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Parametric Scaling from Species Relative Abundances to Absolute Abundances in the Computation of Biological Diversity: A first Proposal Using Shannon's Entropy

机译:在生物多样性计算中从物种相对丰度到绝对丰度的参数缩放:使用香农熵的第一个建议

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摘要

Traditional diversity measures such as the Shannon entropy are generally computed from the species' relative abundance vector of a given community to the exclusion of species' absolute abundance. In this paper, I first mention some examples where the total information content associated with a given community may be more adequate than Shannon's average information content for a better understanding of ecosystem functioning. Next, I propose a parametric measure of statistical information that contains both shanon's entropy and total information content as special cases of this more general function.
机译:传统的多样性测度,例如香农熵,通常是根据给定社区的物种相对丰度矢量计算出来的,而没有考虑物种的绝对丰度。在本文中,我首先提到一些示例,其中与特定社区相关的总信息量可能比Shannon的平均信息量更充足,以更好地了解生态系统功能。接下来,我提出了一种统计信息的参数度量,它既包含香农的熵又包含总信息量,以此作为该更通用函数的特例。

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