Evaluating probability sampling strategies for estimating redd counts: an example with Chinook salmon (Oncorhynchus tshawytscha)

Precise, unbiased estimates of population size are an essential tool for fisheries management. For a wide variety of salmonid fishes, redd counts from a sample of reaches are commonly used to monitor annual trends in abundance. Using a 9-year time series of georeferenced censuses of Chinook salmon (...

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Published inCanadian journal of fisheries and aquatic sciences Vol. 65; no. 9; pp. 1814 - 1830
Main Authors Courbois, Jean-Yves, Katz, Stephen L, Isaak, Daniel J, Steel, E. Ashley, Thurow, Russell F, Wargo Rub, A. Michelle, Olsen, Tony, Jordan, Chris E
Format Journal Article
LanguageEnglish
Published Ottawa, ON National Research Council of Canada 01.09.2008
NRC Research Press
Canadian Science Publishing NRC Research Press
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Summary:Precise, unbiased estimates of population size are an essential tool for fisheries management. For a wide variety of salmonid fishes, redd counts from a sample of reaches are commonly used to monitor annual trends in abundance. Using a 9-year time series of georeferenced censuses of Chinook salmon ( Oncorhynchus tshawytscha ) redds from central Idaho, USA, we evaluated a wide range of common sampling strategies for estimating the total abundance of redds. We evaluated two sampling-unit sizes (200 and 1000 m reaches), three sample proportions (0.05, 0.10, and 0.29), and six sampling strategies (index sampling, simple random sampling, systematic sampling, stratified sampling, adaptive cluster sampling, and a spatially balanced design). We evaluated the strategies based on their accuracy (confidence interval coverage), precision (relative standard error), and cost (based on travel time). Accuracy increased with increasing number of redds, increasing sample size, and smaller sampling units. The total number of redds in the watershed and budgetary constraints influenced which strategies were most precise and effective. For years with very few redds (<0.15 redds·km -1 ), a stratified sampling strategy and inexpensive strategies were most efficient, whereas for years with more redds (0.15-2.9 redds·km -1 ), either of two more expensive systematic strategies were most precise.
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ISSN:0706-652X
1205-7533
DOI:10.1139/F08-092