Nothing
csmTemp <-
function(data, moreExtremeMat, Ns, int, alternative, lookupArray, doublePvalue, delta, reject.alpha, checkPrev, prevMoreExtremeMat){
#If observed AC is in Tbls, then stop
#if (!is.null(data) && sum(apply(Tbls, 1, function(x) all(x == data[1,])))) {return(Tbls)}
# Only use z-pooled for ties
TX <- zpooled_TX(NULL, Ns, delta)
TX[, 3] <- signif(TX[ , 3], 12) #Remove rounding errors
TX <- TX[order(TX[,1], TX[,2]), ]
if (alternative == "two.sided") { TX[,3] <- -abs(TX[,3]) }
nIter <- 1
# for (i in 1:278) {
# Use a while loop (instead of recursive loop) to prevent error: "node stack overflow; no more error handlers available" #
while (TRUE) {
#AC <- which(is.na(moreExtremeMat), arr.ind = TRUE) - 1
AC <- which(moreExtremeMat==0, arr.ind = TRUE) - 1
AC <- AC[order(AC[,1],-AC[,2]), , drop=FALSE]
AC <- AC[!duplicated(AC[,1]), , drop=FALSE]
AC <- AC[order(AC[,2],AC[,1]), , drop=FALSE]
AC <- AC[!duplicated(AC[,2]), , drop=FALSE]
#Calculate the possible more extreme test statistic:
Tbls <- which(moreExtremeMat==1, arr.ind = TRUE) - 1
CcondAC <- rep(0, nrow(AC))
for (j in 1:nrow(AC)) {
if (alternative == 'two.sided') {
if (all(AC[j,] == c(Ns[1]-AC[j,1], Ns[2]-AC[j,2]))) {
CcondAC[j] <- maxPvalueLookup(rbind(Tbls, AC[j,]),
int=int, lookupArray=lookupArray, doublePvalue=doublePvalue)$pvalue
} else {
CcondAC[j] <- maxPvalueLookup(rbind(Tbls, AC[j,], c(Ns[1]-AC[j,1], Ns[2]-AC[j,2])),
int=int, lookupArray=lookupArray, doublePvalue=doublePvalue)$pvalue
}
} else {
CcondAC[j] <- maxPvalueLookup(rbind(Tbls, AC[j,]),
int=int, lookupArray=lookupArray, doublePvalue=doublePvalue)$pvalue
}
}
smallestPvalue <- min(round(CcondAC, digits=12))
if (!is.null(reject.alpha) && smallestPvalue > reject.alpha) {
# If looking at a specific dataset, then just return FALSE; otherwise, trying to form rejection region
if (!is.null(data)) { return(FALSE) }
# There are 2 cases where moreExtremeMat may be incorrect and needs to be updated:
# (1) if no tables have been added and even most extreme table is not significant (unlikely)
# (2) if previously added two tables where individually the p-values are < alpha, but together are larger than alpha (possible)
if (checkPrev && maxPvalueLookup(Tbls, int=int, lookupArray=lookupArray, doublePvalue=doublePvalue)$pvalue > reject.alpha) {
moreExtremeMat <- prevMoreExtremeMat
}
return(moreExtremeMat)
}
# Update moreExtremeMat
addRow <- AC[which(round(CcondAC, digits=12) == smallestPvalue), , drop=FALSE] + 1
# If there are ties, use Z-test to break ties
if (nrow(addRow) > 1) {
TXties <- cbind(addRow, apply(addRow, 1, function(x) { TX[TX[ , 1] == (x[1]-1) & TX[ , 2] == (x[2]-1), 3] }))
TXties <- TXties[order(TXties[,3]), ]
addRow <- TXties[TXties[ , 3] <= TXties[1,3], 1:2, drop=FALSE]
}
checkPrev <- (nrow(addRow) > 1)
prevMoreExtremeMat <- moreExtremeMat
for (j in 1:nrow(addRow)) {
moreExtremeMat[addRow[j,1], addRow[j,2]] <- 1
if (alternative == 'two.sided') { moreExtremeMat[Ns[1] + 2 - addRow[j,1], Ns[2] + 2 - addRow[j,2]] <- 1 }
if (length(moreExtremeMat[addRow[j,1], addRow[j,2]-1]) > 0 &&
is.na(moreExtremeMat[addRow[j,1], addRow[j,2]-1])) { moreExtremeMat[addRow[j,1], addRow[j,2]-1] <- 0 }
if (addRow[j,1] <= Ns[1] && length(moreExtremeMat[addRow[j,1]+1, addRow[j,2]]) > 0 &&
is.na(moreExtremeMat[addRow[j,1]+1, addRow[j,2]])) { moreExtremeMat[addRow[j,1]+1, addRow[j,2]] <- 0 }
}
# Check if added row includes data
if (!is.null(data)) {
for (j in 1:nrow(addRow)) {
if (all(addRow[j, ]-1 == data[1,]) || (alternative == "two.sided" && all(c(Ns[1] + 2 - addRow[j,1], Ns[2] + 2 - addRow[j,2])-1 == data[1,]))) {
return(moreExtremeMat)
}
}
}
nIter <- nIter + 1
if (nIter %% 5000 == 0) {
print(paste0("CSM added ", nIter, " more extreme tables so far; may be too computationally intensive and suggest aborting"))
}
}
#Perform recursive loop
#csmTemp(data, moreExtremeMat, Ns, int, alternative, lookupArray, doublePvalue, delta, reject.alpha, checkPrev, prevMoreExtremeMat)
}
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