The use of auxiliary variables in capture-recapture modelling: An overview

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WinBUGS for population ecologists: bayesian modeling using markov chain Monte Carlo methods (2009, methodology): “We now turn to the incorporation of covariates in the CJS model (North and Morgan 1979; Pollock et al. 1984; Clobert and Lebreton 1985; Lebreton et al. 1992; see Pollock 2002 for a review).”
Individual heterogeneity and capture–recapture models: what, why and how? (2018, background): “Then, the contribution of individual i to the model likelihood is: Pr h p pi( ) = −( )φ φ1 (1) Now let us assume that we are able to measure individual heterogeneity under the form of an individual covariate, say xi, which takes a specific value for individual i (Pollock 2002).”
Chapter 3 Modeling Individual Animal Histories with Multistate Capture–Recapture Models (2009, background): “Joe and Pollock (2002) and Ergon et al. (2009) have developed models that permit survival during an interval to depend on the states at occasions k and k þ 1 (states u and v), by assuming different distributions of transition times during an interval.”