Penguin power analysis methodology - Draft

This document indicates how the analyses which estimate the fishing effect parameters ???? ???? or δ i are extended to estimate the power of an Island Closure Experiment. Statistical power reflects the probability that an experiment will detect an effect if it exists.

Bibliographic Details
Main Authors: Mike Bergh, Doug Butterworth, Kevern Cochrane, Taryn L Morris, Richard Sherley, Andrea Ross-Gillespie, Henning Winker
Format: Report
Language:unknown
Published: 2022
Subjects:
Online Access:https://doi.org/10.25375/uct.19204899.v1
https://figshare.com/articles/report/Penguin_power_analysis_methodology_-_Draft/19204899
id ftunicapetownfig:oai:figshare.com:article/19204899
record_format openpolar
spelling ftunicapetownfig:oai:figshare.com:article/19204899 2023-05-15T17:55:05+02:00 Penguin power analysis methodology - Draft Mike Bergh Doug Butterworth Kevern Cochrane Taryn L Morris Richard Sherley Andrea Ross-Gillespie Henning Winker 2022-02-28T05:17:45Z https://doi.org/10.25375/uct.19204899.v1 https://figshare.com/articles/report/Penguin_power_analysis_methodology_-_Draft/19204899 unknown doi:10.25375/uct.19204899.v1 https://figshare.com/articles/report/Penguin_power_analysis_methodology_-_Draft/19204899 CC BY 4.0 CC-BY Biological Mathematics Applied Statistics Biostatistics South African penguins fishing effect parameters penguin island closure experiment statistical power Text Report 2022 ftunicapetownfig https://doi.org/10.25375/uct.19204899.v1 2022-03-03T00:03:18Z This document indicates how the analyses which estimate the fishing effect parameters ???? ???? or δ i are extended to estimate the power of an Island Closure Experiment. Statistical power reflects the probability that an experiment will detect an effect if it exists. Report Penguin Island University of Cape Town: Figshare Penguin Island ENVELOPE(-57.926,-57.926,-62.102,-62.102)
institution Open Polar
collection University of Cape Town: Figshare
op_collection_id ftunicapetownfig
language unknown
topic Biological Mathematics
Applied Statistics
Biostatistics
South African penguins
fishing effect parameters
penguin island closure experiment
statistical power
spellingShingle Biological Mathematics
Applied Statistics
Biostatistics
South African penguins
fishing effect parameters
penguin island closure experiment
statistical power
Mike Bergh
Doug Butterworth
Kevern Cochrane
Taryn L Morris
Richard Sherley
Andrea Ross-Gillespie
Henning Winker
Penguin power analysis methodology - Draft
topic_facet Biological Mathematics
Applied Statistics
Biostatistics
South African penguins
fishing effect parameters
penguin island closure experiment
statistical power
description This document indicates how the analyses which estimate the fishing effect parameters ???? ???? or δ i are extended to estimate the power of an Island Closure Experiment. Statistical power reflects the probability that an experiment will detect an effect if it exists.
format Report
author Mike Bergh
Doug Butterworth
Kevern Cochrane
Taryn L Morris
Richard Sherley
Andrea Ross-Gillespie
Henning Winker
author_facet Mike Bergh
Doug Butterworth
Kevern Cochrane
Taryn L Morris
Richard Sherley
Andrea Ross-Gillespie
Henning Winker
author_sort Mike Bergh
title Penguin power analysis methodology - Draft
title_short Penguin power analysis methodology - Draft
title_full Penguin power analysis methodology - Draft
title_fullStr Penguin power analysis methodology - Draft
title_full_unstemmed Penguin power analysis methodology - Draft
title_sort penguin power analysis methodology - draft
publishDate 2022
url https://doi.org/10.25375/uct.19204899.v1
https://figshare.com/articles/report/Penguin_power_analysis_methodology_-_Draft/19204899
long_lat ENVELOPE(-57.926,-57.926,-62.102,-62.102)
geographic Penguin Island
geographic_facet Penguin Island
genre Penguin Island
genre_facet Penguin Island
op_relation doi:10.25375/uct.19204899.v1
https://figshare.com/articles/report/Penguin_power_analysis_methodology_-_Draft/19204899
op_rights CC BY 4.0
op_rightsnorm CC-BY
op_doi https://doi.org/10.25375/uct.19204899.v1
_version_ 1766162964883177472