Predicting first-grade mathematics achievement: the contributions of domain-general cognitive abilities, nonverbal number sense, and early number competence

被引:87
作者
Hornung, Caroline [1 ]
Schiltz, Christine [1 ]
Brunner, Martin [2 ]
Martin, Romain [1 ]
机构
[1] Univ Luxembourg, Luxembourg, Luxembourg
[2] Free Univ Berlin, Dept Educ Sci & Psychol, Berlin, Germany
关键词
longitudinal study; early number competence; working memory; nonverbal number sense; first-grade mathematics; kindergarten; structural equation modeling; mediation analyses; SHORT-TERM-MEMORY; WORKING-MEMORY; INDIVIDUAL-DIFFERENCES; LONGITUDINAL PREDICTORS; PROCEDURAL KNOWLEDGE; SCHOOL-CHILDREN; MISSING DATA; FIT INDEXES; KINDERGARTEN; SKILLS;
D O I
10.3389/fpsyg.2014.00272
中图分类号
B84 [心理学];
学科分类号
04 ; 0402 ;
摘要
Early number competence, grounded in number-specific and domain-general cognitive abilities, is theorized to lay the foundation for later math achievement. Few longitudinal studies have tested a comprehensive model for early math development. Using structural equation modeling and mediation analyses, the present work examined the influence of kindergarteners' nonverbal number sense and domain-general abilities (i.e., working memory, fluid intelligence, and receptive vocabulary) and their early number competence (i.e., symbolic number skills) on first grade math achievement (i.e., arithmetic, shape and space skills, and number line estimation) assessed 1 year later. Latent regression models revealed that nonverbal number sense and working memory are central building blocks for developing early number competence in kindergarten and that early number competence is key for first grade math achievement. After controlling for early number competence, fluid intelligence significantly predicted arithmetic and number line estimation while receptive vocabulary significantly predicted shape and space skills. In sum we suggest that early math achievement draws on different constellations of number-specific and domain-general mechanisms.
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页数:18
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