entropy_k_age: Calculate Keyfitz entropy for an age-based matrix population...

In jonesor/Rage: Life History Metrics from Matrix Population Models

Calculate Keyfitz entropy for an age-based matrix population model

Description

Computes Keyfitz entropy from the U submatrix of an age-based matrix population model.

Usage

entropy_k_age(Umat)

Arguments

Umat	A square numeric matrix representing the U submatrix of a matrix population model. The dimension corresponds to the number of age classes

Value

Returns a single numeric value representing the Keyfitz entropy for the given matrix. This value quantifies the dispersion of age at death.

Author(s)

Lotte de Vries <[e-mail]>

Owen Jones <[e-mail]>

References

Keyfitz, N. 1977. Applied Mathematical Demography. New York: Wiley.

de Vries, C., Bernard, C., & Salguero-Gómez, R. 2023. Discretising Keyfitz' entropy for studies of actuarial senescence and comparative demography. Methods in Ecology and Evolution, 14, 1312–1319. <doi:10.1111/2041-210X.14083>

See Also

Other life history traits: entropy_d(), entropy_k_stage(), entropy_k(), gen_time(), life_elas(), life_expect_mean(), longevity(), net_repro_rate(), repro_maturity, shape_rep(), shape_surv()

Examples

data(leslie_mpm1)

entropy_k_age(leslie_mpm1$matU)

jonesor/Rage documentation built on April 3, 2024, 7:47 a.m.