APPROXIMATING VARIANCE OF DEMOGRAPHIC PARAMETERS USING THE DELTA METHOD: A REFERENCE FOR AVIAN BIOLOGISTS
By L. Powell. 2007
467 citations recorded by the source corpus.
Subfields: Ecology, Nature and Landscape Conservation
View Paper: https://www.semanticscholar.org/paper/3f5455b2a6f67dfba1c07f16044fc26523a2d86c
How researchers see this paper
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In Ecology
- Stoyan Nikolov
- D. MacKenzie
- M. Z. Peery
- J. Reardon
- Ralph J. Gutierrez
- J. Keane
- K. Holmes
- Gavin M. Jones
In Nature and Landscape Conservation
- Stoyan Nikolov
- D. MacKenzie
- M. Z. Peery
- J. Reardon
- Ralph J. Gutierrez
- J. Keane
- K. Holmes
- Gavin M. Jones
Citations in the corpus
- Detecting small changes in populations at landscape scales: a bioacoustic site-occupancy framework (2019, methodology): “mated sampling variance associated with − λt using the delta method (Powell, 2007) based on 25 non-parametric bootstraps of the occupancy model fitted in package unmarked.”
- Declining old‐forest species as a legacy of large trees lost (2018, methodology): “We calculated variance for ̂̄λ and ∆k using the delta method (Powell, 2007).”
- Predator control allows critically endangered lizards to recover on mainland New Zealand. (2012, methodology): “The delta method (Seber 1982; Powell 2007) was used to determine the appropriate variances for estimated quantities when moving between the real and log scale.”
- High juvenile mortality during migration in a declining population of a long-distance migratory raptor (2015, methodology): “Annual survival was estimated by multiplying the respective monthly survival estimates over the first and second year of life (Powell 2007).”
- The coefficient of determination R2 and intra-class correlation coefficient from generalized linear mixed-effects models revisited and expanded (2016, unknown): “9 The delta method for variance approximation uses a first order Taylor series expansion, which is 153 often employed to approximate the standard error (error variance) for transformations (or functions) 154 of a variable x when the (error) variance of x itself is known (see [18]; for an accessible ”