We provide simple tests for selection on unobserved variables in the Vytlacil-Imbens-Angrist framework for Local Average Treatment Effects (LATEs). Our setup allows researchers not only to test for selection on either or both of the treated and untreated outcomes, but also to assess the magnitude of the selection effect. We show that it applies to the standard binary instrument case, as well as to experiments with imperfect compliance and fuzzy regression discontinuity designs, and we link it to broader discussions regarding instrumental variables. We illustrate the substantive value added by our framework with three empirical applications drawn from the literature
any studies in social science that aim to estimate the effect of an intervention suffer from treatme...
The assumption of strongly ignorable treatment assignment is required for eliminating selection bias...
Estimating treatment effectiveness with sample selection We consider a situation where treatment out...
This thesis explores the role of selection bias in quasi-experiments, which are experiments where th...
This paper provides a review of methodological advancements in the evaluation of heterogeneous treat...
Instrumental variables (IVs) can be used to construct estimators of exposure effects on the outcomes...
none1noThis thesis presents a creative and practical approach to dealing with the problem of selecti...
The nonparametric identification of the local average treatment effect (LATE) hinges on the satisfa...
Participants in epidemiologic and genetic studies are rarely true random samples of the populations ...
There has been a recent increase on research focusing on partial identification of average treatment...
Instrumental variable (IV) analysis is used to address unmeasured confounding when comparing two non...
The interpretation of instrumental variables (IV) estimates as local average treatment effects (LATE...
This paper discusses whether differences in the data structure of observational and experimental stu...
In a sample-selection model with the 'selection' variable Q and the 'outcome' variable Y*, Y* is obs...
Selectivity problems can occur whenever one tries to estimate population parameters from a nonrandom...
any studies in social science that aim to estimate the effect of an intervention suffer from treatme...
The assumption of strongly ignorable treatment assignment is required for eliminating selection bias...
Estimating treatment effectiveness with sample selection We consider a situation where treatment out...
This thesis explores the role of selection bias in quasi-experiments, which are experiments where th...
This paper provides a review of methodological advancements in the evaluation of heterogeneous treat...
Instrumental variables (IVs) can be used to construct estimators of exposure effects on the outcomes...
none1noThis thesis presents a creative and practical approach to dealing with the problem of selecti...
The nonparametric identification of the local average treatment effect (LATE) hinges on the satisfa...
Participants in epidemiologic and genetic studies are rarely true random samples of the populations ...
There has been a recent increase on research focusing on partial identification of average treatment...
Instrumental variable (IV) analysis is used to address unmeasured confounding when comparing two non...
The interpretation of instrumental variables (IV) estimates as local average treatment effects (LATE...
This paper discusses whether differences in the data structure of observational and experimental stu...
In a sample-selection model with the 'selection' variable Q and the 'outcome' variable Y*, Y* is obs...
Selectivity problems can occur whenever one tries to estimate population parameters from a nonrandom...
any studies in social science that aim to estimate the effect of an intervention suffer from treatme...
The assumption of strongly ignorable treatment assignment is required for eliminating selection bias...
Estimating treatment effectiveness with sample selection We consider a situation where treatment out...