In this paper, we focus on the progress of variant of conceptual predictive (Cp) statistic and we propose the model selection criterion that depend on Cp statistic under ridge regression for linear mixed model selection. The proposed criterion is conditional ridge Cp (CRCp) statistic based on the expected conditional Gauss discrepancy. Two versions of CRCp statistic under the assumptions that the variance components are known and unknown are derived. To examine the performance of the proposed criterion, a real data analysis and a Monte Carlo simulation study are given. © 2018, © 2018 Informa UK Limited, trading as Taylor & Francis Group
In this paper we investigate the use of causal and non-causal feature selection methods for linear c...
A model selection criterion based on Bayesian predictive densities is derived. Starting with an impr...
A model selection criterion based on Bayesian predictive densities is derived. Starting with an impr...
In linear mixed model selection under ridge regression, we propose the model selection criteria base...
This article is concerned with the predictions in linear mixed models under stochastic linear restri...
The estimation of biasing parameter k in ridge regression is an important problem. There are many pr...
In this article, we propose the principal components regression and r-k class predictors, which comb...
The conceptual predictive statistic, Cp, is a widely used criterion for model selection in linear re...
We propose the Liu estimator and the Liu predictor via the penalized log-likelihood approach in line...
Linear mixed-effects models are a class of models widely used for analyzing different types of data:...
The purpose of this article is to obtain the jackknifed ridge predictors in the linear mixed models ...
Linear mixed-effects models are a class of models widely used for analyzing different types of data:...
In this paper we describe a computer intensive method to find the ridge parameter in a prediction or...
Model selection criteria often arise by constructing unbiased or approximately unbiased estimators o...
SUMMARY. We consider the problem of selecting the fixed and random effects in a mixed linear model. ...
In this paper we investigate the use of causal and non-causal feature selection methods for linear c...
A model selection criterion based on Bayesian predictive densities is derived. Starting with an impr...
A model selection criterion based on Bayesian predictive densities is derived. Starting with an impr...
In linear mixed model selection under ridge regression, we propose the model selection criteria base...
This article is concerned with the predictions in linear mixed models under stochastic linear restri...
The estimation of biasing parameter k in ridge regression is an important problem. There are many pr...
In this article, we propose the principal components regression and r-k class predictors, which comb...
The conceptual predictive statistic, Cp, is a widely used criterion for model selection in linear re...
We propose the Liu estimator and the Liu predictor via the penalized log-likelihood approach in line...
Linear mixed-effects models are a class of models widely used for analyzing different types of data:...
The purpose of this article is to obtain the jackknifed ridge predictors in the linear mixed models ...
Linear mixed-effects models are a class of models widely used for analyzing different types of data:...
In this paper we describe a computer intensive method to find the ridge parameter in a prediction or...
Model selection criteria often arise by constructing unbiased or approximately unbiased estimators o...
SUMMARY. We consider the problem of selecting the fixed and random effects in a mixed linear model. ...
In this paper we investigate the use of causal and non-causal feature selection methods for linear c...
A model selection criterion based on Bayesian predictive densities is derived. Starting with an impr...
A model selection criterion based on Bayesian predictive densities is derived. Starting with an impr...