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首页> 外文期刊>Biological Journal of the Linnean Society >Is logarithmic transformation necessary in allometry?
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Is logarithmic transformation necessary in allometry?

机译:异体测量中是否需要对数变换?

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The Metabolic Theory of Ecology (MTE) transformed the field of biological allometry from a discipline that is focused on description to a discipline that is focused more on formulating and testing theory. However, much of the empirical research providing essential background for the MTE as well as research to test predictions of the theory is based on the allometric method', which is a simple procedure for estimating the parameters in a two-parameter power function y = a x b by exponentiating the equation for a straight line fitted to logarithmic transformations of the original bivariate data. The allometric method has been in widespread use for so long that many investigators now apply the procedure mechanically and without due consideration for limitations of the approach. What has been missing from much of the contemporary research on allometric variation is exploratory analysis of untransformed data and graphical validation of the fitted model. I use two examples from the current literature: (1) to demonstrate the utility of exploratory analysis; (2) to illustrate how transformation may lead investigators to conclusions that are not supported by their data; and (3) to show how nonlinear regression may obviate the putative need to transform. The MTE (and other theories pertaining to patterns of allometric variation) will benefit from greater awareness that the traditional allometric method is not well suited for fitting statistical models to data expressed in the arithmetic scale.(c) 2013 The Linnean Society of London, Biological Journal of the Linnean Society, 2013, 109, 476486.
机译:代谢生态学理论(MTE)将生物变态法的领域从专注于描述的学科转变为更加专注于公式化和检验理论的学科。但是,许多为MTE提供必要背景的经验研究以及检验该理论预测的研究都是基于“异速测量法”的,这是一种估算两参数幂函数y = axb中参数的简单过程。通过对与原始双变量数据的对数转换拟合的直线的方程求幂。异速测量法已被广泛使用了很长时间,以至于现在许多研究人员机械地应用该程序,而没有适当考虑该方法的局限性。当代关于异速变化的很多研究都缺少对未转换数据的探索性分析和拟合模型的图形验证。我使用现有文献中的两个例子:(1)证明探索性分析的效用; (2)说明转换如何导致调查者得出其数据不支持的结论; (3)展示非线性回归如何消除推定的转换需求。 MTE(以及其他与异速变异模式有关的理论)将受益于更多的认识,即传统的异速测量方法不太适合将统计模型拟合到以算术尺度表示的数据。(c)2013伦敦林奈学会,生物学Linnean Society杂志,2013,109,476486。

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