age, and reading skill. Although low‐income children performed significantly worse than middle‐income children at the end of kindergarten on all tasks, both groups progressed at about the same rate. An exception was story problems, on which the low‐income group achieved at a slower rate; both income groups made comparable progress when the same problems were p… Show more

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Cited by 546 publications
(598 citation statements)
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“…Differences between low-and typically-performing children can already be seen in the pre-primary year (recently Aunio, Heiskari, van Luit, & Vuorio, 2015). Weaknesses in early number skills likely contribute to lowperforming children's inability to benefit from instruction to the same extent as their age-peers (e.g., Jordan, Kaplan, Nabors Oláh, & Locuniak, 2006). Similar findings have been documented among Finnish children in pre-primary education (e.g., .…”
Section: Introductionsupporting
confidence: 67%
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“…Differences between low-and typically-performing children can already be seen in the pre-primary year (recently Aunio, Heiskari, van Luit, & Vuorio, 2015). Weaknesses in early number skills likely contribute to lowperforming children's inability to benefit from instruction to the same extent as their age-peers (e.g., Jordan, Kaplan, Nabors Oláh, & Locuniak, 2006). Similar findings have been documented among Finnish children in pre-primary education (e.g., .…”
Section: Introductionsupporting
confidence: 67%
“…Older children tend to show more improvement than younger children (DiPerna, Lei, & Reid, 2007;Jordan et al, 2007, Jordan et al, 2006 and perform better in some numerical sub-skills (e.g., verbal counting skills; and domain-general skills associated with later mathematics achievement (cf. Kurdek & Singlair, 2001).…”
Section: Figure 2 Terminology Describing Risk Levels For Mathematics mentioning
confidence: 99%
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“…Moreover, structural (Isaacs, Edmonds, Lucas, & Gadian, 2001;Rotzer et al, 2008) and functional (Mussolin et al, 2010;Price, Holloway, Rasanen, Vesterinen, & Ansari, 2007) There exists considerable evidence that representations of magnitude are impaired in children with mathematical difficulties (De Smedt, Reynvoet, et al, 2009;Geary et al, 2007Geary et al, , 2008Iuculano et al, 2008;Jordan, Kaplan, Olah, & Locuniak, 2006;Landerl et al, 2004Passolunghi & Siegel, 2004;Rousselle & Noël, 2007). However, the majority of these studies only relied on tasks with a symbolic processing requirement and do not allow us to clarify whether difficulties in mathematics result from difficulties in representing numerical magnitudes, as postulated in the defective number module hypothesis, or from difficulties in the ability to access numerical magnitudes from formal symbols, such as Arabic numerals, as assumed in the access deficit hypothesis.…”
Section: Understanding Numerical Magnitudes and Mathematics Developmentmentioning
confidence: 99%