Eric Rexstad Senior Research Fellow, CREEM, Univ. of St Andrews, Charity SC013532 | |
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The detection functions attached to the previous post were fitted with a half-normal key function, no adjustments, no covariates.
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Leo
The issue is degrees of freedom. With binned data, degrees of freedom is the number of bins minus 1. For example, distances recorded in 4 distance categories leaves the analyst with 3 degrees of freedom.
If a half normal key function with a factor covariate with 2 levels, that model has 2 parameters (intercept and offset for the second level). Fitting that model to the 4 bin data would leave 1 degree of freedom for evaluating the chi-square goodness of fit.
However, if a hazard rate key function with the same two level factor covariate were fitted to the same data, this model would have 3 parameters, the same number as degrees of freedom, leaving no degrees of freedom available for the chi-square goodness of fit test.
With multiple factor covariates in the
detection function model, the number of parameters in such
models quickly exceeds the number of degrees of freedom from
binned data.
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-- Eric Rexstad Centre for Ecological and Environmental Modelling University of St Andrews St Andrews is a charity registered in Scotland SC013532