\name{Others}
\alias{AuxiliaryModels}
\alias{Auxiliary Models}
\alias{Auxiliary RMmodels}
\alias{Other models}
\alias{RMmodelsAuxiliary}
\title{Auxiliary and other Models}
\description{
Here, auxiliary models are given that are not covariance functions or
variograms, but which might be used within the definition of a model.
}
\section{Implemented models}{
\bold{Distribution families}
See \link{RR}.
\bold{Evaluation operators}
See \link{RF}.
\bold{Random Fields / Random Processes}
See \link{RP}.
\bold{Mathematical functions}
See \link{R.}
\bold{Shape functions}
Besides any of the covariance functions the following functions can be
used as shape functions.
\tabular{ll}{
\command{\link{RMangle}} \tab defines an anisotropy matrix by angle
and a diagonal matrix.
\cr
\command{\link{RMball}} \tab Indicator of a ball of radius
\eqn{1/2}.
\cr
\command{\link{RMm2r}} \tab spectral function belonging to a
tail correlation function of the Gneiting class \eqn{H_n}
\cr
\command{\link{RMm3b}} \tab spectral function belonging to a tail
correlation function of the Gneiting class \eqn{H_n}
\cr
\command{\link{RMmppplus}} \tab operator to define mixed moving
maxima (M3) processes
\cr
\command{\link{RMmps}} \tab spectral functions belonging to a tail
correlation function of the Gneiting class \eqn{H_n}
\cr
\command{\link{RMpolygon}} \tab Indicator of a typical Poisson
polygon.
\cr
\command{\link{RMrational}} \tab shape function used in the Bernoulli
paper given in the references
\cr
\command{\link{RMrotat}} \tab shape function used in the Bernoulli
paper given in the references
\cr
\command{\link{RMsign}} \tab random sign
\cr
\command{\link{RMtruncsupport}} \tab truncates the support of a shape in
a Poisson based model
\cr
}
\bold{Special transformations}
\tabular{ll}{
\command{\link{RMeaxxa}} \tab shape function used in the Bernoulli
paper given in the references
\cr
\command{\link{RMetaxxa}} \tab shape function used in the Bernoulli
paper given in the references
\cr
\command{\link{RMid}} \tab identity \cr
\command{\link{RMrotation}} \tab shape function used in the Bernoulli
paper given in the references
\cr
}
\bold{Other models}
\tabular{ll}{
\command{\link{RMcoord}} \tab passing new coordinates in a mixed
model
\cr
\command{\link{RMuser}} \tab User defined covariance model
\cr
}
}
%\section{Methods}{
% \describe{
% \item{[}{\code{signature(x = "RFgridDataFrame")}: selects %]
% slot by name}
% \item{[<-}{\code{signature(x = "RFgridDataFrame")}: replaces
% slot by name}
% \item{as}{\code{signature(x = "RFgridDataFrame")}:
% converts into other formats, only implemented for target class
% \command{\link[=RFpointsDataFrame-class]{RFpointsDataFrame}} }
% \item{cbind}{\code{signature(...)}: if arguments have identical
% topology, combine their attribute values}
% }
%}
\seealso{
\link{RM}}
\examples{
RFoptions(seed=0) ## *ANY* simulation will have the random seed 0; set
## RFoptions(seed=NA) to make them all random again
RFgetModelNames()
\dontshow{FinalizeExample()}
}
\author{
Alexander Malinowski, \email{malinowski@math.uni-mannheim.de}
Martin Schlather, \email{schlather@math.uni-mannheim.de}
}
\keyword{spatial}