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Effects of sample size on the performance of species distribution models

样本量测定 样品(材料) 统计 航程(航空) 物种分布 公制(单位) 计算机科学 算法 数学 生态学 生物 物理 热力学 运营管理 复合材料 经济 栖息地 材料科学
作者
Mary S. Wisz,Robert J. Hijmans,Jin Li,A. Townsend Peterson,Catherine H. Graham,Antoine Guisan,NCEAS Predicting Species Distributions Working Group
出处
期刊:Diversity and Distributions [Wiley]
卷期号:14 (5): 763-773 被引量:2420
标识
DOI:10.1111/j.1472-4642.2008.00482.x
摘要

ABSTRACT A wide range of modelling algorithms is used by ecologists, conservation practitioners, and others to predict species ranges from point locality data. Unfortunately, the amount of data available is limited for many taxa and regions, making it essential to quantify the sensitivity of these algorithms to sample size. This is the first study to address this need by rigorously evaluating a broad suite of algorithms with independent presence–absence data from multiple species and regions. We evaluated predictions from 12 algorithms for 46 species (from six different regions of the world) at three sample sizes (100, 30, and 10 records). We used data from natural history collections to run the models, and evaluated the quality of model predictions with area under the receiver operating characteristic curve (AUC). With decreasing sample size, model accuracy decreased and variability increased across species and between models. Novel modelling methods that incorporate both interactions between predictor variables and complex response shapes (i.e. GBM, MARS‐INT, BRUTO) performed better than most methods at large sample sizes but not at the smallest sample sizes. Other algorithms were much less sensitive to sample size, including an algorithm based on maximum entropy (MAXENT) that had among the best predictive power across all sample sizes. Relative to other algorithms, a distance metric algorithm (DOMAIN) and a genetic algorithm (OM‐GARP) had intermediate performance at the largest sample size and among the best performance at the lowest sample size. No algorithm predicted consistently well with small sample size ( n < 30) and this should encourage highly conservative use of predictions based on small sample size and restrict their use to exploratory modelling.
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