Deal with bounded upper bins
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djhunter commented
The functions all estimate the mean assuming the top bin is unbounded. If the top bin is bounded, we should estimate the mean using something like the following.
if(is.null(m)) # no mean provided, so make one up
m <- sum(0.5*(bEdges[1:L]+c(0, bEdges[1:(L-1)]))*bCounts/tot)