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New developments in catch-effort estimation of important demographic population parameters.

机译:重要人口统计参数的工作量估算方面的新进展。

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This thesis specifically involves new model developments and study designs in which maximum likelihood methods are used to estimate important demographic parameters in catch-effort analyses. We evaluated the performance of least squares regression techniques for catch-effort estimation of closed populations in comparison to maximum likelihood estimation using real datasets and with simulations. Simulations showed that maximum likelihood tended to produce less biased and more precise estimates than the regression methods, although the differences were slight for Leslie's regression method. DeLury's method proved to be negatively biased for estimating population size and is not recommended for general use. Maximum likelihood also allows for greater model flexibility as illustrated with several examples.; A new catch-effort study design, based on the robust design in the capture-recapture literature, is presented. By combining open and closed population models, the robust design allows for greater model flexibility than open population or closed population models alone. The robust design allows for variable mortality and catchability across primary periods in each of several model scenarios and has other model-specific advantages as well. Simulations illustrated the advantages of the robust design over a previously defined open population regression model for several scenarios of catchability and mortality.; The effects of measurement error in catch and effort on catch-effort estimates of population size and catchability were determined using two traditional regression approaches and a maximum likelihood approach to estimation. Our simulations indicate that measurement errors in catch and effort positively bias the naive estimators of population size and catchability, the magnitude of the bias depending on the size of the measurement error variance and warrant the need for bias correction.; As a means of correcting for bias in catch-effort population size estimates caused be measurement errors in catch and effort, we investigated the utility of a recently developed simulation-based procedure (SIMEX). The technique, which assumes knowledge or a good estimate of the measurement error variance, involves adding additional measurement error in known increments to the data and extrapolating back to the parameter estimate with no measurement error. Our results indicate that the SIMEX estimator reduces bias, but can lead to a larger variance in some cases.
机译:本论文特别涉及新的模型开发和研究设计,其中在捕获量分析中使用最大似然法来估计重要的人口统计参数。与使用真实数据集和模拟方法进行的最大似然估计相比,我们评估了最小二乘回归技术对封闭种群的捕获量估计的性能。模拟显示,与Leslie回归方法相比,最大可能性倾向于产生比回归方法更少的偏差和更精确的估计。事实证明,DeLury的方法在估计人口规模方面存在负偏见,不建议用于一般用途。如几个示例所示,最大似然还允许更大的模型灵活性。基于捕获-再捕获文献中的稳健设计,提出了一种新的捕获努力研究设计。通过组合开放式和封闭式人口模型,健壮的设计比单独使用开放式人口模型或封闭式人口模型具有更大的模型灵活性。健壮的设计允许在几种模型场景中的每种情况下,跨越主要阶段的可变死亡率和可捕获性,并且还具有其他特定于模型的优势。仿真表明,在几种可捕获性和死亡率的情况下,健壮设计的优势优于先前定义的开放种群回归模型。使用两种传统的回归方法和最大似然估计法来确定捕获量和工作量中的度量误差对捕获量的人口规模和可捕获性估计值的影响。我们的模拟表明,捕获量和工作量中的测量误差对人口规模和可捕获性的天真估计量产生正偏差,偏差的大小取决于测量误差方差的大小,因此需要进行偏差校正。作为纠正因捕获量和工作量的测量错误而导致的捕获量总体规模估计偏差的一种方法,我们研究了最近开发的基于仿真的过程(SIMEX)的实用性。该技术假定对测量误差方差的了解或良好估计,涉及以已知增量将额外的测量误差添加到数据中,并外推回参数估计而没有测量误差。我们的结果表明,SIMEX估计器可减少偏差,但在某些情况下可能导致较大的方差。

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