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新兴分数技能中群体和个体差异的来源。

Sources of Group and Individual Differences in Emerging Fraction Skills.

作者信息

Hecht Steven A, Vagi Kevin J

机构信息

Children's Learning Institute at University of Texas Health Science Center at Houston.

出版信息

J Educ Psychol. 2010 Nov;102(4):843-859. doi: 10.1037/a0019824.

Abstract

Results from a two year longitudinal study of 181 children from fourth through fifth grade are reported. Levels of growth in children's computation, word problem, and estimation skills using common fractions were predicted by working memory, attentive classroom behavior, conceptual knowledge about fractions, and simple arithmetic fluency. Comparisons of 55 participants identified as having mathematical difficulties to those without mathematical difficulties revealed that group differences in emerging fraction skills were consistently mediated by attentive classroom behavior and conceptual knowledge about fractions. Neither working memory nor arithmetic fluency mediated group differences in growth in fraction skills. It was also found that the development of basic fraction skills and conceptual knowledge are bidirectional in that conceptual knowledge exerted strong influences on all three types of basic fraction skills, and basic fraction skills exerted a more modest influence on subsequent conceptual knowledge. Results are discussed with reference to how the identification of potentially malleable student characteristics that contribute to the difficulties that some students have with fractions informs interventions and also will contribute to a future theoretical account concerning how domain general and domain specific factors influence the development of basic fraction skills.

摘要

报告了一项对181名四至五年级儿童进行的为期两年的纵向研究结果。儿童使用普通分数进行计算、解决应用题和估算技能的增长水平,可通过工作记忆、课堂专注行为、分数概念知识和简单算术流畅性来预测。对55名被确定有数学困难的参与者与没有数学困难的参与者进行比较,结果显示,新兴分数技能的组间差异始终由课堂专注行为和分数概念知识介导。工作记忆和算术流畅性均未介导分数技能增长的组间差异。研究还发现,基本分数技能和概念知识的发展是双向的,即概念知识对所有三种基本分数技能都有强烈影响,而基本分数技能对后续概念知识的影响则较为适度。文中讨论了这些结果,涉及如何识别可能具有可塑性的学生特征,这些特征导致一些学生在分数方面存在困难,这为干预措施提供了依据,也将有助于未来形成一个关于领域通用和领域特定因素如何影响基本分数技能发展的理论解释。

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