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Analyzing patterns in population dynamics using repeated population surveys with three types of detection data

机译:使用具有三种检测数据的重复人口调查来分析人口动态中的模式

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摘要

To facilitate the use of population counts as an index of population change, we describe a generalization of the distance sampling methodology to analyze, in addition to distance to the observer, two other ways to estimate imperfect detection probability: multiple observers and time-to-detection, in a flexible manner, meaning that not all sites or years need to have distance information or be surveyed in the same way every year. We also account for the effect of partially-observed individual covariates, to account for the effect of group size on detection probability. Finally, we separate the probability of availability to detection from the probability of detection itself. We perform a thorough, illustrated assessment of the pros and cons of this framework with simulations and real case studies. First, we compare to simple linear models, illustrating the magnitude of the bias caused by imperfect detection. Second, we compare to standard distance sampling, illustrating the bias caused by variation in the probability of availability to detection. However, the availability to detection was weakly identifiable, meaning that the ability to separate it from detection probability, and therefore debias the trend estimate, depended on the data configuration. Combining distance with multiple observers and with time-to-detection solved the weak identifiability in an applied case study. We recommend using both the type of analysis we showcase, and a simple regression of the population count against time. Discrepancies between results from simple and complex analyses can help identify sources of bias in the former and loss of precision in the latter within the logistical constraints of local wildlife management schemes.
机译:为了方便使用人口计数作为人口变化的指标,我们描述了距离采样方法的一般化,除了到观察者的距离外,还分析了另外两种估计不完善检测概率的方法:多个观察者和到达目标时间以灵活的方式进行检测,意味着并非每年所有站点或年份都需要掌握距离信息或以相同的方式进行调查。我们还考虑了部分观察到的个体协变量的影响,也考虑了组大小对检测概率的影响。最后,我们将检测的可用性概率与检测本身的概率分开。我们通过模拟和实际案例研究,对该框架的优缺点进行了详尽的说明性评估。首先,我们与简单的线性模型进行比较,说明由不完善的检测引起的偏差的大小。其次,我们将其与标准距离采样进行比较,以说明由检测可用性概率变化引起的偏差。但是,检测的可用性几乎无法识别,这意味着将其与检测概率分开并因此使趋势估计偏离的能力取决于数据配置。在一个应用案例研究中,结合多个观察者的距离和检测时间解决了较弱的可识别性。我们建议同时使用展示的分析类型和人口计数随时间的简单回归。在本地野生动植物管理计划的后勤约束内,简单分析和复杂分析得出的结果之间的差异可以帮助确定前者的偏向和后者的精度损失。

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