2019
DOI: 10.15447/sfews.2019v17iss1art5
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Estimating the Size Selectivity of Fishing Trawls for a Short-Lived Fish Species

Abstract: Long-term fish survey monitoring programs use a variety of fishing gears to catch fish, and the resulting catches are the basis for status and trends reports on the condition of different fish stocks. These catches can also be part of the data used to set stock assessment models, which establish harvest regulations, and to fit population dynamics models, which are used to analyze population viability. However, most fishing gears are size-selective, and fish size — among other possible covariates, such as envir… Show more

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Cited by 22 publications
(33 citation statements)
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References 37 publications
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“…Another caveat is that the estimated length‐based contact selectivity functions, the truep^gfalse(Lfalse) (Mitchell et al. , ), may be biased and inadequate. Skepticism about the ascending and descending limbs of dome‐shaped selectivity curves led to sensitivity analysis using the truncated curves and the effects on the resulting abundance indices were sizable, e.g., up to a 10‐fold decrease from nontruncated to truncated estimates.…”
Section: Discussionmentioning
confidence: 99%
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“…Another caveat is that the estimated length‐based contact selectivity functions, the truep^gfalse(Lfalse) (Mitchell et al. , ), may be biased and inadequate. Skepticism about the ascending and descending limbs of dome‐shaped selectivity curves led to sensitivity analysis using the truncated curves and the effects on the resulting abundance indices were sizable, e.g., up to a 10‐fold decrease from nontruncated to truncated estimates.…”
Section: Discussionmentioning
confidence: 99%
“…This was of particular concern for the non‐monotonic 20‐mm and STN selectivity curves identified by the data, which were not informed by many captures of large fish (Mitchell et al. ). To investigate the effects of this problem, we compared indices based on the original selectivity curves with estimates based on “truncated” curves, defined to be the same as the original curves except with the descending tail of each curve replaced by a horizontal line at 1.0 (see Figure 7 in Mitchell et al.…”
Section: Methodsmentioning
confidence: 97%
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