Prepared For

National Science Foundation

Regression discontinuity (RD) designs can be used to rigorously estimate impacts of interventions for which eligibility is based on a cutoff value of a quantitative scoring measure (such as age, pre-tests score, and income).

Regression discontinuity graph
Conventional RD design approaches focus on impacts at or near the eligibility cutoff score, limiting our understanding of impacts for individuals with other scores. Mathematica, in collaboration with George Washington University, is assessing new approaches for using RD designs to estimate impacts among a broader population of participants by extrapolating away from the cutoff. This project analyzes the validity and accuracy of these RD extrapolation techniques relative to benchmarks from past random-assignment studies of education and training interventions.  

This project is funded by the National Science Foundation (NSF) Promoting Research and Innovation in Methodologies for Evaluation (PRIME) program to strengthen the practice of evaluation, particularly for interventions to improve science, technology, and mathematics (STEM) knowledge.

Related Staff

Hanley Chiang

Hanley Chiang

Principal Researcher

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