This is a useful function because it can not only mimic standard sigmoidal selectivity but also a dome shaped selectivity curve if necessary. Set minsell.upper=max.sel for a simple logisitic curve. A default parameterisation is provided simply to give you something to start with that might seem half decent.
1 2 | dublogistic.f(L, inflection1 = 38, inflection2 = 90, slope1 = 0.3,
slope2 = 0.1, max.sel = 1, minsel.upper = 0.4, plot = F)
|
L |
a length or length vector for which you want a selectivity estimates |
inflection1 |
the inflection point of the first part of the selectivity curve |
inflection2 |
the inflection point of the second part of the selectivity curve |
slope1 |
the slope of the first part of the curve |
slope2 |
the slope of the second part of the curve |
max.sel |
the maximum selectivity level |
minsel.upper |
the asymptotic minimum selectivity on the right side of the curve. Dome shaped curves between 0 and max.sel, =max.sel for a regular logistic curve |
plot |
T if you want a plot of the curve |
Add the following code to your website.
For more information on customizing the embed code, read Embedding Snippets.