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####Censored Weibull MLE with bootstrap
mse <- function(vec, tq) return(sqrt(mean((vec-tq)^2, na.rm=T)))
bootstrapCMLE <- function(dat, qInt=0.05, canSet=seq(0.1,0.5, by=0.1), B=5000,
randSeed=NULL, conCr=1e-9, nIter=1000)
{
##canSet is proportion
precheck <- c(dat, canSet, qInt)
if (any(is.na(precheck))||any(precheck<0))
stop("Wrong Input. NO NA/Negatives allowed in the input")
dat <- sort(dat)
N <- length(dat)
K <- length(canSet)
indSet <- round(N*canSet)
CxSet <- dat[indSet]
resMx <- matrix(NA, K, 6)
resMx[,1] <- canSet
colnames(resMx) <- c("Censor.Prop", "Shape.Est", "Scale.Est", "Quantile.Est", "Bootstrap.SE", "Boostrap.RMSE")
for (k in 1:K)
{
tcmle <- .Call("R2C_cenWeibullMLE", dat[c(1:indSet[k])], CxSet[k], N, indSet[k], conCr, nIter)
if (tcmle[1]==0)
{
resMx[k, 2:3] <- tcmle[-1]
resMx[k, 4] <- qweibull(qInt, tcmle[2], tcmle[3])
}
}
##The bootstrap part
if (!is.null(randSeed))
set.seed(randSeed)
bQuanMx <- matrix(NA, B, K)
bQuanVec<-.Call("R2C_boostrapCMLE", dat, qInt, indSet, B, conCr, nIter)
bQuanVec[bQuanVec<0] <- NA
bQuanMx <- matrix(bQuanVec, ncol=K, byrow=TRUE)
##Processing the results
resMx[,5] <- apply(bQuanMx, 2, sd, na.rm=T)
empQ <- quantile(dat, qInt, type=9)
resMx[,6] <- apply(bQuanMx, 2, mse, tq=empQ)
return(list(results=resMx, bQEst=bQuanMx))
}
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