Enhanced Imputation Methods Using Bivariate Auxiliary Information in Stratified Sampling: An application on Road Accident Data

Non-response is a substantial obstacle to data quality and estimation precision in survey sampling, requiring appropriate ways to mitigate this problem. However, studies on imputation techniques utilizing bivariate auxiliary information within the framework of stratified simple random sampling (StSRS) are limited. We present novel combined imputation techniques that leverage bivariate auxiliary information through three strategies in StSRS to enhance population mean estimation. We formulate mean squared error (MSE) equations for both existing and novel methodologies and assess their efficacy via empirical and simulation analyses. Utilizing factory production and road accident data, we illustrate that the suggested estimators consistently attain reduced MSE and enhanced relative efficiency in comparison to existing methodologies. A simulation of 20,000 iterations further validates how well they perform across diverse non-response rates. These findings underscore the capability of dual auxiliary information to improve population parameter estimation, representing a notable development in survey sampling methodologies. 62D05, 62D10.

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Publication Details

Journal
Alexandria Engineering Journal
Published
2025-03-06
DOI
https://doi.org/10.1016/j.aej.2025.02.062
Primary Topic
Survey Sampling and Estimation Techniques
Type
article
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article

Enhanced Imputation Methods Using Bivariate Auxiliary Information in Stratified Sampling: An application on Road Accident Data

Umer Mushtaq Lone, G. Triveni, Faizan Danish
Alexandria Engineering Journal
Survey Sampling and Estimation Techniques
article

Enhanced Imputation Methods Using Bivariate Auxiliary Information in Stratified Sampling: An application on Road Accident Data

Umer Mushtaq Lone, G. Triveni, Faizan Danish
article en

Abstract

Non-response is a substantial obstacle to data quality and estimation precision in survey sampling, requiring appropriate ways to mitigate this problem. However, studies on imputation techniques utilizing bivariate auxiliary information within the framework of stratified simple random sampling (StSRS) are limited. We present novel combined imputation techniques that leverage bivariate auxiliary information through three strategies in StSRS to enhance population mean estimation. We formulate mean squared error (MSE) equations for both existing and novel methodologies and assess their efficacy via empirical and simulation analyses. Utilizing factory production and road accident data, we illustrate that the suggested estimators consistently attain reduced MSE and enhanced relative efficiency in comparison to existing methodologies. A simulation of 20,000 iterations further validates how well they perform across diverse non-response rates. These findings underscore the capability of dual auxiliary information to improve population parameter estimation, representing a notable development in survey sampling methodologies. 62D05, 62D10.

Alexandria Engineering JournalVol. 121
Openalex Percentile: Top 96%
Survey Sampling and Estimation Techniques
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