Description Usage Arguments Value References Examples
Bounds the average treatment effect on the treated (ATT) under the unconfoundedness assumption without the overlap condition.
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Y |
n-dimensional vector of binary outcomes |
D |
n-dimensional vector of binary treatments |
X |
n by p matrix of covariates |
rps |
n-dimensional vector of the reference propensity score |
Q |
bandwidth parameter that determines the maximum number of observations for pooling information (default: Q = 3) |
studentize |
TRUE if X is studentized elementwise and FALSE if not (default: TRUE) |
alpha |
(1-alpha) nominal coverage probability for the confidence interval of ATE (default: 0.05) |
x_discrete |
TRUE if the distribution of X is discrete and FALSE otherwise (default: FALSE) |
n_hc |
number of hierarchical clusters to discretize non-discrete covariates; relevant only if x_discrete is FALSE. The default choice is n_hc = ceiling(length(Y)/10), so that there are 10 observations in each cluster on average. |
An S3 object of type "ATbounds". The object has the following elements.
call |
a call in which all of the specified arguments are specified by their full names |
type |
ATT |
cov_prob |
Confidence level: 1-alpha |
est_lb |
estimate of the lower bound on ATT, i.e. E[Y(1) - Y(0) | D = 1] |
est_ub |
estimate of the upper bound on ATT, i.e. E[Y(1) - Y(0) | D = 1] |
est_rps |
the point estimate of ATT using the reference propensity score |
se_lb |
standard error for the estimate of the lower bound on ATT |
se_ub |
standard error for the estimate of the upper bound on ATT |
ci_lb |
the lower end point of the confidence interval for ATT |
ci_ub |
the upper end point of the confidence interval for ATT |
Sokbae Lee and Martin Weidner. Bounding Treatment Effects by Pooling Limited Information across Observations.
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