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Spatial analysis by distance indices: an alternativelocal clustering index for studying spatial patterns

机译:通过距离指数进行空间分析:研究空间格局的另一种局部聚类指数

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1. The spatial analysis by distance indices (SADIE) methodology for data analysis is valuable for quantifying spatial patterns of organisms in terms of patches and gaps. Previous research showed that the calculation of the local clustering indices, key SADIE statistics, does not adequately adjust for the absolute location or the magnitude of the counts. 2. We present a new definition of a local clustering index, which overcomes the problem associated with the original cluster indices related to sampling position and count size. The new index is calculated without breaking the link between the observed count and its original position and quantifies the contribution of an observed count at this particular position to the local gaps or patches for theobserved pattern relative to the expected under the assumption of spatial independence amongst observed counts. Randomisation-based testing for statistical significance of an individual local clustering index follows naturally from the definition of thenew index. 3. New indices, calculated for several simulated and observed data sets, showed that the original indices overestimated the number of points (sites, locations) contributing to the gaps/patches in a spatial grid. Results indicate that the significance (or interpretation) of individual local clustering indices cannot be made based on its magnitude only and needs to be supported by statistical testing. 4. The newly developed index will provide a valuable tool for quantifying the local pattern and testing for its significance and enhance the value of SADIE methodology in analysing spatial patterns. It can also be used in conjunction with other approaches that test for global clustering.
机译:1.通过距离指数进行空间分析(SADIE)进行数据分析的方法,对于根据斑块和缺口量化生物体的空间格局非常有价值。先前的研究表明,本地聚类指数(关键的SADIE统计数据)的计算不能完全根据计数的绝对位置或大小进行调整。 2.我们提出了局部聚类索引的新定义,它克服了与原始聚类索引有关的与采样位置和计数大小相关的问题。在不中断观察到的计数与其原始位置之间的联系的情况下,计算新指标,并在观察到的空间独立的假设下,量化在该特定位置的观察到的计数对观察到的模式相对于期望值的局部间隙或斑块的贡献计数。从新指标的定义出发,自然而然地基于随机化检验各个局部聚类指标的统计意义。 3.为几个模拟和观察到的数据集计算出的新指标表明,原始指标高估了造成空间网格中间隙/斑块的点(地点,位置)的数量。结果表明,不能仅根据其大小来确定各个局部聚类指标的重要性(或解释性),而需要统计测试的支持。 4.新开发的指数将为量化本地格局和测试其重要性提供一个有价值的工具,并增强SADIE方法论在分析空间格局方面的价值。它也可以与测试全局群集的其他方法结合使用。

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