Heckman correction

E428368

The Heckman correction is an econometric technique that adjusts for sample selection bias in regression models by jointly modeling the selection process and the outcome.

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Heckman correction canonical 1

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Predicate Object
instanceOf econometric method
sample selection correction technique
addresses non-random sample selection
sample selection bias
alsoKnownAs Heckit NERFINISHED
Heckman two-step procedure NERFINISHED
appliesTo education attainment models
health economics utilization models
labor economics wage equations
regression models with censored samples
assumes correct specification of selection equation
exclusion restriction for identification
joint normality of error terms
basedOn latent variable model
category bias correction method
limited dependent variable model technique
component correlation between selection and outcome errors
outcome equation
selection equation
developedBy James J. Heckman NERFINISHED
field econometrics
statistics
goal obtain unbiased and consistent parameter estimates under sample selection
hasStep compute inverse Mills ratio from selection equation
estimate selection equation by probit
include inverse Mills ratio in outcome regression
implementedIn Python econometrics libraries
R NERFINISHED
SAS NERFINISHED
Stata NERFINISHED
introducedIn 1970s
limitation can be unstable with weak exclusion restrictions
sensitive to distributional assumptions
namedAfter James J. Heckman NERFINISHED
notablePublication Heckman 1979 sample selection bias paper NERFINISHED
output selection-corrected parameter estimates
relatedTo Tobit model NERFINISHED
endogenous sample selection
sample selection model
requires instrumental variables for robust identification in practice
usedIn microeconometric analysis
policy analysis
program evaluation
uses inverse Mills ratio
joint modeling of selection and outcome equations
linear outcome equation
probit selection equation

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James Heckman knownFor Heckman correction