A continuous time version and a generalization of a Markov-recapture model for trapping experiments
MATHEMATICAL BIOSCIENCES, 214(1-2), 11–19.
author keywords: capture-recapture experiment; discrete and continuous time Markov process; uniformization; transition probability matrix; multinomial distribution; maximum likelihood estimation; population size estimation
MeSH headings : Algorithms; Animals; Biometry / methods; Computer Simulation; Ecology / methods; Likelihood Functions; Markov Chains; Models, Statistical; Population Density; Time Factors
TL;DR:
A four-state discrete time Markov process is proposed, which describes the structure of a marking-capture experiment as a method of population estimation and provides a mark-recapture estimate from a single trap observation by allowing subjects to mark themselves.
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Markov-recapture population estimates: a tool for improving interpretation of trapping experiments