#' @export
#' @title Chi square probability
#' @usage chi.probability(x, df, n)
#' @keywords bootstrap
#' @description This function applies the Monte Carlo method to generate a chi-squared distribution.
#' @param x the point where we want to calculate the probability.
#' @param df degree of freedom
#' @param n number of random numbers for each variable.
#' @author Katrine Eriksen and Katrine Bach \cr
#' Department of mathematics and computer science (IMADA) \cr
#' University of Southern Denmark \cr
#' \email{kater13@student.sdu.dk} and \email{kabac13@student.sdu.dk}
#' @examples chi.probability(10,4,100)
chi.probability <-function(x, df, n){
#WARNING/STOPS
if (!is.numeric(x)){stop("x must be numeric")}
if (x<1){warning("Generates wrong chi-probability")}
if(df==0){stop("The degrees of freedom must be greater than zero")}
if (df<0){stop("The degrees of freedom must be positive")}
if (!is.numeric(df)){stop("The degrees of freedom must be numeric")}
if(n==0){warning("n must be positive")}
if (n<0){stop("Impossible to generate a amount of variables")}
if (!is.numeric(n)){stop("n must be numeric")}
set.seed(13)
summ <- 0
Y <- 0
for (i in 1:df) {
Y <- rnorm(n, mean=0, sd=1)
Yianden <- Y^2
summ <- summ + Yianden
}
blup <- ecdf(summ)
plot(blup)
p <-1-blup(x)
return(p)
}
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