Nothing
cint <- function(object,alpha=0.05,MC=FALSE,plot=FALSE,...) {
#
# Function cint. To do the calculations to provide 100(1-alpha)%
# confidence and prediction intervals for a scalar (Gaussian)
# mixture model.
#
if(!inherits(object,"mixreg")) {
stop("Argument \"object\" must be of class \"mixreg\".\n")
}
vars <- all.vars(object$formula)
if(length(vars) != 1)
stop("This function can be applied only to scalar mixtures.\n")
# Get the response name.
nmy <- vars[1]
theta <- object$theta
K <- length(theta)
eqVar <- object$eqVar
covMat <- object$covMat
if(is.null(covMat)) {
covMat <- if(MC) covMixMC(object,...) else covMix(object,...)
} else {
if(!MC & attr(covMat,"MC")) {
covMat <- covMix(object,useMC="no")
} else if(MC & !attr(covMat,"MC")) {
covMat <- covMixMC(object,...)
}
}
alpha1 <- alpha
alpha2 <- alpha/2
tv1 <- qnorm(1-alpha1)
tv2 <- qnorm(1-alpha2)
bnds <- vector("list",K)
for(k in 1:K) {
beta <- theta[[k]]$beta
if(eqVar) {
ind <- 2*(k-1) + 1
} else {
ind <- 3*(k-1) + 1
}
mn <- beta[1]
v <- covMat[ind,ind]
se <- sqrt(v)
ucb1 <- mn + tv1*se
lcb1 <- mn - tv1*se
upb1 <- mn + tv1*sqrt(theta[[k]]$sigsq + v)
lpb1 <- mn - tv1*sqrt(theta[[k]]$sigsq + v)
ucb2 <- mn + tv2*se
lcb2 <- mn - tv2*se
upb2 <- mn + tv2*sqrt(theta[[k]]$sigsq + v)
lpb2 <- mn - tv2*sqrt(theta[[k]]$sigsq + v)
bnds[[k]] <- cbind(lcb1,ucb1,lcb2,ucb2,lpb1,upb1,lpb2,upb2)
}
rslt <- list(bnds=bnds,theta=theta,alpha=alpha,nmy=nmy,y=object$data[[nmy]])
class(rslt) <- "cint"
if(plot) {
if("cints" %in% names(list(...))) {
cints <- list(...)[["cints"]]
} else if("cbands" %in% names(list(...))) {
cints <- list(...)[["cbands"]]
} else cints <- TRUE
if("pints" %in% names(list(...))) {
pints <- list(...)[["pints"]]
} else if("pbands" %in% names(list(...))) {
pints <- list(...)[["pbands"]]
} else pints <- TRUE
type <- list(...)$type
if(is.null(type)) type <- "both"
plot(rslt,cints=cints,pints=pints,type=type)
return(invisible(rslt))
} else return(rslt)
}
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