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Exact(14)
It is nevertheless possible to obtain consistent estimates using the inverse probability weighting estimator, as suggested by Wooldridge (2007).
Finally, we performed a sensitivity analysis using the inverse probability weighting (IPW) approach to estimate the treatment effect.
In this paper, we consider kernel smoothing estimate of the density functions, using the inverse probability approaches to address the missing values.
All analyses were performed using the inverse probability sampling weights.
All costs and outcomes were adjusted for censoring using the inverse probability weighting method.
The prevalence estimate was generated after adjusting and imputing for missing values using the inverse probability weighting.
Similar(46)
We use the inverse probability weighted regression adjusted (IPWRA) method to estimate average treatment effects (ATE), defined as the means of the difference between each treatment and the benchmark treatment.
Due to the high percentage of missing data we used the "inverse probability weight" method.
We will then use the inverse probability weighting method to assess and adjust for selection bias in our analytic models.
We used the inverse probability weighting method to assess the impact of this bias and found that the results were essentially unchanged.
To adjust for the differences observed between respondents and non-respondents, we used the inverse probability of response weighting approach described by Robins and colleagues [ 18, 19].
More suggestions(15)
using the error probability
using the inverse distance
using the linear probability
using the inverse homography
using the joint probability
using the inverse wavelet
using the detection probability
using the inverse cognitive
using the outage probability
using the inverse hFRFs
using the inverse pre-compensator
using the inverse transformation
using the inverse filter
using the frequentist probability
using the inverse prediction
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