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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