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Discrete-Time vs. Continuous-Time Capture-Recapture Models-In Honor of Professor T. Y. Hwang's Retirement

並列摘要


We consider a framework for linking two types of capture-recapture models (discrete-time and continuous-time models). Under our framework, the inference procedures for population size under the two types of models and the relative asymptotic efficiency are examined. It has been conjectured or intuitively thought that that the population size estimation under a continuous-time model is more efficient than that under a corresponding discrete-time model, but this conjecture/thought has not been theoretically justified in the literature. Our linking framework enables us to provide a theoretical justification for the MLE of population size when time or behavior response affect the capture probabilities. When both time and behavioral response exist, although a theoretical proof is currently not feasible, all numerical results also support the validity of the conjecture.

參考文獻


Becker, N. C.,Heyde, C. C.(1990).Estimating population size from multiple recapture experiments.Stochastic Process and Their Application.36,77-83.
Chao, A.(2001).An overview of closed capture-recapture models.Journal of Agricultural, Biological and Ecological Statistics.6,158-175.
Chao, A.,Chu, W. T.,Hsu, C.-H.(2000).Capture-recapture when with the time and behavioral response affect capture probabilities.56,427-433.
Chao, A.,P. Armitage,T. Colton(Edited)(1998).Capture-Recapture in Encyclopedia of Biostatistics.New York:Wiley.
Craig, C. C.(1953).On the utilization of marked specimens in estimating populations of flying insects.Biometrika.40,170-176.

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