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# Copyright Barry Rowlingson <b.rowlingson@lancaster.ac.uk> and
# Peter Diggle (c) 1991-3; http://www.maths.lancs.ac.uk/~rowlings/Splancs/
# R port: copyright 1998-2000 by Roger S. Bivand
csr <- function(poly,npoints)
{
ranpts(NULL,poly,npoints)[1:npoints,]
}
ranpts <- function(pts,poly,nprq)
{
# recursively keep generating points until we have more than enough...
# cat("generating ",nprq," points\n")
genpts <- gen(poly,nprq)
npgen <- length(genpts)/2
# cat("generated ",npgen," points\n")
if(npgen != 0)pts <- rbind(pts,genpts)
if (npgen < nprq)
{
pts <- ranpts(pts,poly,nprq-npgen)
}
pts
}
gen <- function(poly,npoints)
{
areap <- areapl(poly)
areab <- areapl(bboxx(bbox(poly)))
xmin <- min(poly[,1],na.rm=TRUE)
xmax <- max(poly[,1],na.rm=TRUE)
ymin <- min(poly[,2],na.rm=TRUE)
ymax <- max(poly[,2],na.rm=TRUE)
aratio <- areab/areap
ngen <- npoints*aratio
xc <- xmin+runif(ngen)*(xmax-xmin)
yc <- ymin+runif(ngen)*(ymax-ymin)
xy <- cbind(xc,yc)
pip(xy,poly)
}
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