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# simCountBin
# simCountNorm
# simCountPois
#########################################
#
# Function to simulate population survey data assuming a binomial sampling process
#
# It is assumed that all individuals have the same probability to be counted
#
# Input variables
# N: Annual number of individuals at risk of detection (usually population size)
# psur: vector with the annual detection probabilities of the individuals at risk of counting
#
#
# Last-up date: 9.6.2016, M.Schaub
#
################################################
simCountBin <- function(N, pDetect){
N <- round(N)
stopifNegative(N, allowNA=FALSE, allowZero=TRUE)
nYears <- length(N)
stopifnotProbability(pDetect, allowNA=FALSE)
pDetect <- fixAvector(pDetect, nYears)
count <- rbinom(nYears, N, pDetect)
return(list(pDetect = pDetect, count = count))
}
#########################################
#
# Function to simulate population survey data assuming a Normal sampling process
#
# It is assumed that individuals may be double counted and missed at the same rate
#
# Input variables
# N: Annual number of individuals at risk of detection (usually population size)
# sigma: vector with the annual observation error (SD)
#
#
# Last-up date: 9.6.2016, 26.11.2019, M.Schaub
#
################################################
simCountNorm <- function(N, sigma){
N <- round(N)
stopifNegative(N, allowNA=FALSE, allowZero=TRUE)
nYears <- length(N)
stopifNegative(sigma, allowNA=FALSE, allowZero=TRUE)
sigma <- fixAvector(sigma, nYears)
SUR <- round(rnorm(nYears, N, sigma))
SUR <- pmax(0, SUR)
return(list(sigma = sigma, count = SUR))
}
#########################################
#
# Function to simulate population survey data assuming a Poisson sampling process
#
# It is assumed that individuals may be double counted and missed at the same rate
#
# Input variables
# N: Annual number of individuals at risk of detection (usually population size)
#
#
# Last-up date: 6.12.2019, M.Schaub
#
################################################
simCountPois <- function(N){
N <- round(N)
stopifNegative(N, allowNA=FALSE, allowZero=TRUE)
count <- rpois(length(N), N)
return(list(count = count))
}
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