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关于人口指数建模中的趋势平滑

On smoothing trends in population index modeling.

作者信息

Mazzetta Chiara, Brooks Steve, Freeman Stephen N

机构信息

Statistical Laboratory, University of Cambridge, Wilberforce Road, Cambridge CB3 0WB, UK.

出版信息

Biometrics. 2007 Dec;63(4):1007-14. doi: 10.1111/j.1541-0420.2007.00820.x. Epub 2007 May 14.

Abstract

In this article, we consider the U.K. Common Birds Census counts and their use in monitoring bird abundance. We use a state-space modeling approach within a Bayesian framework to describe population level trends over time and contribute to the alert system used by the British Trust for Ornithology. We account for potential overdispersion and excess zero counts by modeling the observation process with a zero-inflated negative binomial, while the system process is described by second-order polynomial growth models. In order to provide a biological motivation for the amount of smoothing applied to the observed series the system variance is related to the demographic characteristics of the species, so as to help the specification of its prior distribution. In particular, the available information on productivity and survival is used to formulate prior expectations on annual percentage changes in the population level and then used to constrain the variance of the system process. We discuss an example of how to interpret alternative choices for the degree of smoothing and how these relate to the classification of species, over time, into conservation lists.

摘要

在本文中,我们考虑了英国常见鸟类普查计数及其在监测鸟类数量方面的应用。我们在贝叶斯框架内使用状态空间建模方法来描述种群水平随时间的趋势,并为英国鸟类学信托基金会使用的警报系统做出贡献。我们通过使用零膨胀负二项式对观测过程进行建模来考虑潜在的过度离散和过多的零计数,而系统过程则由二阶多项式增长模型描述。为了为应用于观测序列的平滑量提供生物学动机,系统方差与物种的人口统计学特征相关,以便帮助确定其先验分布。特别是,关于生产力和生存率的可用信息用于制定对种群水平年度百分比变化的先验期望,然后用于约束系统过程的方差。我们讨论了一个示例,说明如何解释平滑程度的替代选择,以及这些选择如何随时间与物种分类到保护列表的情况相关联。

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