gpcm-class | R Documentation |
S4 class for GPC models.
d
Object of class "integer"
. The spatial dimension.
n
Object of class "integer"
. The number of observations.
X
Object of class "matrix"
. The design of experiments.
y
Object of class "matrix"
. The vector of binary observations at design points (+/-1) corresponding to the class labels.
X.std
Object of class "numeric"
. The vector of standard deviation values of design points.
X.mean
Object of class "numeric"
. The vector of mean values of design points.
call
Object of class "language"
. User call reminder.
coef.m
Object of class "numeric"
. Mean coefficient of latent GP.
coef.cov
Object of class "numeric"
. Covariance coefficients of latent GP.
covariance
Object of class "covKernel"
. A DiceKriging object specifying the covariance structure.
noise.flag
Object of class "logical"
. Are the observations noisy?
noise.var
Object of class "numeric"
. Nugget effect.
param.estim
Object of class "logical"
. TRUE
if at least one parameter is estimated, FALSE
otherwise.
lower
Object of class "numeric"
. Lower bounds for covariance parameters estimation.
upper
Object of class "numeric"
. Upper bounds for covariance parameters estimation.
logLik
Object of class "numeric"
. Value of the log-Likelihood at its optimum.
Z_obs
Object of class "matrix"
. A nobs
* nsimu
matrix of samples of the latent process at design points.
l
Object of class "numeric"
. Lower truncation points. Parameter to generate new Z_obs
.
u
Object of class "numeric"
. Upper truncation points. Parameter to generate new Z_obs
.
K
Object of class "matrix"
. Covariance matrix of design points. Parameter to generate new Z_obs
invK
Object of class "matrix"
. The inverse of the matrix K
whose Cholesky decomposition was given.
MeanTransform
object 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.
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