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首页> 外文期刊>Journal for STEM Education Research >Elementary Students’ Mathematics Identity: Findings from a Longitudinal Study in an Out-of-School Setting
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Elementary Students’ Mathematics Identity: Findings from a Longitudinal Study in an Out-of-School Setting

机译:小学生的数学身份:校外环境中纵向研究的结果

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This study presents findings from a randomized controlled trial of an afterschool program intended to develop mathematics identity for students from grades 4 and 5 in groups underrepresented in STEM. Mathematics identity refers to the ways that students think about themselves in relation to mathematics and the extent to which they have developed a commitment to, and have come to see value in, mathematics. While the impact analyses showed no effects of the intervention on mathematics identity or achievement, the exploration of the longitudinal data collected over 2 years provided several insights. On average, student mathematics identity remained constant over the study period; however, the overall averages mask large variations in individual students and sites. Some students saw improvement in mathematics identity, while others saw decreases. Counter to findings in previous literature, we found no overall differences by gender suggesting that boys and girls report similar mathematics identity. Importantly, we found a positive relationship between mathematics identity and achievement. This finding holds in both directions and suggests that boosting mathematics identity could lead to improving mathematics achievement and vice versa. This study contributes to our understanding of mathematics identity, how it is measured, how it evolves over time, what relationship it has to mathematics achievement, and what its potential for development in afterschool environments could be.
机译:本研究提出了从随机的结果对照试验的一个课外的程序为了发展数学的身份等级4和5的学生团体未被充分代表的干细胞。指的是学生思考的方式在数学和关系他们已经开发出一种承诺和价值来看,数学。而影响分析显示没有影响数学身份或干预成就,纵向的探索2年以上收集的数据提供了几个的见解。身份在整个研究期间保持不变;然而,总体平均水平掩盖个别学生和网站的变化。学生看到改善数学身份,当别人看到减少。在以前的文献中,我们没有发现按性别差异表明男孩和女孩报告类似数学的身份。重要的是,我们发现了一个积极的关系数学之间的身份和成就。这个发现在两个方向表明,提高数学的身份导致数学成就和改善亦然。理解数学的身份,它是如何测量,如何发展随着时间的推移,什么关系的数学成就,和它的发展潜力课外的环境。

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