Nothing
# ++++++++++++++++++++++++++++++++++++++++++++
# Generate the indexes of the neighbors polygones on a regular grid
# of polygones: the neighbors of J are the polygones
# located in the square composed by "nvois" polygones around J.
#NOTE: The polygones are numbered from the left to the right,
# from bottom to top
# ++++++++++++++++++++++++++++++++++++++++++++
generVois <- function (np=10, nvois=1) {
npoly <- np*np
retour <- matrix(NA, ncol=2)
for (j in 1:npoly) {
# The extreme polygons of the neighborhood at the bottom,
# on the left and on the right
# Verify that these polys are in the frame
re <- j%%np
# number of free compartments on the left and on the right of j
if (re==0)
{
nlibresg <- np-1
nlibresd <- 0
} else {
nlibresg <- re-1
nlibresd <- np-re
}
nvg <- min(nvois, nlibresg)
nvd <- min(nvois, nlibresd)
# The extreme polygons of the neighborhood at the bottom,
# on the left and on the right, are then:
bas <- c(j-(np*nvois)-nvg, j-(np*nvois) + nvd)
# Generate all the indexes of the squares from those:
i<-1
while( i <= ((nvois*2)+1)) {
if (all(bas>npoly)) break
while ( all(bas<=0)) {
bas <- bas+np
i<-i+1
next
}
for (iv in bas[1]:bas[2])
retour <- rbind(retour, c(j, iv))
bas <- bas+np
i<-i+1
} # fin i
} # fin j
# Remove the polys outside the frame
retour <- retour[retour[,2]>0,, drop=FALSE]
retour <- retour[retour[,2]<=npoly, , drop=FALSE]
return(retour[2:nrow(retour),,drop=FALSE])
} #end generVois
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