理解中学代数的影响:一个回归不连续的方法

A. McEachin, T. Domina, Andrew M. Penner
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引用次数: 2

摘要

我们确定加州公立中学使用7年级成绩门槛将学生安置到8年级代数。这些学校提供了439个机会来估计八年级代数布置的回归不连续效应。我们对这些影响进行了meta分析,发现对学生高中数学和英语成绩的积极影响很小,对高中数学课程的积极影响很大。此外,我们的分析表明,不同学校的治疗效果存在显著的异质性。描述性分析表明,治疗效果与学生平均成绩和安置门槛的位置呈正相关,与学生贫困呈负相关。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Understanding the Effects of Middle School Algebra: A Regression Discontinuity Approach
We identify California public middle schools that use a 7th grade achievement threshold to place students into 8th grade Algebra. These schools provide 439 opportunities to estimate regression discontinuity effects of 8th grade Algebra placement. We meta-analyze these effects and find small positive effects on students’ high school math and English achievement, and substantial positive effects on high school math course-taking. Further, our analyses indicate substantial treatment effect heterogeneity across schools. Descriptive analyses suggest a positive relationship between treatment effects and average school student achievement and the location of the placement threshold, and a negative relationship with student poverty.
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