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Prevalence, statistical thresholds, and accuracy assessment for species distribution models

机译:物种分布模型的患病率,统计阈值和准确性评估

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For species distribution models, species frequency is termedprevalence and prevalence in samples should be similar to natural speciesprevalence, for unbiased samples. However, modelers commonly adjust samplingprevalence, producing a modeling prevalence that has a different frequency ofoccurrences than sampling prevalence. The separate effects of (1) use ofsampling prevalence compared to adjusted modeling prevalence and(2) modifications necessary in thresholds, which convert continuousprobabilities to discrete presence or absence predictions, to account forprevalence, are unresolved issues. We examined effects of prevalence andthresholds and two types of pseudoabsences on model accuracy. Use of samplingprevalence produced similar models compared to use of adjusted modelingprevalences. Mean correlation between predicted probabilities of the least(0.33) and greatest modeling prevalence (0.83) was 0.86. Mean predictedprobability values increased with increasing prevalence; therefore, unlikeconstant thresholds, varying threshold to match prevalence values waseffective in holding true positive rate, true negative rate, and speciesprediction areas relatively constant for every modeling prevalence. The areaunder the curve (AUC) values appeared to be as informative as sensitivity andspecificity, when using surveyed pseudoabsences as absent cases, but when theentire study area was coded, AUC values reflected the area of predictedpresence as absent. Less frequent species had greater AUC values whenpseudoabsences represented the study background. Modeling prevalence had amild impact on species distribution models and accuracy assessment metricswhen threshold varied with prevalence. Misinterpretation of AUC values ispossible when AUC values are based on background absences, which correlatewith frequency of species.
机译:对于物种分布模型,物种频率称为流行度,对于无偏样本,样本中的流行度应类似于自然物种的流行度。但是,建模人员通常会调整采样率,从而产生与采样率不同的发生率。 (1)与调整后的建模流行度相比,使用抽样流行度的单独影响;以及(2)在阈值中进行必要的修改(将连续概率转换为离散的存在或不存在预测,以说明流行率),这是尚未解决的问题。我们检查了患病率和阈值以及两种伪缺失对模型准确性的影响。与使用调整的建模流行度相比,使用抽样流行度产生了相似的模型。最小预测概率(0.33)和最大建模患病率(0.83)之间的平均相关性为0.86。平均预测概率值随患病率增加而增加;因此,与恒定阈值不同,对于每个建模患病率,更改阈值以匹配患病率值对于保持真实阳性率,真实阴性率和物种预测区域相对恒定都是有效的。当使用调查的假性缺失作为病例时,曲线下面积(AUC)值似乎与敏感性和特异性一样有用,但是当对整个研究区域进行编码时,AUC值反映了预测性存在的区域为不存在。当假性缺失代表研究背景时,频率较低的物种具有较高的AUC值。当阈值随患病率而变化时,流行率建模对物种分布模型和准确性评估指标具有重大影响。当AUC值基于背景缺失而与物种的频率相关时,可能会误解AUC值。

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