LehmannTypeIINormal: The Lehmann Type II Normal Distribution

In keylianetravassos/LehmannDist: Lehmann Distributions Type I and II

Description

Density, distribution function, quantile function and random generation for the Lehmann Type II Normal distribution with location parameter equal to xi, scale parameter equal to eta and power parameter equal to alpha.

Usage

dL2norm(x, xi = 0, eta = 1, alpha, log = FALSE)
pL2norm(x, xi = 0, eta = 1, alpha)
rL2norm(n, xi = 0, eta = 1, alpha)
likeL2norm(x, xi = 0, eta = 1, alpha)

Arguments

x	vector of quantiles.
xi	vector of location parameters.
eta	vector of scale parameters.
alpha	vector of positive power parameters.
log	logical; if TRUE, probabilities p are givem log(p)
n	number of observations.

Value

dL2norm gives the density, pL2norm gives the distribution function, qL2norm gives the quantile function, and rL2norm generates random sample.

Author(s)

Silva, K.T.A.; MONTALVO, G.S.A.

References

Silva, Keyliane Travassos Almeida da. Distribuições Logística Exponencial-Inversa de Lehmann Tipo I e II.–2021. 46 f. Trabalho de Conclusão de Curso (graduação) – Universidade Federal do Ceará, Centro de Ciências, Curso de Estatística, Fortaleza, 2021. Orientação: Prof. Dr. Gualberto Segundo Agamez Montalvo.

keylianetravassos/LehmannDist documentation built on Jan. 2, 2022, 8:41 a.m.