k
random points in each tile.stratrand(window, nx, ny, k = 1)
x
and y
, which are numeric
vectors giving the coordinates of the random points.window
is divided into
a regular $nx \times ny$ grid of rectangular tiles.
In each tile, k
random points are generated independently
with a uniform distribution in that tile. Note that some of these grid points may lie outside the window,
if window
is not of type "rectangle"
. The function
inside.owin
can be used to select those grid points
which do lie inside the window. See the examples.
This function is useful in creating dummy points for quadrature
schemes (see quadscheme
) as well as in simulating
random point patterns.
quad.object
,
quadscheme
,
inside.owin
,
gridcentres
w <- unit.square()
xy <- stratrand(w, 10, 10)
plot(w)
points(xy)
# polygonal boundary
bdry <- list(x=c(0.1,0.3,0.7,0.4,0.2),
y=c(0.1,0.1,0.5,0.7,0.3))
w <- owin(c(0,1), c(0,1), poly=bdry)
xy <- stratrand(w, 10, 10, 3)
plot(w)
points(xy)
# determine which grid points are inside polygon
ok <- inside.owin(xy$x, xy$y, w)
plot(w)
points(xy$x[ok], xy$y[ok])
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