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mrds (version 2.3.0)

prob.se: Average p and average p(0) variance

Description

Computes components of variance for average p=n/N and average p(0) with weights based on empirical covariate distribution, if it contains covariates.

Usage

prob.se(model, fct, vcov, observer = NULL, fittedmodel = NULL)

Value

var

variance

partial

partial derivatives of parameters with respect to fct

covar

covariance of n and average p or p(0)

Arguments

model

ddf model object

fct

function of detection probabilities; currently only average (over covariates) detection probability p integrated over distance or average (over covariates) detection probability at distance 0; p(0)

vcov

variance-covariance matrix of parameter estimates

observer

1,2,3 for primary, secondary, or duplicates for average p(0); passed to fct

fittedmodel

full fitted ddf model when trial.fi or io.fi is called from trial or io respectively

Author

Jeff Laake

Details

Need to add equations here as I do not think they exist in any of the texts. These should probably be checked with simulation.

See Also

prob.deriv