Nothing
regtol.int <- function (reg, new.x = NULL, side = 1, alpha = 0.05, P = 0.99, new = FALSE)
{
if (side != 1 && side != 2) {
stop(paste("Must specify a one-sided or two-sided procedure!",
"\n"))
}
if (!inherits(reg, "lm")) {
stop(paste("Input must be of class 'lm'.", "\n"))
}
n <- length(reg$residuals)
pars <- length(reg$coefficients)
new.length <- 0
est <- predict(reg, se.fit = TRUE)
est.new <- NULL
if (is.null(new.x) == FALSE) {
new.x <- as.data.frame(new.x)
pred.names <- all.vars(formula(reg))[-1]
if(!all(pred.names%in%colnames(new.x))){
colnames(new.x)[1:length(pred.names)] <- pred.names
}
new.length <- dim(new.x)[1]
est.new <- predict(reg , newdata = new.x , se.fit = TRUE)
}
y <- c(reg$model[, 1], rep(NA, new.length))
y.hat <- as.vector(c(est$fit, est.new$fit))
se.y <- as.vector(c(est$se.fit, est.new$se.fit))
a.out <- anova(reg)
MSE <- a.out$"Mean Sq"[length(a.out$"Mean Sq")]
df <- a.out$Df[length(a.out$Df)]
n.star <- MSE/se.y^2
if (side == 1) {
z.p <- qnorm(P)
delta <- sqrt(n.star) * z.p
t.delta <- suppressWarnings(qt(1 - alpha, df = n - pars,
ncp = delta))
K <- t.delta/sqrt(n.star)
upper <- y.hat + sqrt(MSE) * K
lower <- y.hat - sqrt(MSE) * K
temp <- as.data.frame(cbind(alpha , P , y, y.hat, lower, upper))
colnames(temp) <- c("alpha","P","y", "y.hat", "1-sided.lower",
"1-sided.upper")
}
else {
K <- sqrt(df * qchisq(P, 1, 1/n.star)/qchisq(alpha, df))
upper <- y.hat + sqrt(MSE) * K
lower <- y.hat - sqrt(MSE) * K
temp <- as.data.frame(cbind(alpha , P , y, y.hat, lower, upper))
colnames(temp) <- c("alpha","P","y", "y.hat", "2-sided.lower",
"2-sided.upper")
}
if(new){
temp2 <- list()
temp2$tol <- temp[,3:6]
temp2$alpha.P.side <- c(alpha,P,side)
temp2$reg.type <- "linreg"
temp2$model <- reg
temp2$newdata <- as.data.frame(new.x)
temp2
} else{
index <- which(names(temp) == "y.hat")
temp <- data.matrix(temp[order(temp[, index]), ], rownames.force = FALSE)
temp <- data.frame(temp, check.names = FALSE)
temp
}
}
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