秩(图论)
鉴定(生物学)
班级(哲学)
收益
质量(理念)
数学教育
心理学
高等教育
计量经济学
计算机科学
数学
会计
经济
人工智能
经济增长
植物
认识论
组合数学
生物
哲学
作者
Jeffrey T. Denning,Richard Murphy,Felix Weinhardt
摘要
Abstract This paper considers an unavoidable feature of the school environment, class rank. What are the long-run effects of a student's ordinal rank in elementary school? Using administrative data on all public school students in Texas, we show that students with a higher third-grade academic rank, conditional on achievement and classroom fixed effects, have higher subsequent test scores, are more likely to take AP classes, graduate from high school, enroll in and graduate from college, and ultimately have higher earnings nineteen years later. We also discuss the necessary assumptions for the identification of rank effects and propose new solutions to identification challenges. The paper concludes by exploring the trade-off between higher-quality schools and higher rank in the presence of these rank-based peer effects.
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