首页> 外文期刊>Biometrics: Journal of the Biometric Society : An International Society Devoted to the Mathematical and Statistical Aspects of Biology >A LIKELIHOOD-BASED APPROACH TO CAPTURE RECAPTURE ESTIMATION OF DEMOGRAPHIC PARAMETERS UNDER THE ROBUST DESIGN
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A LIKELIHOOD-BASED APPROACH TO CAPTURE RECAPTURE ESTIMATION OF DEMOGRAPHIC PARAMETERS UNDER THE ROBUST DESIGN

机译:鲁棒设计下基于人口统计参数的人口统计参数估计方法

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The Jolly-Seber method has been the traditional approach to the estimation of demographic parameters in long-term capture-recapture studies of wildlife and fish species. This method involves restrictive assumptions about capture probabilities that can lead to biased estimates, especially of population size and recruitment. Pollock (1982, Journal of Wildlife Management 46, 752-757) proposed a sampling scheme in which a series of closely spaced samples were separated by longer intervals such as a year. For this ''robust design,'' Pollock suggested a flexible ad hoc approach that combines the Jolly-Seber estimators with closed population estimators, to reduce bias caused by unequal catchability, and to provide estimates for parameters that are unidentifiable by the Jolly-Seber method alone. In this paper we provide a formal modelling framework for analysis of data obtained using the robust design. We develop likelihood functions for the complete data structure under a variety of models and examine the relationship among the models. We compute maximum likelihood estimates for the parameters by applying a conditional argument, and compare their performance against those of ad hoc and Jolly-Seber approaches using simulation. [References: 28]
机译:在对野生动植物和鱼类的长期捕获-捕获研究中,Jolly-Seber方法一直是估算人口统计参数的传统方法。该方法涉及有关捕获概率的限制性假设,这可能导致估计偏差,尤其是人口规模和招聘人数。 Pollock(1982,Journal of Wildlife Management 46,752-757)提出了一种采样方案,其中一系列间隔很近的样品之间以更长的间隔(例如一年)分开。对于这种“稳健的设计”,Pollock建议采用一种灵活的临时方法,将Jolly-Seber估计量与封闭总体估计量结合起来,以减少由不平等的可捕获性引起的偏差,并提供Jolly-Seber无法识别的参数的估计量。单独的方法。在本文中,我们提供了一个正式的建模框架,用于分析使用稳健设计获得的数据。我们为各种模型下的完整数据结构开发了似然函数,并研究了模型之间的关系。我们通过应用条件参数来计算参数的最大似然估计,并使用仿真将其性能与即席和Jolly-Seber方法的性能进行比较。 [参考:28]

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