Description Usage Arguments Details Value Author(s) References Examples
Fit the Occupancy model of Royle and Nichols
1 2 |
formula |
double right-hand side formula describing covariates of detection and occupancy in that order. |
data |
unmarkedFrameOccu supplying data to the model. |
K |
the upper summation index used to numerically integrate out the latent abundance. |
starts |
initial values for the optimization. |
method |
Optimization method used by |
control |
Other arguments passed to |
se |
logical specifying whether or not to compute standard errors. |
See unmarked for detailed descriptions of passing data y,
covdata.site, and covdata.obs, and specifying covariates
with stateformula and detformula.
This function fits the latent abundance mixture model described in Royle and Nichols (2003).
The latent abundance of site i is modelled as Poisson:
N_i ~ Poisson(lambda_i)
The detection of a single individual in site i during sample j is modelled as Bernoulli:
w_ij ~ Bernoulli(r_ij)
.
Thus, the detection probability for a single site is linked to the detection probability for an individual by
p_ij = 1 - (1 - r_ij) ^ N_i
Covariates of lambda_i are modelled with the log link and covariates of r_ij are modelled with the logit link.
unmarkedFit object describing the model fit.
Ian Fiske
Royle, J. A. and Nichols, J. D. (2003) Estimating Abundance from Repeated Presence-Absence Data or Point Counts. Ecology, 84(3) pp. 777–790.
1 2 3 | data(birds)
woodthrushUMF <- unmarkedFrameOccu(woodthrush.bin)
(fm.wood.rn <- occuRN(~ obs ~ 1, woodthrushUMF))
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