Strong's dominance index measures the maximum departure between the observed
proportions and a perfectly even community.
Usage
strong(x)
Arguments
x
A numeric vector of species counts.
Value
Strong's dominance index, \(0 \leq D_W < 1\). The index is
undefined if x sums to 0, and we return NaN in this case.
Details
Strong's dominance index is defined as
$$D_W = \max_i \left [ \frac{b_i}{N} - \frac{i}{S} \right ],$$ where
\(b_i\) is the abundance of the \(i\)th species, ordered from smallest
to largest, \(N\) is the total number of counts, and \(S\) is the number
of species observed.
Equivalent to strong() in skbio.diversity.alpha.
References
Strong WL. Assessing species abundance uneveness within and between plant
communities. Community Ecology. 2002;3:237-246.