Description Usage Arguments Value Note Author(s) See Also Examples
View source: R/rdraws_rpvals.R
Returns a vector of random draws from the Bailey estimator in a mark-recapture experiment, given values of the true abundance and the sample size in both events. The function first simulates a vector of recaptures (m2) from a binomial distribution, and then uses these to compute a vector of draws from the estimator.
If capture probabilities (p1
and/or p2
) are specified instead of sample size(s), the sample size(s) will first be drawn from a binomial distribution, then the number of recaptures. If both sample size and capture probability are specified for a given sampling event, only the sample size will be used.
1 |
length |
The length of the random vector to return. |
N |
The value of the true abundance. This may be a single number or
vector of values equal to |
n1 |
Number of individuals captured and marked in the first sample. This
may be a single number or vector of values equal to |
n2 |
Number of individuals captured in the second sample. This may be a
single number or vector of values equal to |
p1 |
Alternately, probability of capture in the first sample. This
may be a single number or vector of values equal to |
p2 |
Alternately, probability of capture in the second sample. This may be a
single number or vector of values equal to |
A vector of random draws from the Bailey estimator
Any Petersen-type estimator (such as this) depends on a set of assumptions:
The population is closed; that is, that there are no births, deaths, immigration, or emigration between sampling events
All individuals have the same probability of capture in one of the two events, or complete mixing occurs between events
Marking in the first event does not affect probability of recapture in the second event
Individuals do not lose marks between events
All marks will be reported in the second event
Matt Tyers
NBailey, vBailey, seBailey, pBailey, powBailey, ciBailey
1 2 | draws <- rBailey(length=100000, N=500, n1=100, n2=100)
plotdiscdensity(draws) #plots the density of a vector of discrete values
|
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