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Note: The formula is corrected to 100% recovery by dividing by 0.80, so that 240/0.80 = 300.
■ Note The formula easily generalizes to multifurcating input trees: Assume that has m multifurcations, i.e., inner branches.
Note, the formula includes all cancellation steps which should be good as a learning tool and to include if you have to show your work.
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Of note, the formulas and calculations were cross-checked, verified and supplemented with statistical calculations by HW Steinberg, Baseline GmbH (see Acknowledgments).
Critics note that the formula is based on population and not need.
Note that the formula (54) is not applicable in this case and the impedance has to be calculated separately.
Note that the formula is quite general and holds for any stochastic system obeying the master equation (Eq. 1.3).
Then consequently, for the scenario we estimate the sample standard deviation by 13 > We note that the formula (13) is more concise than the formula (11).
It is interesting to note that the formula based on selection index theory provides a single accuracy for each selection candidate, while the formula using population parameters provides an accuracy that applies to all selection candidates of the same population.
Note that the formula for the likelihood for monozygotic twins was used in the simulations but we do not show the correct classification rate of assigning dyads to this category in the results section.
Note that the formula will not be in the formula bar; this operation changes the numbers directly.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com