1978
DOI: 10.1093/biomet/65.3.625
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Estimation of the size of a closed population when capture probabilities vary among animals

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Cited by 624 publications
(104 citation statements)
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“…Jacknife "Jacknife 1" is the first-order jacknife estimator of species richness (incidencebased) (Burnham andOverton 1978,1979;Heltshe and Forrester 1983) . "Jacknife 2" is the second-order jacknife estimator of species richness (incidence-based) (Smith and van Belle 1984) .…”
Section: Chaomentioning
confidence: 99%
“…Jacknife "Jacknife 1" is the first-order jacknife estimator of species richness (incidencebased) (Burnham andOverton 1978,1979;Heltshe and Forrester 1983) . "Jacknife 2" is the second-order jacknife estimator of species richness (incidence-based) (Smith and van Belle 1984) .…”
Section: Chaomentioning
confidence: 99%
“…We used two measures of SSR product richness to assess founder effects. For each accession, richness estimates were calculated using non-parametric estimates of incidence-based amplified fragment accumulation curves (Colwell and Coddington 1994) using the following metrics implemented in the software EstimateS (Version 8.2, R. K. Colwell, http://purl.oclc.org/estimates): the Chao 2 richness estimator (Chao 1987), the incidence-based coverage estimator of richness (Chao et al 2000), and the second-order jackknife richness estimator (Burnham and Overton 1978;Palmer 1991). Means and standard deviations of richness estimates were calculated from 10,000 bootstrap replicates of the dataset.…”
Section: Estimates Of Genetic Parametersmentioning
confidence: 99%
“…However, Burnham and Overton show in [17] that the aggregated "frequency of frequencies"-statistic (hereon f -statistic) is sufficient for estimating the number of unobserved species for non-parametric algorithms. The f -statistic captures the relative frequency of observed classes in the sample.…”
Section: A Basic Estimator Model and F-statisticmentioning
confidence: 99%