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# Copyright(c) 1986 Association of Universities for Research in Astronomy Inc.
include <pkg/rg.h>
# RG_BIN -- Average or median of data.
#
# The ranges are broken up into subranges of at most abs (nbin) points. The
# subranges are averaged if nbin > 1 and medianed if nbin < 1.
# The output array must be large enough to contain the desired points.
# If the ranges are merged then the input and output arrays may be the same.
procedure rg_binr (rg, nbin, in, nin, out, nout)
pointer rg # Ranges
int nbin # Maximum points in average or median
real in[nin] # Input array
int nin # Number of input points
real out[ARB] # Output array
int nout # Number of output points
int i, j, k, n, npts, ntemp
real asumr(), amedr()
errchk rg_packr
begin
# Error check the range pointer.
if (rg == NULL)
call error (0, "Range descriptor undefined")
# If the bin size is exactly one then move the selected input points
# to the output array.
if (abs (nbin) == 1) {
call rg_packr (rg, in, out)
return
}
# Determine the subranges and take the median or average.
npts = abs (nbin)
ntemp = 0
do i = 1, RG_NRGS(rg) {
if (RG_X1(rg, i) > RG_X2(rg, i)) {
j = min (nin, RG_X1(rg, i))
k = max (1, RG_X2(rg, i))
while (j >= k) {
n = max (0, min (npts, j - k + 1))
k = k - n
ntemp = ntemp + 1
if (nbin > 0)
out[ntemp] = asumr (in[k + 1], n) / n
else
out[ntemp] = amedr (in[k+1], n)
}
} else {
j = max (1, RG_X1(rg, i))
k = min (nin, RG_X2(rg, i))
while (j <= k) {
n = max (0, min (npts, k - j + 1))
ntemp = ntemp + 1
if (nbin > 0)
out[ntemp] = asumr (in[j], n) / n
else
out[ntemp] = amedr (in[j], n)
j = j + n
}
}
}
nout = ntemp
end
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