Draws ROC curve for a solution path according to the true graph structure
Usage
huge.roc(est, theta, ind.group, verbose = TRUE)
Arguments
est
There are two choices for the input est: (1) A solution path. (2)An object with S3 class "huge" containing est$path as a solution path, est$theta as the true graph structure and est$ind.group containing indices from
theta
The true graph structure. Only applicable when the input est is a solution path.
ind.group
A k dimensional vector containing k indices from a subset of all variables. Only applicable when estimating a subgraph of the whole graph and the input est is a solution path. The default value is c(1:d)
verbose
If verbose = FALSE, tracing information printing is disabled. The default value is TRUE.
Value
An object with S3 class "roc" is returned:
F1The F1 scores along the solution path.
tpThe true positive rates along the solution path
fpThe false positive rates along the solution paths
AUCArea under the ROC curve
Details
For a lasso regression, the number of nonzero coefficients is at most n-1. If the dimension d>>n, even when lambda is small, the estimated graph may still be sparse. In this case, the AUC may not be appropriate to evaluate the performance.
References
Tuo Zhao and Han Liu. HUGE: A Package for High-dimensional Undirected Graph Estimation. Technical Report, Carnegie Mellon University, 2010