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Sequential Analysis
Design Methods and Applications
Volume 6, 1987 - Issue 2
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Original Articles

An urn model for the mult-sample capture/recapture sequental tagging process

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Pages 179-186 | Published online: 29 Mar 2007

References

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  • Good , I.J. 1950 . Probability and the weighing of evidence , 119 – 119 . London : Charles Griffin .
  • Goodman , L.A. 1953 . Sequential sampling tagging for population size problems . Ann. Math. Statist. , 24 : 56 – 69 .
  • Feller , W. 1968 . An introduction to probability theory and its applications , New York : John Wiley . 509pp
  • Johnson , N.L. and Kotz , S. 1977 . Urn models and their applications: an approach to modern discrete probability theory , 402 – 402 . New York : John Wiley .
  • Leite J.G. Exact estimates of the size of a finite and closed population (in Portuguese) Universidade de Sao Paulo Sao Pulo, Brazil 1986 Doctoral dissertation
  • Samuel , E. 1968 . Sequential maximum likelihood estimator of the size of a population . Ann. Math. Statist. , 39 : 1057 – 68 .
  • Seber , G.A.F. 1986 . A review of estimating animal abundance . Biometries , 42 : 92 – 267 .
  • Sen , P.K. 1982 . A renewal theorem for an urn model . Ann. Probability , 10 : 43 – 838 .

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