We propose a Bayesian approach to the problem of variable selection and shrinkage in high dimensional sparse regression models where the regularisation method is an extension of a previous LASSO. The model allows us to include a large number of institutions which improves the identification of the relationship and maintains at the same time the flexibility of the univariate framework. Furthermore, we obtain a weighted directed network since the adjacency matrix is built “row by row” using for each institution the posterior inclusion probabilities of the other institutions in the syste
Regression regularization methods are drawing increasing attention from statisticians for more frequ...
We develop in this article a penalized likelihood method to estimate sparse causal Bayesian networks...
Different challenging issues have emerged in recent years regarding the analysis of high dimensional...
We propose a Bayesian approach to the problem of variable selection and shrinkage in high dimensiona...
Regression models are a form of supervised learning methods that are important for machine learning,...
In this thesis, several methods are proposed to construct sparse models in different situations with...
Due to the increasing availability of data sets with a large number of variables, sparse model estim...
We propose a shrinkage and selection methodology specifically designed for network inference using h...
It is still crucial problem to estimate high dimensional graphical models and to choose the regulari...
High dimensional vector autoregressive (VAR) models require a large number of parameters to be estim...
International audienceHigh dimensional data means that the number of variables p is far larger than ...
Conférence Internationale "Statistique Appliquée au Développement Africain". Cotonou, 5-8 mars 2013H...
We address the problem of learning a sparse Bayesian network structure for con-tinuous variables in ...
<p>In this thesis, we develop some Bayesian sparse learning methods for high dimensional data analys...
Modeling and identification for high dimensional (i.e. signals with many components) data sets pos...
Regression regularization methods are drawing increasing attention from statisticians for more frequ...
We develop in this article a penalized likelihood method to estimate sparse causal Bayesian networks...
Different challenging issues have emerged in recent years regarding the analysis of high dimensional...
We propose a Bayesian approach to the problem of variable selection and shrinkage in high dimensiona...
Regression models are a form of supervised learning methods that are important for machine learning,...
In this thesis, several methods are proposed to construct sparse models in different situations with...
Due to the increasing availability of data sets with a large number of variables, sparse model estim...
We propose a shrinkage and selection methodology specifically designed for network inference using h...
It is still crucial problem to estimate high dimensional graphical models and to choose the regulari...
High dimensional vector autoregressive (VAR) models require a large number of parameters to be estim...
International audienceHigh dimensional data means that the number of variables p is far larger than ...
Conférence Internationale "Statistique Appliquée au Développement Africain". Cotonou, 5-8 mars 2013H...
We address the problem of learning a sparse Bayesian network structure for con-tinuous variables in ...
<p>In this thesis, we develop some Bayesian sparse learning methods for high dimensional data analys...
Modeling and identification for high dimensional (i.e. signals with many components) data sets pos...
Regression regularization methods are drawing increasing attention from statisticians for more frequ...
We develop in this article a penalized likelihood method to estimate sparse causal Bayesian networks...
Different challenging issues have emerged in recent years regarding the analysis of high dimensional...