GLAM_2d_no_covariates()
fits a GLAM for the hazard with two time
scales, without covariates.
Usage
GLAM_2d_no_covariates(
R,
Y,
Bu,
Bs,
Wprior = NULL,
P,
ridge = 0,
control_algorithm = list(maxiter = 20, conv_crit = 1e-05, verbose = FALSE)
)
Arguments
- R
A matrix of exposure times of dimension nu by ns.
- Y
A matrix of event counts of dimension nu by ns.
- Bu
A matrix of B-splines for the
u
time scale of dimension nu by cu.- Bs
A matrix of B-splines for the
s
time scale of dimension ns by cs.- Wprior
An optional matrix of a-priori weights.
- P
The penalty matrix of dimension cucs by cucs.
- ridge
A ridge penalty parameter: default is 0.
- control_algorithm
A list with optional values for the parameters of the iterative processes:
maxiter
The maximum number of iteration for the IWSL algorithm. Default is 20.conv_crit
The convergence criteria, expressed as difference between estimates at iteration i and i+1. Default is1e-5
.verbose
A Boolean. Default isFALSE
. IfTRUE
monitors the iteration process.
Value
A list with the following elements:
Alpha
The matrix of estimated P-splines coefficients of dimension cu by cs.Cov_alpha
The variance-covariance matrix of theAlpha
coefficients, of dimension cucs by cucs.Eta0
The matrix of values of the baseline linear predictor (log-hazard) of dimension nu by ns.H
The hat-matrix.deviance
The deviance.ed
The effective dimension of the model.aic
The value of the AIC.bic
The value of the BIC.Bbases
a list with the B-spline basesBu
andBs
.