rtopDisc | R Documentation |
rtopDisc
will discretize an area for
regularization or calculation of Ghosh-distance
## S3 method for class 'rtop'
rtopDisc(object, params = list(),...)
## S3 method for class 'SpatialPolygonsDataFrame'
rtopDisc(object, params = list(), bb = bbox(object), ...)
## S3 method for class 'SpatialPolygons'
rtopDisc(object, params = list(), bb = bbox(object), ...)
## S3 method for class 'rtopVariogram'
rtopDisc(object, params = list(), ...)
object |
object of class |
bb |
boundary box, usually modified to be the common boundary box for two spatial object |
params |
possibility to pass parameters to modify the default parameters for
the
|
... |
Possibility to pass individual parameters |
There are different options for discretizing the objects. When the areas
from the bins are discretized, the options are random
or regular
sampling,
regular
sampling is the default.
For the real areas, regular sampling appears to have computational advantages compared
with random sampling. In addition to the traditional regular sampling, rtop
also offers a third type of sampling which assures that the same discretization
points are used for overlapping areas.
Starting with a coarse grid covering the region of interest, this will for a certain support be refined till a requested minimum number of points from the grid is within the support. In this way, for areal supports, the number of points in the area with the largest number of points will be approximately four times the requested minimum number of points. This methods also assure that points used to discretize a large support will be reused when discretizing smaller supports within the large one, e.g. subcatchments within larger catchments.
The function returns a list of discretized areas, or if called with an rtop-object as argument, the object with lists of discretizations of the observations and prediction locations (if part of the object). If the function is called with an rtopVariogram (usually this is an internal call), the list contains discretized pairs of hypothetical objects from each bin of the semivariogram with a centre-to-centre distance equal to the average distance between the objects in a certain bin.
Jon Olav Skoien
Skoien J. O., R. Merz, and G. Bloschl. Top-kriging - geostatistics on stream networks. Hydrology and Earth System Sciences, 10:277-287, 2006.
Skoien, J. O., Bloschl, G., Laaha, G., Pebesma, E., Parajka, J., Viglione, A., 2014. Rtop: An R package for interpolation of data with a variable spatial support, with an example from river networks. Computers & Geosciences, 67.
rtopVariogram
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