Description Usage Arguments Details Value Author(s) See Also Examples
Draws a Halton Iterative Partition (HIP) sample from a
SpatialPoints*
object.
1 | hip.polygon(x, n, bases = c(2, 3), J = c(8, 5))
|
x |
A |
n |
Target sample size. Target number of locations to draw from the set of points
contained in |
bases |
2X1 vector of Halton bases. These must be co-prime. |
J |
A 2X1 vector of base powers. |
A brief description of Halton Iterative Partition (HIP) sampling for polygons:
Given a set of Halton Iterative Partition parameters x
(SpatialPoints* object), n
(sample size),
bases
, and J
,
a lattice of Halton boxes is constructed iteratively over the bounding box of the input points.
This results in prod(bases^J)
Halton boxes on the bounding box to cover all points in the point resource. The
target should be one point per box, or prod(bases^J) == n
.
The Halton index of all boxes is computed and assigned to points that lie
in each box. Finally, a random number between 0 and the largest Halton index is
drawn, and the next n
coordinates in the mapped real numbers are taken as
the sample.
A SpatialPoints*
object containing locations in the HIP sample.
Additional attributes of the output object, beyond those which
make it a SpatialPoints*
, are:
frame
: Name of the input sampling frame.
frame.type
: Type of resource in sampling frame. (i.e., "polygon").
sample.type
: Type of sample drawn. (i.e., "HIP").
J
: Exponents of the bases used to form the lattice of
Halton boxes. This is either the input J
, or the J
vector
computed by halton.indices
.
bases
: Bases of the Halton sequence used to draw the sample.
hl.bbox
: The bounding box around points in x
used to
draw the sample. See halton.indices
.
Michael Kleinsasser, Aidan McDonald
1 2 3 4 | # Draw sample of cities in the state of Washington
data(WA)
samp <- hip.polygon( WA, 100, J = c(3,2))
|
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