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# Finding unique state-vector matrices
#
# Author: benderc
###############################################################################
## if many replicates for each timepoint, the gamma matrix will have multiple equal columns
## -> reduce to the unique gamma matrix
uniquegamma <- function(gammax) {
#ind.uniquegamma <- 1 + (as.numeric(unique(colnames(gammax)))-1) * length(colnames(gammax))/length(unique(colnames(gammax)))
reps <- length(colnames(gammax))/length(unique(colnames(gammax)))
ind.uniquegamma <- seq(1,ncol(gammax),by=reps)
gammax[,ind.uniquegamma]
}
## for multiple experiments, the gammaposs-matrix contains all possible state vectors
## reduce the matrix with duplicate columns such that the order of the states is preserved
uniquegammaposs <- function(gammaposs.tmp) {
gammaposs <- gammaposs.tmp[,1,drop=F]
cols <- colnames(gammaposs.tmp)[1]
if(ncol(gammaposs.tmp)>1) {
for(i in 2:ncol(gammaposs.tmp)) {
if(all(gammaposs.tmp[,i]==gammaposs.tmp[,i-1]))
next
gammaposs <- cbind(gammaposs,gammaposs.tmp[,i])
cols <- c(cols, colnames(gammaposs.tmp)[i])
}
}
colnames(gammaposs) <- cols
return(gammaposs)
}
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