We introduce a path following algorithm for "L" 1-regularized generalized linear models. The "L" 1-regularization procedure is useful especially because it, in effect, selects variables according to the amount of penalization on the "L" 1-norm of the coefficients, in a manner that is less greedy than forward selection-backward deletion. The generalized linear model path algorithm efficiently computes solutions along the entire regularization path by using the predictor-corrector method of convex optimization. Selecting the step length of the regularization parameter is critical in controlling the overall accuracy of the paths; we suggest intuitive and flexible strategies for choosing appropriate values. We demonstrate the implementation wit...
This paper studies least-square regression penalized with partly smooth convex regularizers. This cl...
ABSTRACT. The problem of finding the maximum likelihood estimates for the re-gression coefficients i...
We develop fast algorithms for estimation of generalized linear models with convex penalties. The mo...
We intrduce a new algorithm for 1L regularized generalized linear models. The 1L regularization proc...
We consider efficient construction of nonlinear solution paths for general 1-regularization. Unlike ...
In regression modeling, often a restriction that regression coefficients are non-negative is faced. ...
Regularization plays a central role in the analysis of modern data, where non-regularized fitting is...
We consider statistical procedures for feature selection defined by a family of regu-larization prob...
The lasso algorithm for variable selection in linear models, intro- duced by Tibshirani, works by im...
The lasso algorithm for variable selection in linear models, introduced by Tibshirani, works by impo...
International audienceGeneralized Linear Models (GLM) are a wide class ofregression and classificati...
Not AvailableIn regression modeling, often a restriction that regression coefficients are non-negati...
This thesis consists of three parts. In Chapter 1, we examine existing variable selection methods an...
One of the fundamental problems in statistical machine learning is the optimization problem under th...
Sparsity-promoting L1-regularization has recently been succesfully used to learn the structure of un...
This paper studies least-square regression penalized with partly smooth convex regularizers. This cl...
ABSTRACT. The problem of finding the maximum likelihood estimates for the re-gression coefficients i...
We develop fast algorithms for estimation of generalized linear models with convex penalties. The mo...
We intrduce a new algorithm for 1L regularized generalized linear models. The 1L regularization proc...
We consider efficient construction of nonlinear solution paths for general 1-regularization. Unlike ...
In regression modeling, often a restriction that regression coefficients are non-negative is faced. ...
Regularization plays a central role in the analysis of modern data, where non-regularized fitting is...
We consider statistical procedures for feature selection defined by a family of regu-larization prob...
The lasso algorithm for variable selection in linear models, intro- duced by Tibshirani, works by im...
The lasso algorithm for variable selection in linear models, introduced by Tibshirani, works by impo...
International audienceGeneralized Linear Models (GLM) are a wide class ofregression and classificati...
Not AvailableIn regression modeling, often a restriction that regression coefficients are non-negati...
This thesis consists of three parts. In Chapter 1, we examine existing variable selection methods an...
One of the fundamental problems in statistical machine learning is the optimization problem under th...
Sparsity-promoting L1-regularization has recently been succesfully used to learn the structure of un...
This paper studies least-square regression penalized with partly smooth convex regularizers. This cl...
ABSTRACT. The problem of finding the maximum likelihood estimates for the re-gression coefficients i...
We develop fast algorithms for estimation of generalized linear models with convex penalties. The mo...