Description Usage Arguments Details Value Note Author(s) References See Also Examples
View source: R/print.glmnetcr.R
Print a summary of the glmnetcr
path at each step along the path.
1 2 |
x |
fitted |
digits |
significant digits in printout |
... |
additional print arguments |
The call that produced the object x
is printed, followed by a three-column
matrix
with columns Df
, %dev
and Lambda
. The Df
column is the number of nonzero coefficients (Df is a reasonable
name only for lasso fits). %dev
is the percent deviance
explained (relative to the null deviance).
The matrix above is silently returned
This function is essentially the same as print.glmnet
from the glmnet package by but was edited to operate on a returned glmnetcr
object.
Jerome Friedman, Trevor Hastie and Rob Tibshirani
Friedman, J., Hastie, T. and Tibshirani, R. (2008) Regularization Paths for Generalized Linear Models via Coordinate Descent
See Also as glmnetcr
1 2 3 4 5 |
Loading required package: glmnet
Loading required package: Matrix
Loading required package: foreach
Loaded glmnet 2.0-12
Warning message:
from glmnet Fortran code (error code -26); Convergence for 26th lambda value not reached after maxit=100 iterations; solutions for larger lambdas returned
Call: glmnet(x = glmnet.data$x, y = glmnet.data$y, family = "binomial", weights = glmnet.data$weights, offset = offset, alpha = alpha, nlambda = nlambda, lambda.min.ratio = lambda.min.ratio, lambda = lambda, standardize = standardize, thresh = thresh, exclude = exclude, penalty.factor = c(penalty.factor, rep(0, k - 1)), maxit = maxit, type.gaussian = ifelse(nvars < 500, "covariance", "naive"))
Df %Dev Lambda
[1,] 2 0.006051 0.3914
[2,] 3 0.053980 0.3736
[3,] 3 0.098090 0.3566
[4,] 3 0.138700 0.3404
[5,] 3 0.176400 0.3249
[6,] 3 0.211400 0.3102
[7,] 3 0.244000 0.2961
[8,] 3 0.274500 0.2826
[9,] 3 0.303100 0.2698
[10,] 3 0.330000 0.2575
[11,] 3 0.355400 0.2458
[12,] 3 0.379400 0.2346
[13,] 3 0.402200 0.2240
[14,] 3 0.423700 0.2138
[15,] 3 0.444200 0.2041
[16,] 3 0.463800 0.1948
[17,] 3 0.482400 0.1859
[18,] 3 0.500200 0.1775
[19,] 3 0.517200 0.1694
[20,] 3 0.533500 0.1617
[21,] 4 0.550800 0.1544
[22,] 4 0.568300 0.1474
[23,] 4 0.585100 0.1407
[24,] 4 0.601300 0.1343
[25,] 6 0.617300 0.1282
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