Description Usage Arguments Value Examples
Tune two network for better prediction.
1 2 3 4 | tune_network(y, x, L1, L2, adaptl2 = T, nfolds = 5, cvwhich, foldseed,
stratify = T, lam0, bets, intercept = T, standardize = T,
fam = "Gaussian", type1se = T, measdev = T, maxiter = 10000,
cri = 0.001, parallel = F)
|
y |
outcome |
x |
predictors matrix |
L1 |
Laplacian matrix for the first network |
L2 |
Laplacian matrix for the second network |
adaptl2 |
whether to adapt the sign for quadratic penalty, default to be TRUE |
nfolds |
number of folds used in cross validation, default to be five |
cvwhich |
fold assignment, start from zero, if missing do random cross validation |
foldseed |
the random seed for cross validation design |
stratify |
whether to do stratified cross validation for Logistic or Cox model, default to be TRUE |
lam0 |
The tuning parameters for quadratic penalty. If not defined, tuned by default |
bets |
The candidate weight for the first network, must be between 0 and 1, default to be 0, 0.1,..., 1 |
intercept |
whether to include intercept. Ignore for Cox regression |
standardize |
whether to standardize predictors |
fam |
family for the outcome, can be "Gaussian", "Logistic", and "Cox" |
type1se |
whether to use one standard error or maximum rule, default to be one standard error rule |
measdev |
Whether to use deviance to tune, default to be deviance. If not, use mean absolue error, area under ROC curve, or concordance index for Gaussian, Logistic, and Cox |
maxiter |
maximum number of iterations, default to be 500 |
cri |
stoppint criterion, default to be 0.001 |
parallel |
whether to do parallel computing at each fold |
est |
estimated mixed Laplacian matrix |
weight |
weights for the two Laplacian matrix |
1 2 3 4 5 6 7 8 | data(sampledata)
data(L0)
data(L1)
y <- sampledata$Y_Gau
x <- sampledata[, -(1:3)]
Ltune <- tune_network(y, x, L0, L1, adaptl2 = FALSE)
weight <- Ltune@weight
Lest <- Ltune@est
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