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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
khvmat <- function(pts1,pts2,poly,s)
{
# mathlib.dynam("splancs","khvmat.o")
storage.mode(poly) <- "double"
storage.mode(pts1) <- "double"
storage.mode(pts2) <- "double"
storage.mode(s) <- "double"
ns <- length(s)
np <- npts(poly)
xp <- c(poly[, 1],poly[1,1])
yp <- c(poly[, 2],poly[1,2])
n1 <- npts(pts1);n2 <- npts(pts2);n <- n1+n2
smax <- max(s)
x <- c(pts1[, 1], pts2[, 1])
y <- c(pts1[, 2], pts2[, 2])
bvec <- vector(mode="numeric", length=ns)
table <- matrix(0,ncol=ns,nrow=n)
cmat <- matrix(0,ncol=ns,nrow=ns)
slist <- .Fortran("khvmat",
x,
y,
as.integer(n),
as.integer(n1),
as.integer(n2),
xp,
yp,
as.integer(np),
s,
as.integer(ns),
as.double(table),
as.double(bvec),
varmat=as.double(cmat),
PACKAGE="splancs")
ans <- matrix(slist$varmat,nrow=ns,byrow=TRUE)
ans <- ans+t(ans)
diag(ans) <- diag(ans)/2
ans
}
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