Nothing
nestedness <-function(m, null.models=TRUE,
n.nulls=100, popsize=30, n.ind=7,n.gen=2000,
binmatnestout=FALSE
)
{
# old version retired in April 2022; all arguments but first ignored
bmn <- vegan::nestedtemp(m)
# calculates matrix temperature using the binmatnest programm from Miguel Rodriguez-Girones
# Rodriguez-Girones & Santamaria (2006). A new algorithm to calculate the nestedness
# temperature of presence-absence matrices. Journal of Biogeography 33:924-935.
#
# make sure matrix is a valid one as error proofing in the C++ function does not fully work
# and R may crash...
# m <- ifelse(m>0,1,0) # create a binary matrix
# if (popsize<n.ind) n.ind <-popsize- 1 # you cannot pick more individuals then there are in the population...
# bmn <- .C("bmn5",
# mat=as.integer(m), #column dominated....
# n.rows = as.integer(nrow(m)), # notice swapping of cols
# n.cols = as.integer(ncol(m)), # and rows
# temperature = as.double(-1.0),
# n.nullmodels = as.integer(n.nulls),
# population.size = as.integer(popsize),
# n.individuals = as.integer(n.ind),
# binmatnestout = as.integer(binmatnestout),
# n.generations = as.integer(n.gen),
# nullmodels = as.integer(null.models),
# p.null1 = as.double(-1.0),
# mean.temp.null1 = as.double(-1.0) ,
# var.temp.null1 = as.double(-1.0),
# p.null2 = as.double(-1.0),
# mean.temp.null2 = as.double(-1.0) ,
# var.temp.null2 = as.double(-1.0),
# p.null3 = as.double(-1.0),
# mean.temp.null3 = as.double(-1.0) ,
# var.temp.null3 = as.double(-1.0),
# pack.order.col = as.integer(rep(-1,ncol(m))),
# pack.order.row = as.integer(rep(-1,nrow(m))),
# PACKAGE="bipartite")
# if (min(bmn$pack.order.col,bmn$pack.order.row)>-1) bmn$packed.matrix <- m[bmn$pack.order.row,bmn$pack.order.col]
bmn
}
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