1978
DOI: 10.2307/4512398
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Statistical Inference from Band Recovery Data: A Handbook

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Cited by 10 publications
(31 citation statements)
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“…‘indirect’ recoveries). We then defined the probabilities of being recovered in each year as a function of survival probability ( S ) and band‐recovery probability ( f ) for juvenile (Ψ) and adult (Ω) female mallards following Brownie (1978). The cell probabilities were therefore,lefttrueleftψi,j=left0,lefti<jleftfjv,i,lefti=jleftSjv,ifad,j,lefti+1=jleftSjv,ik=i+1k=j1Sad,kfad,j,lefti+1<j<T+1left1k=1k=Tψi,k,leftj=T+1,leftωi,j=left0,lefti<jleftfad,i,lefti=jleftk=ik=j1Sad,kfad,normalj,lefti<j<T+1left1k=1k=Tωi,…”
Section: Methodsmentioning
confidence: 99%
“…‘indirect’ recoveries). We then defined the probabilities of being recovered in each year as a function of survival probability ( S ) and band‐recovery probability ( f ) for juvenile (Ψ) and adult (Ω) female mallards following Brownie (1978). The cell probabilities were therefore,lefttrueleftψi,j=left0,lefti<jleftfjv,i,lefti=jleftSjv,ifad,j,lefti+1=jleftSjv,ik=i+1k=j1Sad,kfad,j,lefti+1<j<T+1left1k=1k=Tψi,k,leftj=T+1,leftωi,j=left0,lefti<jleftfad,i,lefti=jleftk=ik=j1Sad,kfad,normalj,lefti<j<T+1left1k=1k=Tωi,…”
Section: Methodsmentioning
confidence: 99%
“…A common notation for this model structure would be S age,year f age,year ; we exclude “sex” from the notation as we analyzed the female and male data separately. With this model formulation, the recovery parameter ( f ) is the joint probability of being shot, retrieved, and reported (Brownie et al, 1985). We note the models specified by Kéry and Schaub (pp.…”
Section: Methodsmentioning
confidence: 99%
“…We parameterized the multinomial formulation of the we exclude "sex" from the notation as we analyzed the female and male data separately. With this model formulation, the recovery parameter (f) is the joint probability of being shot, retrieved, and reported (Brownie et al, 1985). We note the models specified by implement the Seber r parameterization in place of the Brownie f parameterization, which is a difference regarding the estimation of recovery probability (Cooch et al, 2014 pp.…”
Section: Correlation Modelsmentioning
confidence: 99%
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“…We collated recoveries of birds found dead in Britain during successive annual periods between 1 May and 31 August, separately for the two age-classes (n = 69 for birds ringed as first-years, 546 for adults). We use dead recovery models (Brownie 1978, Williams et al 2002 rather than multistate models (which require (live) recapture or resight data), and modelled survival as annual deviations from a long-term mean, and annual recovery probability as a 5-year running mean (truncated for the first 2 years and last 2 years). Annual survival was estimated separately for birds marked as firstyears and adults, but recovery probability was shared between the two age classes.…”
Section: Trends In Annual Survivalmentioning
confidence: 99%