The Review of Economic Studies · 1997 · 5.5K citations · 22 references
Social SciencesEconomicsEconometricsLabor EconomicsLabor Market AnalysisMatched-pair AnalysisMatching MethodsMatching TheorySample Selection ModelsSelection BiasBias EvaluationDifference-in-differencesEconometric IdentificationMatchingMatching EstimatorsQuestionnaire AdministrationSelection Bias AnalysisSelection Model
The study investigates whether a nonexperimental method can evaluate a typical job training program. The authors use rich nonexperimental data to implement a two‑stage approach that first estimates participation probabilities and then applies a conditional difference‑in‑differences matching extension consistent with a sample‑selection model. Decomposing bias shows that selection on unobservables is less important than other sources, and although matching reduces bias, a substantial residual remains; the proposed conditional difference‑in‑differences estimator eliminates bias, especially from time‑invariant omitted variables.
This paper considers whether it is possible to devise a nonexperimental procedure for evaluating a prototypical job training programme. Using rich nonexperimental data, we examine the performance of a two-stage evaluation methodology that (a) estimates the probability that a person participates in a programme and (b) uses the estimated probability in extensions of the classical method of matching. We decompose the conventional measure of programme evaluation bias into several components and find that bias due to selection on unobservables, commonly called selection bias in econometrics, is empirically less important than other components, although it is still a sizeable fraction of the estimated programme impact. Matching methods applied to comparison groups located in the same labour markets as participants and administered the same questionnaire eliminate much of the bias as conventionally measured, but the remaining bias is a considerable fraction of experimentally-determined programme impact estimates. We test and reject the identifying assumptions that justify the classical method of matching. We present a nonparametric conditional difference-in-differences extension of the method of matching that is consistent with the classical index-sufficient sample selection model and is not rejected by our tests of identifying assumptions. This estimator is effective in eliminating bias, especially when it is due to temporally-invariant omitted variables.
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Classification and Regression Trees.
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