Project Activities
People and institutions involved
IES program contact(s)
Products and publications
Journal article, monograph, or newsletter
Davis, B., Engberg, J., Epple, D., Sieg, H., and Zimmer, R. (2013). Bounding the Impact of a Gifted Program on Student Retention Using a Modified Regression Discontinuity Design. Annals of Economics and Statistics/ANNALES D'ÉCONOMIE ET DE STATISTIQUE, 10-34.
Engberg, J., Epple, D., Imbrogno, J., Sieg, H., and Zimmer, R. (2014). Bounding the Treatment Effects of Education Programs That Have Lotteried Admission and Selective Attrition. Journal of Labor Economics, 32(1): 27-63.
Zimmer, R., and Engberg, J. (2016). Can Broad Inferences be Drawn From Lottery Analyses of School Choice Programs? An Exploration of Appropriate Sensitivity Analyses. Journal of School Choice, 10(1), 48-72.
Working paper
Davis, B., Engberg, J., Epple, D.N., Sieg, H., and Zimmer, R. (2010). Evaluating the Gifted Program of an Urban School District Using a Modified Regression Discontinuity Design (NBER 16414). Cambridge, MA: National Bureau of Economic Research Working Paper.
Engberg, J., Epple, D., Imbrogno, J., Sieg, H., and Zimmer, R. (2009). Estimation of Causal Effects in Experiments with Multiple Sources of Noncompliance (No. w14842). Cambridge, MA: National Bureau of Economic Research.
Related projects
Supplemental information
Regression discontinuity designs (RDD) can often be used where admission to an educational program is determined by clearly stated, transparent rules instead of the discretion of administrators. RDD offers a quasi-experimental method that can provide estimators of causal relationships in the absence of randomized trials. Reliable estimates can be obtained with limited attention to statistical issues related to selection of observables or un-observables. Researchers have identified a number of potential pitfalls associated with RDD. One of the most severe problems encountered in RDD design is potential for manipulation of the assignment variable which will lead to inconsistent estimators. This project developed new estimators that can be used to recover the relevant treatment effects in the presence of some types of manipulation of the criterion variable.
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