Counting Defiers
The LATE monotonicity assumption of Imbens and Angrist (1994) precludes “defiers,” individuals whose treatment always runs counter to the instrument, in the terminology of Balke and Pearl (1993) and Angrist et al. (1996). I allow for defiers in a model with a binary instrument and a binary treatment...
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description | The LATE monotonicity assumption of Imbens and Angrist (1994) precludes “defiers,” individuals whose treatment always runs counter to the instrument, in the terminology of Balke and Pearl (1993) and Angrist et al. (1996). I allow for defiers in a model with a binary instrument and a binary treatment. The model is explicit about the randomization process that gives rise to the instrument. I use the model to develop estimators of the counts of defiers, always takers, compliers, and never takers. I propose separate versions of the estimators for contexts in which the parameter of the randomization process is unspecified, which I intend for use with natural experiments with virtual random assignment. I present an empirical application that revisits Angrist and Evans (1998), which examines the impact of virtual random assignment of the sex of the first two children on subsequent fertility. I find that subsequent fertility is much more responsive to the sex mix of the first two children when defiers are allowed. [This paper has been combined with “A Model of a Randomized Experiment with an Application to the PROWESS Clinical Trial” (www.nber.org/papers/w25670) and superseded by “Counting Defiers: Examples from Health Care” (https://arxiv.org/abs/1912.06739) as of July 17, 2020.] |
doi_str_mv | 10.3386/w25671 |
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(1996). I allow for defiers in a model with a binary instrument and a binary treatment. The model is explicit about the randomization process that gives rise to the instrument. I use the model to develop estimators of the counts of defiers, always takers, compliers, and never takers. I propose separate versions of the estimators for contexts in which the parameter of the randomization process is unspecified, which I intend for use with natural experiments with virtual random assignment. I present an empirical application that revisits Angrist and Evans (1998), which examines the impact of virtual random assignment of the sex of the first two children on subsequent fertility. I find that subsequent fertility is much more responsive to the sex mix of the first two children when defiers are allowed. [This paper has been combined with “A Model of a Randomized Experiment with an Application to the PROWESS Clinical Trial” (www.nber.org/papers/w25670) and superseded by “Counting Defiers: Examples from Health Care” (https://arxiv.org/abs/1912.06739) as of July 17, 2020.]</description><identifier>ISSN: 0898-2937</identifier><identifier>DOI: 10.3386/w25671</identifier><language>eng</language><publisher>Cambridge, Mass: National Bureau of Economic Research</publisher><subject>Children and Families ; Economic theory ; Economics of Aging ; Fertility ; Labor Studies ; Public Economics ; Technical Working Papers</subject><ispartof>NBER Working Paper Series, 2019-03, p.25671</ispartof><rights>Copyright National Bureau of Economic Research, Inc. 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I propose separate versions of the estimators for contexts in which the parameter of the randomization process is unspecified, which I intend for use with natural experiments with virtual random assignment. I present an empirical application that revisits Angrist and Evans (1998), which examines the impact of virtual random assignment of the sex of the first two children on subsequent fertility. I find that subsequent fertility is much more responsive to the sex mix of the first two children when defiers are allowed. 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subjects | Children and Families Economic theory Economics of Aging Fertility Labor Studies Public Economics Technical Working Papers |
title | Counting Defiers |
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