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A meta-analytic approach to quantifying scientific uncertainty in stock assessments

机译:一种荟萃分析方法来量化库存评估中的科学不确定性

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Quantifying scientific uncertainty when setting total allowable catch limits for fish stocks is a major challenge, but it is a requirement in the United States since changes to national fisheries legislation. Multiple sources of error are readily identifiable, including estimation error, model specification error, forecast error, and errors associated with the definition and estimation of reference points. Our focus here, however, is to quantify the influence of estimation error and model specification error on assessment outcomes. These are fundamental sources of uncertainty in developing scientific advice concerning appropriate catch levels and although a study of these two factors may not be inclusive, it is feasible with available information. For data-rich stock assessments conducted on the U.S. west coast we report approximate coefficients of variation in terminal biomass estimates from assessments based on inversion of the assessment of the model's Hessian matrix (i.e., the asymptotic standard error). To summarize variation "among" stock assessments, as a proxy for model specification error, we characterize variation among multiple historical assessments of the same stock. Results indicate that for 17 ground-fish and coastal pelagic species, the mean coefficient of variation of terminal biomass is 18%. In contrast, the coefficient of variation ascribable to model specification error (i.e., pooled among-assessment variation) is 37%. We show that if a precautionary probability of overfishing equal to 0.40 is adopted by managers, and only model specification error is considered, a 9% reduction in the overfishing catch level is indicated.
机译:在设定鱼类种群的总允许捕捞限额时,量化科学不确定性是一项重大挑战,但这是美国的一项要求,因为更改了国家渔业法规。容易识别出多种误差源,包括估计误差,模型规格误差,预测误差以及与参考点的定义和估计相关的误差。但是,我们的重点是量化估计误差和模型规范误差对评估结果的影响。这些是在制定有关适当捕捞水平的科学建议时不确定性的基本来源,尽管对这两个因素的研究可能不包括在内,但根据现有信息是可行的。对于在美国西海岸进行的数据丰富的种群评估,我们报告了基于模型Hessian矩阵评估值的倒置(即渐近标准误差)得出的评估终末生物量估计值的近似变化系数。为了概括“评估”股票之间的差异,以作为模型规格误差的替代,我们表征了同一股票的多个历史评估之间的差异。结果表明,对于17种底栖鱼类和沿海浮游鱼类,末端生物量的平均变异系数为18%。相反,归因于模型规格误差的变化系数(即,评估之间的汇总变化)为37%。我们表明,如果管理人员采用了等于0.40的预防性过度捕捞概率,并且仅考虑了模型规格误差,则表明过度捕捞水平降低了9%。

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