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A Generalization of the Exponential Function to Model Growth

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Figure

Figure 1 bottom), so that Ei( 1)zEi does not represent a
Table 1. The formulas from (13) are given in Table 1, the core code is shown, as well as recommended starting values for the indirect search are provided (see also the section “Supporting Information” at the end of the article)
Figure 1 bottom, with high-degree polynomials (e.g., 31
Figure 2. Variations of sigmoid growth curves (0is 100%) by inflection point time has to be calculated with (21)
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