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Mitigating the Multicollinearity Problem and Its Machine Learning Approach: A Review
Journal
Mathematics
ISSN
2227-7390
Date Issued
2022-04-12
Author(s)
Jireh Yi-Le Chan
Steven Mun Hong Leow
Khean Thye Bea
Seuk Wai Phoong
Zeng-Wei Hong
Yen-Lin Chen
DOI
https://doi.org/10.3390/math10081283
Abstract
<jats:p>Technologies have driven big data collection across many fields, such as genomics and business intelligence. This results in a significant increase in variables and data points (observations) collected and stored. Although this presents opportunities to better model the relationship between predictors and the response variables, this also causes serious problems during data analysis, one of which is the multicollinearity problem. The two main approaches used to mitigate multicollinearity are variable selection methods and modified estimator methods. However, variable selection methods may negate efforts to collect more data as new data may eventually be dropped from modeling, while recent studies suggest that optimization approaches via machine learning handle data with multicollinearity better than statistical estimators. Therefore, this study details the chronological developments to mitigate the effects of multicollinearity and up-to-date recommendations to better mitigate multicollinearity.</jats:p>
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