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#' @title Tabulate Stopping Rule (Binary Data)
#' @description Summarize a stopping rule in a condensed tabular format
#'
#' @param x A \code{rule.bin} object calculated by \code{calc.rule.bin()} function
#'
#' @return A matrix with two columns: the ranges of evaluable patients, and corresponding rejection boundaries for these ranges
#' @export
#'
#' @examples
#' # Binomial Pocock test in 50 patient cohort at 10% level, expected toxicity probability of 20%
#'\dontrun{poc_rule = calc.rule.bin(ns=1:50,p0=0.20,alpha=0.10,type="Pocock")
#'
#' # Tabulate stopping boundary
#' table.rule.bin(poc_rule)
#'}
table.rule.bin = function(x) {
rule = x$Rule
n = max(rule[,1])
idx = NULL
rule = rule[rule[,2]<=rule[,1],]
# Find rows where rejection can happen
bdry = unique(rule[,2])
for(i in 1:length(bdry)){
idx[i] = which(rule[,2]==bdry[i])[1]
}
rule = rule[idx,]
k = nrow(rule)
n_eval = rep(0,k)
n_eval[-k] = paste(rule[-k,1],"-",rule[-1,1]-1)
if((rule[2,1] - rule[1,1]) == 1) {n_eval[1] = rule[1,1]}
if(rule[k,1] < n) {
n_eval[k] = paste(rule[k,1],"-",n)
}
else {n_eval[k] = n}
val = cbind(n_eval,rule[,2])
colnames(val) = c("N Evaluable","Reject Bdry")
return(val)
}
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