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Using measurement error models to account for georeferencing error in species distribution models

机译:使用测量误差模型解决物种分布模型中的地理配准误差

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摘要

Georeferencing error is prevalent in datasets used to model species distributions, inducing uncertainty in covariate values associated with species occurrences that result in biased probability of occurrence estimates. Traditionally, this error has been dealt with at the data-level by using only records with an acceptable level of error (filtering) or by summarizing covariates at sampling units by using measures of central tendency (averaging). Here we compare those previous approaches to a novel implementation of a Bayesian logistic regression with measurement error (ME), a seldom used method in species distribution modeling. We show that the ME model outperforms data-level approaches on 1) specialist species and 2) when either sample sizes are small, the georeferencing error is large or when all georeferenced occurrences have a fixed level of error. Thus, for certain types of species and datasets the ME model is an effective method to reduce biases in probability of occurrence estimates and account for the uncertainty generated by georeferencing error. Our approach may be expanded for its use with presence-only data as well as to include other sources of uncertainty in species distribution models.
机译:地理配准误差在用于对物种分布进行建模的数据集中普遍存在,从而导致与物种发生相关的协变量值出现不确定性,从而导致出现概率估计出现偏差。传统上,通过仅使用具有可接受误差水平的记录(过滤)或通过使用集中趋势量度(平均)对抽样单位的协变量进行汇总来在数据级别处理此误差。在这里,我们将那些先前的方法与具有测量误差(ME)的贝叶斯逻辑回归的新型实现方法进行比较,该方法在物种分布建模中很少使用。我们显示,当样本量较小,地理参考误差较大或所有地理参考事件均具有固定误差水平时,ME模型在1)特殊物种和2)方面优于数据级方法。因此,对于某些类型的物种和数据集,ME模型是一种有效的方法,可以减少发生概率估计中的偏差并解决由地理配准误差产生的不确定性。我们的方法可能会扩展为可用于仅存在数据,也可将其他不确定性来源包括在物种分布模型中。

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