We propose a new method to select the tuning parameter in lasso regression. Unlike the previous proposals, the method is iterative and thus it is particularly efficient when multiple tuning parameters have to be selected. The method also applies to more general regression frameworks, such as generalized linear models with non-normal responses. Simulation studies show our proposal performs well, and most of times, better when compared with the traditional Bayesian Information Criterion and Cross validation.
Sottile, G., Muggeo VMR (2016). Tuning parameter selection in LASSO regression. In Proceedings of the 31st International Workshop on Statistical Modelling, vol2 (pp. 133-136). Jean-Francois Dupuy and Julie Josse.
Tuning parameter selection in LASSO regression
Sottile, Gianluca;MUGGEO, Vito Michele Rosario
2016-01-01
Abstract
We propose a new method to select the tuning parameter in lasso regression. Unlike the previous proposals, the method is iterative and thus it is particularly efficient when multiple tuning parameters have to be selected. The method also applies to more general regression frameworks, such as generalized linear models with non-normal responses. Simulation studies show our proposal performs well, and most of times, better when compared with the traditional Bayesian Information Criterion and Cross validation.File | Dimensione | Formato | |
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