A Simulation Study of Some Logistic, Poisson, and Multiple Ridge Regression Estimators

This paper is a Monte Carlo simulation study of some logistic, Poisson, and multiple ridge regression estimators. This study proposes new ridge regression estimators using linear combinations of known ridge parameters, developed through grid search and methods that leverage mean squared error (MSE) values from prior simulations. The performance of each known and proposed estimators are then compared using MSE criterion. Results show that the proposed estimators performed better on many cases. Furthermore, each estimator was applied to secondary data and was compared based on their respective estimated coefficients.

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Publication Details

Journal
European Journal of Pure and Applied Mathematics
Published
2025-05-01
DOI
https://doi.org/10.29020/nybg.ejpam.v18i2.6162
Citations
1
Primary Topic
Advanced Statistical Methods and Models
Type
article
Field-Weighted Citation Impact
2.63
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A Simulation Study of Some Logistic, Poisson, and Multiple Ridge Regression Estimators

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European Journal of Pure and Applied Mathematics
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article

A Simulation Study of Some Logistic, Poisson, and Multiple Ridge Regression Estimators

M. Christina R. Esperat, Silvia Ledesma, Jerson Mohamad, Angelyn Delica, Aubrey Labastilla, Doeyien Misil
article en
1 citations

Abstract

This paper is a Monte Carlo simulation study of some logistic, Poisson, and multiple ridge regression estimators. This study proposes new ridge regression estimators using linear combinations of known ridge parameters, developed through grid search and methods that leverage mean squared error (MSE) values from prior simulations. The performance of each known and proposed estimators are then compared using MSE criterion. Results show that the proposed estimators performed better on many cases. Furthermore, each estimator was applied to secondary data and was compared based on their respective estimated coefficients.

European Journal of Pure and Applied MathematicsVol. 18(2)
Western Mindanao State University (PH)
Openalex Percentile: Top 12%
Advanced Statistical Methods and Models
2.63
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