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# Simulated draws from posterior of a Poisson likelihood with gamma prior
# =======================================================================
# The gamma prior is specified by mode and SD.
# y is total count, n is the sample size, eg, y=10 ticks on n=6 rats.
Bpoisson <- function(y, n, priors=NULL, draws=10000, ...) {
if(!is.null(list(...)$sample)) {
message("*The 'sample' argument is deprecated, please use 'draws'.*")
draws <- list(...)$sample
}
if(!is.null(priors$mode) && priors$mode <= 0)
stop("priors$mode must be greater than 0.")
if(!is.null(priors$sd) && (priors$sd <= 0 ))
stop("priors$sd must be greater than 0.")
if(is.null(priors$mode) || is.null(priors$sd)) {
pr_shape <- 1
pr_rate <- 0
} else {
pr_rate <- with(priors, mode + sqrt(mode^2 + 4 * sd^2) / (2 * sd^2) )
pr_shape <- 1 + priors$mode * pr_rate
}
po_shape <- pr_shape + y
po_rate <- pr_rate + n
post <- rgamma(draws, po_shape, po_rate)
out <- mcmcOutput(data.frame(lambda = post),
header = "Values drawn from gamma posterior distribution")
attr(out, "call") <- match.call()
return(out)
}
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