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A new conceptual and methodological framework forexploring and explaining pattern in presenceabsence data

机译:一个新的概念和方法框架,用于探索和解释存在缺失数据中的模式

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摘要

A conceptual framework is proposed to evaluate the relative importance of beta diversity, nestedness and agreement in species richness in presenceabsence data matrices via partitioning pairwise gamma diversity into additive components. Thisis achieved by calculating three complementary indices that measure similarity, relative species replacement, and relativerichness difference for all pairs of sites, and by displaying the results in a two-dimensional simplex diagram, or ternary plot. By summing two terms at a time, three one-dimensional simplices are derived correspondig to different contrasts: betadiversity versus similarity, species replacement versus nestedness and, finally, richness difference versus richness agreement. The simplex diagrams can be used to interpret underlying data structures by showing departure from randomness towards well-interpretable directions, as demonstrated by artificial and actual examples. In particular, one may appreciate how far data structure deviates from three extreme model situations: perfect nestedness, anti-nestedness and perfect gradient. Throughout the paper, we pay special attention to the measurement and interpetation of beta diversity and nestedness for pairs of sites, because these concepts have been in focus of ecological reseach for decades. The novel method can be used in community ecology, conservation biology, and biogeography, whenever the objective is to recover explanatory ecological processes behind patterns conveyed by presence–absence data.
机译:提出了一个概念框架,通过将成对的伽马多样性划分为加性成分,来评估存在/不存在数据矩阵中物种多样性中β多样性,嵌套性和一致性的相对重要性。通过计算三个互补指数来测量所有对站点的相似性,相对物种替换和相对富裕度差异,并通过在二维单纯形图或三元图上显示结果来实现此目的。通过一次将两个项相加,可以得出三个一维简化,分别对应不同的对比:β多样性与相似性,物种替代与嵌套性,最后是富度差异与富度一致性。单纯形图可通过显示从随机性向易于解释的方向的偏离来解释基础数据结构,如人工和实际示例所示。特别是,您可能会意识到数据结构与三种极端模型情况的偏离程度:完美的嵌套,反嵌套和完美的梯度。在整篇论文中,我们特别关注成对站点的β多样性和嵌套度的测量和交错,因为这些概念数十年来一直是生态研究的重点。只要目标是恢复存在与缺失数据所传达的模式背后的解释性生态过程,该新方法便可以用于社区生态学,保护生物学和生物地理学。

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