Nothing
.samplingVarMeans = function(ssBB.mc)
{
#---------------------------------------------------------------------------
#
# This little routine will calculate the approximate sampling variances
# of the means from the MC replications, which are determined in
# the "monteBigBAF" constructor.
#
# Note that this can be used as the "true" variance of the mean for
# each sampling surface as it will converge with increasing MC reps.
#
# In this case, to get the standard errors, just take the square root of the
# entire sampVars df.
#
# Arguments...
# ssBB.mc = a "monteBigBAF" object from monte
#
# Returns...
# -- a data frame with the summary results
#
#**>Note: currently it excludes the tvbar, but I do not like using [1:4] here
# as things may change, and why not include these??? Thinking...
#
#Author... Date: Nov-2019
# Jeffrey H. Gove
# USDA Forest Service
# Northern Research Station
# 271 Mast Road
# Durham, NH 03824
# jhgove@unh.edu
# phone: 603-868-7667 fax: 603-868-7604
#---------------------------------------------------------------------------
#
# just a quick check...
#
if(!is(ssBB.mc, 'monteBigBAF'))
stop('ssBB.mc object not of class "monteBigBAF"')
#
# simpler to get these here than pass them...
#
n = ssBB.mc@n
n.names = names(n)
nn = length(n)
meanNames = names(ssBB.mc@means) #include "tvbar" in the mix
#
# set up the data frame for the sampling variances of the means...
#
sampVars = data.frame(matrix(NA_real_, nrow = length(meanNames), ncol = nn))
colnames(sampVars) = n.names
rownames(sampVars) = meanNames
#
# loop though each data frame of estimated means & calculate the vars for each n...
#
for(s in seq_along(meanNames))
sampVars[s,] = apply(ssBB.mc@means[[meanNames[s]]], 2, var, na.rm = TRUE)
#
# wrap the variances and standard errors of the means in a list like other quantities...
#
sm.all = list()
sm.all$sm.varMeans = sampVars
sm.all$sm.stErrs = sqrt(sampVars)
return(sm.all)
} #.samplingVarMeans
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