2020
DOI: 10.3389/fevo.2020.00090
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Commentary: On the Interpretation of the Normalization Constant in the Scaling Equation

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Cited by 5 publications
(12 citation statements)
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“…The straight lines fitted to logarithms in Figure 2C were back‐transformed, and the resulting two‐parameter power functions were displayed with the original data on a bivariate plot (Figure 2D). The curves were extended to the axes to facilitate comparison of the functions, which would be expected by many investigators to follow parallel courses (Glazier, 2020; Niklas & Hammond, 2019). The curves actually follow very different trajectories despite the parallel trajectories that the equivalent functions follow in the logarithmic plot (Figure 2C).…”
Section: Methods and Resultsmentioning
confidence: 99%
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“…The straight lines fitted to logarithms in Figure 2C were back‐transformed, and the resulting two‐parameter power functions were displayed with the original data on a bivariate plot (Figure 2D). The curves were extended to the axes to facilitate comparison of the functions, which would be expected by many investigators to follow parallel courses (Glazier, 2020; Niklas & Hammond, 2019). The curves actually follow very different trajectories despite the parallel trajectories that the equivalent functions follow in the logarithmic plot (Figure 2C).…”
Section: Methods and Resultsmentioning
confidence: 99%
“…The curves were extended to the axes to facilitate comparison of the functions, which would be expected by many investigators to follow parallel courses (Glazier, 2020;Niklas & Hammond, 2019). The curves actually follow very different trajectories despite the parallel trajectories that the equivalent functions follow in the logarithmic plot (Figure 2C).…”
Section: Horro Sheepmentioning
confidence: 99%
“…Other scaling parameters, such as the intercept (log a) and 'scaling elevation level' (L) (see Glossary), defined as the massspecific value of a trait at the pivotal midpoint of a log-log regression (following the concept of 'metabolic level' used in studies of body-mass scaling relationships of metabolic rate by Glazier, 2009, 2010, 2020band Killen et al, 2010; see Glossary) may also be compared to specific causal factors. The antilog of the intercept in a log-log plot (a) is standardized to 1-unit mass, but its use is complicated by mathematical autocorrelation with the slope (b) (see Gould, 1966;Peters, 1983;McNab, 1988;Glazier, 2009Glazier, , 2010Glazier, , 2020bNiklas and Hammond, 2019). By contrast, although L is not autocorrelated with b, it depends on the midpoint body mass at which it is estimated (Glazier, 2009;2010;2020b).…”
Section: 'Synthetic Allometry' (Sa) Methodsmentioning
confidence: 99%
“…The antilog of the intercept in a log-log plot (a) is standardized to 1-unit mass, but its use is complicated by mathematical autocorrelation with the slope (b) (see Gould, 1966;Peters, 1983;McNab, 1988;Glazier, 2009Glazier, , 2010Glazier, , 2020bNiklas and Hammond, 2019). By contrast, although L is not autocorrelated with b, it depends on the midpoint body mass at which it is estimated (Glazier, 2009;2010;2020b). Comparison of L among scaling relationships is most useful when their midpoint masses are most similar.…”
Section: 'Synthetic Allometry' (Sa) Methodsmentioning
confidence: 99%
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