#' Title
#'
#' @param plan.values
#' @param n
#' @param proportion.failing
#' @param quantiles
#'
#' @return NULL
#' @export
#'
#' @examples
#' \dontrun{
#'
#' plan.values3 <- get.plan.values("Weibull",
#' prob = c(.2,.12),
#' time = c(1000,500),
#' time.units = "Hours")
#'
#' asym.test.plan.properties(plan.values3,
#' n = 50,
#' proportion.failing = 0.1)
#'
#' }
asym.test.plan.properties <-
function (plan.values, n, proportion.failing, quantiles = c(0.1,
0.3, 0.5, 0.632))
{
distribution <- basic.distribution(plan.values$distribution)
mu <- plan.values$mu
sigma <- plan.values$sigma
std.quant.of.int <- quant(as.numeric(quantiles), distribution)
std.log.censor.time <- quant(as.numeric(proportion.failing),
distribution)
var.out <- ftavarvec(distribution, std.log.censor.time)
sfactor <- sigma^2/n
sdvec <- sqrt(sfactor * c(var.out$v11 + 2 * std.quant.of.int *
var.out$v12 + (std.quant.of.int)^2 * var.out$v22))
answer <- cbind(quantile = quantiles, sd = sdvec)
return(answer)
}
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