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#'@title prior.pois
#'
#'@description
#'This function computes the Pois prior proposed in Du, Kao and Kou (2015), which is used under the Poisson assumption with conjugate prior. The data is assumed to follow Poisson(\eqn{\lambda}), where \eqn{\lambda} is assumed to have Beta prior with shape parameters \eqn{\alpha} and \eqn{\beta}.
#'
#'@details
#'See Manual.pdf in "data" folder.
#'
#'@param
#'data.x Observed data in vector form where each element represents a single observation.
#'
#'@return
#'Vector for prior parameters in the order of (\eqn{\alpha, \beta})
#'
#'@references
#'Chao Du, Chu-Lan Michael Kao and S. C. Kou (2015), "Stepwise Signal Extraction via Marginal Likelihood." Forthcoming in Journal of American Statistical Association.
#'
#'@examples
#'n <- 20
#'
#'data.x <- rpois(n, 1)
#'data.x <- c(data.x, rpois(n, 10))
#'data.x <- c(data.x, rpois(n, 50))
#'data.x <- c(data.x, rpois(n, 20))
#'data.x <- c(data.x, rpois(n, 80))
#'
#'prior.pois(data.x)
#'
#'
#'@export
prior.pois <- function(data.x)
{
temp.mean <- mean(data.x)
if (temp.mean <= 0)
{
temp.mean <- 1
}
temp.var <- 0
if (length(data.x)>1)
{
temp.var <- var(data.x)
}
if (temp.var<= 0)
{
temp.var <- 1
}
c(temp.mean/(2*temp.var),1/(2*temp.var))
}
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