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#' @title Survival probability function of the Weibull distribution with cured population
#' @description Calculate survival probability of the Weibull distribution with cured population
#'
#' @param par a vector with three elements, where the first element denotes the logistic of the proportion
#' of the cured population, and the second element and the third element denote
#' the log of the shape and log of the scale parameter of the Weibull distribution.
#' @param t a vector with non-negative elements.
#' @return
#' Survival probability of the Weibull distribution with cured population given parameters \code{par} at times \code{t}.
#'
#' @references \itemize{
#' \item Chen, Tai-Tsang. "Predicting analysis times in randomized clinical trials with cancer immunotherapy."
#' BMC medical research methodology 16.1 (2016): 1-10.
#' }
#'
#' @export
#'
#'
#'
SP_Chen_weibull<-function(par,t){
p=exp(par[1])/(1+exp(par[1]))
a=exp(par[2])
sigma=exp(par[3])
S0=exp(-(t/sigma)^a)
SP=p+(1-p)*S0
return(SP)
}
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