Simpson Reciprocal

Compute the reciprocal Simpson diversity as one divided by the Simpson concentration.

Description

Compute the reciprocal Simpson diversity as one divided by the Simpson concentration.

Simpson Reciprocal is a focused biology tool that compute the reciprocal Simpson diversity as one divided by the Simpson concentration. It calculates locally from the values you enter and exposes the result without changing the source observations.1

When to use Simpson Reciprocal

Use Simpson Reciprocal when you need to compute the reciprocal Simpson diversity as one divided by the Simpson concentration. Enter Simpson concentration using the definitions and units below so the result can be reproduced.

Simpson concentration
A finite measured or assumed value.

How Simpson Reciprocal calculates the result

The published tool contract uses this rule: Compute the reciprocal Simpson diversity as one divided by the Simpson concentration.

Reciprocal Simpson diversity
The calculated reciprocal simpson diversity.

Limitations of Simpson Reciprocal

A ratio or percentage can conceal the scale of its numerator and denominator and becomes sensitive to measurement error when the denominator is small.

Alternative or Complementary measurements

Retain the original Simpson concentration values and their units alongside the result. Simpson Evenness is useful when you instead need to compute Simpson evenness as (1 / D) divided by species count from a Simpson concentration index strictly between zero and one. Simpson Index D provides another view by helping you compute the Simpson diversity index D for three species counts in a sample.

References

  1. Diversity index — Wikipedia contributors

Similar or alternative tools

  • Simpson Evenness

    Compute Simpson evenness as (1 / D) divided by species count from a Simpson concentration index strictly between zero and one.

  • Simpson Index D

    Compute the Simpson diversity index D for three species counts in a sample.

  • Berger-Parker Dominance

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

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