| bw.locppm | R Documentation |
Uses cross-validation to select a smoothing bandwidth for locally fitting a Poisson or Gibbs point process model.
bw.locppm(...,
method = c("fft", "exact", "taylor"),
srange = NULL, ns = 9, sigma = NULL,
additive = TRUE,
verbose = TRUE)
... |
Arguments passed to |
method |
Method of calculation. The default |
srange |
Range of values of the smoothing parameter |
ns |
Number of values of the smoothing parameter |
sigma |
Vector of values of the smoothing parameter to be searched.
Overrides the values of |
additive |
Logical value indicating whether to calculate the leverage
approximation on the scale of the intensity ( |
verbose |
Logical value indicating whether to display progress reports. |
This function determines the optimal value of the smoothing
parameter sigma to be used in a call to locppm.
The function locppm fits
a Poisson or Gibbs point process model
to point pattern data by local composite likelihood.
The degree of local smoothing is controlled by a smoothing parameter
sigma which is an argument to locppm.
This function bw.locppm determines the optimal value of
sigma by cross-validation.
For each value of sigma in a search interval,
the function bw.locppm fits the model locally
with smoothing bandwidth sigma,
and evaluates the composite likelihood cross-validation criterion
LCV(sigma) defined in Baddeley (2016), section 3.2.
The value of sigma which maximises LCV(sigma) is returned.
A numerical value giving the selected bandwidth.
The result also belongs to the class "bw.optim"
which can be plotted.
.
locppm
Ns <- if(interactive()) 16 else 2
b <- bw.locppm(swedishpines, ~1, srange=c(2.5,4.5), ns=Ns)
b
plot(b)
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