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arXiv · 2512.09206

Optimal Screening in Experiments with Partial Compliance

Christopher Carter·Adeline Delavande·Mario Fiorini·Peter Siminski·Patrick Vu
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Abstract

This note studies optimal experimental design under partial compliance when experimenters can screen participants prior to randomization. Theoretical results show that retaining all compliers and screening out all non-compliers achieves three complementary aims: (i) the Local Average Treatment Effect is the same as the standard 2SLS estimator with no screening; (ii) median bias is minimized; and (iii) statistical power is maximized. In practice, complier status is unobserved. We therefore discuss feasible screening strategies and propose a simple test for screening efficacy. Future work will conduct an experiment to demonstrate the feasibility and advantages of the optimal screening design.

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Christopher Carter, Adeline Delavande, Mario Fiorini, Peter Siminski, Patrick Vu. 2025-12-10. Optimal Screening in Experiments with Partial Compliance. https://arxiv.org/abs/2512.09206

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