laake.a | R Documentation |
Calculates the probability that an animal is available at least once while within detectable region, using the method of Laake et al. (1997), Eqn (4). Does this for each of a set of m 2-state Markov model availability parameters passed to it and returns probabilities and their mean.
laake.a(hmm.pars, ymax, spd = NULL)
hmm.pars |
is a list with 2x2xm Markov model transition matrices (in which state 1 is UNavailable) in element $Pi (where m is number of availability parameter sets). |
ymax |
is maximum forward distance to consider (‘w’ in Laake et al. (1997), Eqn (4)). |
spd |
speed of observer. Needed to convert time (units of |
See Laake et al. (1997), Eqn (4), or Borchers et al. (2013) for details of Laake's method.
Borchers, D.L., Zucchini, W., Heide-Jorgenssen, M.P., Canadas, A. and Langrock, R. 2013. Using hidden Markov models to deal with availability bias on line transect surveys. Biometrics.
Laake, J., Calambokidis, J., Osmek, S., and Rugh, D. 1997. Probability of detecting harbor porpoise from aerial surveys: estimating g(0). Journal of Wildlife Management 61, 63-75.
instant.a
, mclaren.a
, richard.a
Ea=c(10,12);Eu=c(20,22);seEa=c(2,3);seEu=c(4,6);covEt=c(2,3)
hmm.pars=make.hmm.pars.from.Et(Ea,Eu,seEa,seEu,covEt)
laake.a(hmm.pars,ymax=200,spd=4) # because hmm.pars is in units of time, not distance, you need to specify spd.
Add the following code to your website.
For more information on customizing the embed code, read Embedding Snippets.