In this paper the controversial educational topic of class size reduction is addressed. Controlling for a large number of observable characteristics and potential endogeneity in the class size variable, an educational production function is estimated using a quantile regression technique. The "conventional wisdom" that class size reduction is a viable means to increase scholastic achievement is discounted. Rather, the results point towards a far stronger peer effect through which class size reduction may play an important role. Due to heterogeneity in the newly identified peer effect, class size reduction is shown to be a potentially regressive policy measure.
CITATION STYLE
Levin, J. (2002). For whom the reductions count: A quantile regression analysis of class size and peer effects on scholastic achievement. In Economic Applications of Quantile Regression (pp. 221–246). Physica-Verlag HD. https://doi.org/10.1007/978-3-662-11592-3_11
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