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eISSN: 2581-9615 || CODEN: WJARAI || Impact Factor 8.2 ||  CrossRef DOI

Research and review articles are invited for publication in April 2026 (Volume 30, Issue 1) Submit manuscript

On using the penalized regression estimators to solve the multicollinearity problem

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  • On using the penalized regression estimators to solve the multicollinearity problem

Mastourah Abdulsatar Ahmeedah 1, Abdelbaset A.Sh Abdalla 2, * and Ahmed M. Mami 2

1 Department of Statistics, Faculty of Science, University of Ajdabia, Ajdabia, Libya.
2 Department of Statistics, Faculty of Science, University of Benghazi, Benghazi, Libya.
 
Review Article
World Journal of Advanced Research and Reviews, 2024, 24(01), 2654-2664
Article DOI: 10.30574/wjarr.2024.24.1.3265
DOI url: https://doi.org/10.30574/wjarr.2024.24.1.3265
 
Received on 16 September 2024; revised on 26 October 2024; accepted on 29 October 2024
 
The paper compares coefficient parameter estimation efficiency using penalized regression approaches. Five estimators are employed: Ridge Regression, LASSO regression, Elastic Net (ENET) Regression, Adaptive Lasso (ALASSO) regression, and Adaptive Elastic Net (AENET) regression methods. The study uses a multiple linear regression model to address multicollinearity issues. The comparison is based on average mean square errors (MSE) using simulated data with varying sizes, numbers of independent variables, and correlation coefficients. The results are expected to be useful and will be applied to real data to determine the best-performing estimator.
 
Ridge Regression; LASSO Regression; Elastic Net Regression; Adaptive Lasso Regression; Adaptive Elastic Net Regression methods
 
https://wjarr.com/sites/default/files/fulltext_pdf/WJARR-2024-3265.pdf

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Mastourah Abdulsatar Ahmeedah, Abdelbaset A.Sh Abdalla and Ahmed M. Mami. On using the penalized regression estimators to solve the multicollinearity problem. World Journal of Advanced Research and Reviews, 2024, 24(1), 2654-2664. Article DOI: https://doi.org/10.30574/wjarr.2024.24.1.3265

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