Berger-Parker Dominance

Compute the Berger Parker dominance index as the most abundant count over total individuals.

Description

Compute the Berger Parker dominance index as the most abundant count over total individuals.

Berger-Parker Dominance applies one documented biological calculation to the values you provide. Compute the Berger Parker dominance index as the most abundant count over total individuals.1

When to use Berger-Parker Dominance

Use this biodiversity measure when counts or incidences were collected with comparable sampling effort and the estimator matches the study design. It can summarize richness, dominance, evenness, or compositional difference.

Most abundant count
An integer count greater than or equal to 0, expressed in individuals.
Total individuals
An integer count greater than or equal to 1, expressed in individuals.

How Berger-Parker Dominance calculates the result

The implementation follows this calculation rule: Compute the Berger Parker dominance index as the most abundant count over total individuals.

Berger-Parker dominance
The calculated berger-parker dominance.

Limitations of Berger-Parker Dominance

Different diversity indices weight rare and common taxa differently. Detection probability, sample coverage, taxonomic resolution, zero counts, and unequal effort can dominate comparisons; proxy estimators are not interchangeable with their full published forms. Preserve the input values and units so the result can be audited and recalculated.

Alternative or Complementary measurements

Report observed richness, abundance or incidence data, and sampling effort beside the index. Coverage-based rarefaction, accumulation curves, and more than one Hill-number order provide a fuller view of community structure.

References

  1. Diversity index — Wikipedia contributors

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