## S3 method for class 'secr':
simulate(object, nsim = 1, seed = NULL, maxperpoly = 100,
chat = 1, ...)
sim.secr(object, nsim = 1, extractfn = function(x) c(deviance =
deviance(x), df = df.residual(x)), seed = NULL, maxperpoly = 100,
data = NULL, tracelevel = 1, hessian = "none", start =
object$fit$par, ncores = 1)simulate.secrsecr.fitsimulate.secr, a list of data sets (`capthist' objects). This
list has class c("list","secrdata"); the initial state of the random
number generator (roughly, the value of .Random.seed) is stored as the
attribute `seed'.
The value from sim.secr depends on extractfn: if that
returns a numeric vector of length n.extract then the value is a
matrix with dim = c(nsim, n.extract) (i.e., the matrix has one
row per replicate and one column for each extracted value). Otherwise,
the value returned by sim.secr is a list with one component per
replicate (strictly, an object of class = c("list","secrlist")). Each
simulated fit may be retrieved in toto by specifying
extractfn = identity, or slimmed down by specifying
extractfn = NULL or extractfn = trim, which are
equivalent.
For either form of output from sim.secr the initial state of the
random number generator is stored as the attribute `seed'.simulate.secr calls sim.popn to
generate session- and group-specific realizations of the (possibly
inhomogeneous) 2-D Poisson distribution fitted in object, across
the habitat mask(s) in object. Group subpopulations are combined
using rbind.popn within each session; information to
reconstruct groups is retained in the individual-level factor
covariate(s) of the resulting popn object (corresponding to
object$groups). Each population is then sampled using the fitted
detection model and detector (trap) array(s) in object.
The random number seed is managed as in simulate.lm.
simulate.secr does not yet work with models fitted using
conditional likelihood (object$CL = TRUE). Detector type is
determined by detector(traps(object$capthist)), which should be one of
"single", "multi", "proximity", "areasearch" or "count".
sim.secr is a wrapper function. If data = NULL (the
default) then it calls simulate.secr to generate nsim new datasets. If
data is provided then nsim is taken to be
length(data). secr.fit is called to fit the original model
to each new dataset. Results are summarized according to the
user-provided function extractfn. The default extractfn
returns the deviance and its degrees of freedom; a NULL value for
extractfn returns the fitted secr objects after
trimming to reduce bulk. Simulation uses the detector type
of the data, even when another likelihood is fitted (this is the case
with single-catch data, for which a multi-catch likelihood is fitted).
Warning messages from secr.fit are suppressed.
extractfn should be a function that takes an secr object
as its only argument.
tracelevel=0 suppresses most messages; tracelevel=1 gives a
terse message at the start of each fit; tracelevel=2 also sets
`details$trace = TRUE' for secr.fit, causing each likelihood
evaluation to be reported.
hessian controls computation of the Hessian matrix from which
variances and covariances are obtained. hessian replaces the
value in object$details. Options are "none" (no variances),
"auto" (the default) or "fdhess" (see secr.fit). It is OK
(and faster) to use hessian="none" unless extractfn needs
variances or covariances. Logical TRUE and FALSE are interpreted by
secr.fit as "auto" and "none".
If ncores > 1 the sim.capthist is a more direct way to simulate data from a null
model (i.e. one with constant parameters for density and detection), or
from a time-varying model.sim.capthist, secr.fit, simulate## previously fitted model
simulate(secrdemo.0, nsim = 2)
## this would take a long time...
sims <- sim.secr(secrdemo.0, nsim = 99)
deviance(secrdemo.0)
devs <- c(deviance(secrdemo.0),sims$deviance)
quantile(devs, probs=c(0.95))
rank(devs)[1] / length(devs)
## to assess bias and CI coverage
extrfn <- function (object) unlist(predict(object)["D",-1])
sims <- sim.secr(secrdemo.0, nsim = 50, hessian = "auto",
extractfn = extrfn)
sims
## with a larger sample, could get parametric bootstrap CI
quantile(sims[,1], c(0.025, 0.975))Run the code above in your browser using DataLab