Description Usage Arguments Details Examples
Calculates the probability density function for the estimated
location of one or more range centres, i.e. f(X | Ω). Acts as a
wrapper function for fxi.secr
.
1 2 |
fit |
a fitted secrgam model (returned from
|
i |
integer or character vector of individuals for which to plot contours |
col |
integer or character vector of colour for individuals' contours |
X |
2-column matrix of x- and y- coordinates (e.g. the original mask) |
plt |
logical to do contour plot |
add |
logical to add to existing plot |
sessnum |
session number if |
border |
width of blank margin around the outermost detectors |
normal |
logical; should values of pdf be normalised? |
... |
additional arguments passed to contour. |
fxi.secr
returns a vector of probability densities assuming a
uniform density distribution,
f(x_i | ω_i) = P(ω_i | x_i) / ∑ P(ω_i | x_i)
fxi.secrgam
returns a vector of probability densities for any
density distribution,
f(x_i | ω_i) = P(ω_i | x_i) D(x_i) / ∑ [ P(ω_i | x_i) D(x_i) ]
Needs to be tested for cases where density model has fixed parameters. Also assumes that log link is used for density.
1 2 3 4 5 6 7 8 9 10 | data(Boland.fits1)
# capture history data
plot(fit1.a3$capthist)
# look at data for animal 20
animal = 20
k = apply(fit1.a3$capthist[animal,,], 2, sum) > 0
points(traps(fit1.a3$capthist)[k,], col = 2, pch = 19)
fxi.secrgam(fit1.a3, i = animal, add = TRUE)
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