Sequential Sampling Tagging for Population Size Problems
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Publication:5817896
DOI10.1214/aoms/1177729082zbMath0050.14805OpenAlexW2030372139MaRDI QIDQ5817896
Publication date: 1953
Published in: The Annals of Mathematical Statistics (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1214/aoms/1177729082
Related Items (20)
Risk-Efficient Sequential Estimation of the Number of Multinomial Cells ⋮ Bayesian Estimation of the Size of a Population Under a Sequential Sampling Design ⋮ Stopping rules for complete coverage under sequential tagging ⋮ A procedure for complete fault detection with a removal process ⋮ Bayes sequential estimation of the size of a finite population ⋮ A plant-capture approach for achieving complete coverage of a population ⋮ Sequentially estimating the required optimal observed number of tagged items with bounded risk in the recapture phase under inverse binomial sampling ⋮ A note on sequential estimation of the size of a population under a general loss function ⋮ On statistical analysis of a sample from a population of unknown species ⋮ Sequential confidence intervals for the number of cells in a multinomial population ⋮ Estimation of the size of a finite population in sequatial sampling:truncatedcombinatiorial numbers ⋮ Comparison of Stopping Rules in Sequential Estimation of the Number of Classes in a Population ⋮ Bernoulli Sequential Estimation of the Size of a Finite Population ⋮ Minimum risk point estimation of the size of a finite population under mark–recapture strategy ⋮ Numerical versus asymptotic sequential interval estimation of population sizes ⋮ Sequential search algorithm for estimation of the number of members of a given population ⋮ An urn model for the mult-sample capture/recapture sequental tagging process ⋮ Exact Maximum Likelihood Estimate of a Finite Population Size ⋮ Estimation of the population totoal when the population size is unknown ⋮ Estimation of the Population Size in the Classical Occupancy Problem
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