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DECODE
Implement DECODE to estimate a precision matrix of X. This implementation is used in Hadimaja and Pun (2018).
X
decodePM(X, lambda0 = NULL, ...)
\(n\times p\) data matrix.
number between 0 and 1. If NULL, will use \(\sqrt{2 \log{p}/n}\).
NULL
additional arguments to be passed to general decode function.
An object of class decodePM containing:
decodePM
DECODE of \(\Omega\).
the lambda0 used.
lambda0
data used.
final \(\theta\) for each column.
final \(\lambda\) for each column.
number of iterations until convergence for each column.
Hadimaja, M. Z., & Pun, C. S. (2018). A Self-Calibrated Regularized Direct Estimation for Graphical Selection and Discriminant Analysis.
# NOT RUN { # estimate the precision matrix of iris data object <- decodePM(iris[,1:4], lambda0 = 0.01) object summary(object) object$Omega # }
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