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Semiparametric fractional imputation using empirical likelihood in survey sampling
This study introduces a new empirical likelihood method for survey sampling to address item nonresponse without needing parametric models. This semiparametric fractional imputation method yields consistent estimates and uses a jackknife approach for variance estimation.
Area of Science:
- Statistics
- Survey Methodology
Background:
- Item nonresponse is a significant challenge in survey sampling, potentially biasing results.
- Traditional imputation methods often rely on strong parametric assumptions.
- Empirical likelihood offers a flexible framework for statistical inference.
Purpose of the Study:
- To propose a novel semiparametric fractional imputation method using empirical likelihood to handle item nonresponse.
- To avoid parametric model assumptions required by existing methods.
- To provide a robust approach for obtaining consistent estimates in the presence of nonresponse.
Main Methods:
- Utilizing the empirical likelihood method to derive fractional weights based on observed residuals.
- Applying a regression model for the first moment condition, without assuming its full parametric form.
- Employing a jackknife method for variance estimation.
Main Results:
- The proposed semiparametric fractional imputation method yields [Formula: see text]-consistent estimates for parameters.
- The method effectively handles item nonresponse by leveraging empirical likelihood.
- Simulation studies demonstrate the performance of the new imputation estimator compared to others.
Conclusions:
- The empirical likelihood-based fractional imputation is a viable and robust alternative for handling item nonresponse in surveys.
- This semiparametric approach offers advantages by relaxing model assumptions.
- The method provides a statistically sound basis for inference with incomplete survey data.
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