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Parametric scaling from species to growth-form diversity: an interesting analogy with multifractal functions

机译:从物种到生长形式多样性的参数缩放:具有多重分形函数的有趣类比

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摘要

We propose a measure of divergence from species to life-form diversity aimed at summarizing the ecological similarity among different plant communities without losing information on traditional taxonomic diversity. First, species and life-form relative abundances within a given plant community are determined. Next, using Renyi's generalized entropy, the diversity profiles of the analyzed community are computed both from species and life-form relative abundances. Finally, the speed of decrease from species to life-form diversity is obtained by combining the outcome of both profiles. Interestingly, the proposed measure shows some formal analogies with multifractal functions developed in statistical physics for the analysis of spatial patterns. As an application for demonstration, a small data set from a plant community sampled in the archaeological site of Paestum (southern Italy) is used. (C) 2002 Elsevier Science Ireland Ltd. All rights reserved. [References: 44]
机译:我们提出了一种从物种到生命形式多样性的差异度量,旨在总结不同植物群落之间的生态相似性,而又不丢失传统分类学多样性的信息。首先,确定给定植物群落中的物种和生命形式的相对丰度。接下来,使用仁义的广义熵,从物种和生命形式的相对丰度中计算出被分析群落的多样性概况。最后,通过组合两种分布图的结果,可以获得从物种到生命形式多样性的下降速度。有趣的是,所提出的措施显示了一些具有统计物理中的多重分形函数的形式类比,用于分析空间模式。作为演示应用程序,使用了Paestum(意大利南部)考古现场采样的植物群落的少量数据集。 (C)2002 Elsevier Science Ireland Ltd.保留所有权利。 [参考:44]

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