S4 class for GPC models.
dObject of class "integer". The spatial dimension.
nObject of class "integer". The number of observations.
XObject of class "matrix". The design of experiments.
yObject of class "matrix". The vector of binary observations at design points (+/-1) corresponding to the class labels.
X.stdObject of class "numeric". The vector of standard deviation values of design points.
X.meanObject of class "numeric". The vector of mean values of design points.
callObject of class "language". User call reminder.
coef.mObject of class "numeric". Mean coefficient of latent GP.
coef.covObject of class "numeric". Covariance coefficients of latent GP.
covarianceObject of class "covKernel". A DiceKriging object specifying the covariance structure.
noise.flagObject of class "logical". Are the observations noisy?
noise.varObject of class "numeric". Nugget effect.
param.estimObject of class "logical". TRUE if at least one parameter is estimated, FALSE otherwise.
lowerObject of class "numeric". Lower bounds for covariance parameters estimation.
upperObject of class "numeric". Upper bounds for covariance parameters estimation.
logLikObject of class "numeric". Value of the log-Likelihood at its optimum.
Z_obsObject of class "matrix". A nobs * nsimu matrix of samples of the latent process at design points.
lObject of class "numeric". Lower truncation points. Parameter to generate new Z_obs.
uObject of class "numeric". Upper truncation points. Parameter to generate new Z_obs.
KObject of class "matrix". Covariance matrix of design points. Parameter to generate new Z_obs
invKObject of class "matrix". The inverse of the matrix K whose Cholesky decomposition was given.
MeanTransformobject of class "character". 'positive' if coef.m is constrained to be positive by an exponential transform, 'negative' if coef.m is constrained to be negative.
To create a gpcm object, use gpcm. See also this function for more details.
Morgane MENZ, Céline HELBERT, Victor PICHENY, François BACHOC. Contributors: Naoual SERRAJI.
gpcm for more details about slots and to create a gpcm object. {covStruct.create} in DiceKriging to construct a covariance structure.