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List of dissimilarity functions

Abstract

The methods in this page are from Koleff et al. (2003); when called on the output of betadiversity, they will return a (dis)similarity score.

In the original paper (Koleff et al., 2003), the measures are expressed as a function of $a$ (the number of shared elements), $b$ (the number of elements unique to the right/neighbouring set), and $c$ (the number of elements unique to the left/focal set). In this documentation, we use a slightly different convention, where $c = L$ (left), $a = S$ (shared), and $b = R$ (right).

List of measures

# SpeciesInteractionNetworks.KGL01Function.

KGL01(S::T) where {T<:NamedTuple}

$\beta_w = \frac{L+S+R}{(2S + L + R)/2}$

References

Magurran (1988)

Southwood and Henderson (2009)

Whittaker (1960)

source

# SpeciesInteractionNetworks.KGL02Function.

KGL02(S::T) where {T<:NamedTuple}

$\beta_{-1} = \frac{L+S+R}{(2S + L + R)/2}-1$

References

Harrison, Ross and Lawton (1992)

source

# SpeciesInteractionNetworks.KGL03Function.

KGL03(S::T) where {T<:NamedTuple}

$\beta_{c} = \frac{L+R}{2}$

References

Cody (1975)

source

# SpeciesInteractionNetworks.KGL08Function.

KGL08(S::T) where {T<:NamedTuple}

$\beta_t = \frac{L+R}{(2S + L + R)}$

This method is used in Poisot (2022), and has a lot of desirable properties. We suggest its use as a default.

References

Wilson and Shmida (1984)

source