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Prediction of potential areas of species distributions based on presence-only data

机译:根据仅存在数据预测物种分布的潜在区域

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We introduce a methodology to infer zones of high potential for the habitat of a species, useful for management of biodiversity, conservation, biogeography, ecology, or sustainable use. Inference is based on a set of sites where the presence of the species has been reported. Each site is associated with covariate values, measured on discrete scales. We compute the predictive probability that the species is present at each node of a regular grid. Possible spatial bias for sites of presence is accounted for. Since the resulting posterior distribution does not have a closed form, a Markov chain Monte Carlo (MCMC) algorithm is implemented. However, we also describe an approximation to the posterior distribution, which avoids MCMC. Relevant features of the approach are that specific notions of data acquisition such as sampling intensity and detectability are accounted for, and that available a priori information regarding areas of distribution of the species is incorporated in a clear-cut way. These concepts, arising in the presence-only context, are not addressed in alternative methods. We also consider an uncertainty map, which measures the variability for the predictive probability at each node on the grid. A simulation study is carried out to test and compare our approach with other standard methods. Two case studies are also presented.
机译:我们介绍一种方法来推断具有高潜力的物种栖息地,对生物多样性,保护,生物地理,生态或可持续利用的管理很有用。推断基于已报告物种存在的一组地点。每个站点都与以离散量表测量的协变量值相关联。我们计算物种出现在规则网格的每个节点的预测概率。考虑到存在位置的可能空间偏差。由于所得的后验分布不具有闭合形式,因此实现了马尔可夫链蒙特卡罗(MCMC)算法。但是,我们还描述了后验分布的近似值,从而避免了MCMC。该方法的相关特征是考虑了数据采集的特定概念,例如采样强度和可检测性,并且以明确的方式结合了有关物种分布区域的可用先验信息。这些在仅存在上下文中出现的概念未在替代方法中解决。我们还考虑了不确定性图,该图可测量网格上每个节点的预测概率的变异性。进行了仿真研究,以测试我们的方法并将其与其他标准方法进行比较。还介绍了两个案例研究。

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