## Test of functional diversity (beta) on permuted data
## Theory:
## Randomize data, per usual
## If individual, not a problem; pool and calculate for each ith level
## If sample based, constrained randomization; randomize i-1 within i+1
## Find Beta
## Calculate beta per usual for i-rand at ith level (beta func mult)
## Calculate beta for s-rand
## Pool i-1 samples within the ith level
## Calculate beta funct mult for the ith level
## Calculate p-value
## Per usual? - MBM is leaning this way
## Count of values greater than observed / # randomizations
## SES seems to be common in functional diversity studies, but this is for
## ACTUAL FUNCTIONAL DIVERITY VALUES, NOT FUNCTIONAL BETA DIVERSITY
## Obs - mean(Rand) / SD(Rand)
## Practice:
## Randomize data; run beta.
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