Estimate recruitment using DeCesare et al. (2012) methods.
bbr_recruitment(
x,
adult_female_proportion = 0.65,
sex_ratio = 0.5,
variance = "bootstrap",
year_start = 4L
)
The return object has these columns:
Population name
Year sampled
Recruitment estimate
SE
Confidence limit
Confidence limit
Groups sampled
Estimated female calves
Estimated adult females
A data frame that has recruitment data.
Assumed or estimated proportion of females in the population used to assign unknown sex caribou. Values must be between 0 and 1. Can be set to 0 to exclude unknown sex caribou from recruitment estimates. The default is set at 0.65.
Sex ratio of caribou at birth used to assign calves and yearlings as male or female. Sex ratio is defined as the proportion females at birth. Values must be between 0 and 1. The default is set at 0.5.
Estimate variance using "binomial" or "bootstrap". The default is set as "bootstrap".
A whole number between 1 and 12 indicating the month of the start of the caribou (i.e., biological) year. By default, April is set as the start of the caribou year.
A data frame. The columns are listed in the format section.
x
needs to be formatted in a certain manner. To confirm the input
data frame is in the right format you can use the
bbd_chk_data_recruitment
function. See the vignette("methods", package = "bbouretro")
for the
equations used in this function.
User’s can input the assumed proportion of females in the population (to estimate females from adult caribou that have unknown sex) as well as sex ratio at birth.
DeCesare, Nicholas J., Mark Hebblewhite, Mark Bradley, Kirby G. Smith, David Hervieux, and Lalenia Neufeld. 2012 “Estimating Ungulate Recruitment and Growth Rates Using Age Ratios.” The Journal of Wildlife Management 76 (1): 144–53 https://doi.org/10.1002/jwmg.244.
recruitment_est <- bbr_recruitment(
bboudata::bbourecruit_a,
adult_female_proportion = 0.65,
sex_ratio = 0.5,
variance = "binomial"
)
recruitment_est <- bbr_recruitment(
bboudata::bbourecruit_a,
adult_female_proportion = 0.60,
sex_ratio = 0.65,
variance = "bootstrap"
)