Nothing
####################
# auxiliary function to make median correlation consistent
# input
# x: estimated median correlation
# a: vector of simulated expection values of mediancorrelation under a true correlation of b
# b: vector of correlations were the expection value of mediancorrelation is simulated
####################
linearinterpol <- function(x, a, b) {
# the transformation to the sonsistent value is calculated by a linear interpolation based on the lattice of b respective a
ob <- which(x<=a)[1] # determining the lower bound
# check whether the estimated correlation is in the area where the inverse transformation is known:
if(is.na(ob)){
warning("The correlation is out of the simulated bounds. Therefore the correlation can not be transformed correctly.")
return(max(b))
}
if (ob==1){
warning("The correlation is out of the simulated bounds. Therefore the correlation can not be transformed correctly.")
return(min(b))
}
un <- ob - 1
value <- b[un] + 0.05 / (a[ob] - a[un]) * (x - a[un]) # linear interpolation
return(value)
}
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