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Penalized Maximum Likelihood Principle for Choosing Ridge Parameter
Authors:Minh Ngoc Tran
Institution:1. Department of Statistics and Applied Probability , National University of Singapore;2. Vietnam National University , Singapore ngoctm@nus.edu.sg
Abstract:We consider the problem of choosing the ridge parameter. Two penalized maximum likelihood (PML) criteria based on a distribution-free and a data-dependent penalty function are proposed. These PML criteria can be considered as “continuous” versions of AIC. A systematic simulation is conducted to compare the suggested criteria to several existing methods. The simulation results strongly support the use of our method. The method is also applied to two real data sets.
Keywords:Data-dependent penalty  Loss rank principle  Model selection  Penalized ML  Ridge parameter  Ridge regression
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