2016
DOI: 10.1214/16-sts552
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Close-Kin Mark-Recapture

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Cited by 154 publications
(340 citation statements)
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“…If however such large samples are collected, other population quantities can be estimated using the same data. Absolute abundance and demographic parameters (fecundity, mortality) can be estimated with the close‐kin mark–recapture (CKMR) method (Bravington, Grewe, & Davies, ; Bravington, Skaug, & Anderson, ). This method is based on the identification of pairs of close relatives (parents–offspring or half sibling pairs).…”
Section: Resultsmentioning
confidence: 99%
“…If however such large samples are collected, other population quantities can be estimated using the same data. Absolute abundance and demographic parameters (fecundity, mortality) can be estimated with the close‐kin mark–recapture (CKMR) method (Bravington, Grewe, & Davies, ; Bravington, Skaug, & Anderson, ). This method is based on the identification of pairs of close relatives (parents–offspring or half sibling pairs).…”
Section: Resultsmentioning
confidence: 99%
“…In the nonspatial context, Bravington et al . () have outlined how these data can be used to estimate sex‐specific abundance and survival rates in a modified mark–recapture framework called close‐kin mark–recapture (CKMR). An extension of this framework into the spatial domain would utilize the migratory‐ and abundance‐related information in these data to separate the two, and obtain quantitative estimates of between river migration rates.…”
Section: Discussionmentioning
confidence: 99%
“…With more markers, direct methods can also reveal kinship beyond parent–offspring, potentially removing the need to sample adults (Bravington et al . ). The spatial distribution of cross‐cohort half‐sibling pairs for example, provides insight into their parents’ breeding movements.…”
Section: Introductionmentioning
confidence: 97%
“…We consider the situation where males (♂) and females (♀) have different age‐specific fecundities. Using the notion of “relative reproductive output” (Bravington, Skaug, et al, , eq. 3.1), we get the following estimator for 2015 census size,trueN^c(CKMR)=nJH+1a=1+3+Fa)(F¯)(+Fa)(F¯)(×Sa-1×na-1,2014+na,2015+na+1,2016+na+2,2017,…”
Section: Methodsmentioning
confidence: 99%