Description Usage Arguments Details Value Author(s) References See Also Examples
Fit a regularized generalized linear model via penalized maximum likelihood. The model is fit for a path of values of the penalty parameter. Fits linear, logistic and Cox models.
1  | 
data | 
 For   | 
index | 
 A p-vector indicating group membership of each covariate  | 
type | 
 model type: one of ("linear","logit", "cox")  | 
maxit | 
 Maximum number of iterations to convergence  | 
thresh | 
 Convergence threshold for change in beta  | 
min.frac | 
 The minimum value of the penalty parameter, as a fraction of the maximum value  | 
nlam | 
 Number of lambda to use in the regularization path  | 
gamma | 
 Fitting parameter used for tuning backtracking (between 0 and 1)  | 
standardize | 
 Logical flag for variable standardization prior to fitting the model.  | 
verbose | 
 Logical flag for whether or not step number will be output  | 
step | 
 Fitting parameter used for inital backtracking step size (between 0 and 1)  | 
reset | 
 Fitting parameter used for taking advantage of local strong convexity in nesterov momentum (number of iterations before momentum term is reset)  | 
alpha | 
 The mixing parameter.   | 
lambdas | 
 A user specified sequence of lambda values for fitting. We recommend leaving this NULL and letting SGL self-select values  | 
The sequence of models along the regularization path is fit by accelerated generalized gradient descent.
An object with S3 class "SGL"
beta | 
 A p by   | 
lambdas | 
 The actual sequence of   | 
type | 
 Response type (linear/logic/cox)  | 
intercept | 
 For some model types, an intercept is fit  | 
X.transform | 
 A list used in   | 
lambdas | 
 A user specified sequence of lambda values for fitting. We recommend leaving this NULL and letting SGL self-select values  | 
Noah Simon, Jerry Friedman, Trevor Hastie, and Rob Tibshirani
Maintainer: Noah Simon nsimon@stanford.edu
Simon, N., Friedman, J., Hastie, T., and Tibshirani, R. (2011)
A Sparse-Group Lasso, 
http://www-stat.stanford.edu/~nsimon/SGL.pdf
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