Nothing
mom2par <- function(densfun = "exponential",
mean, sd = NA) {
if (densfun == "exponential") {
L <- list(rate = 1/mean)
} else if (densfun == "gpd") {
CV <- sd / mean
xi <- (1- 1/CV/CV)/2
sigma <- (1-xi)*mean
L <- list(shape = xi, scale = sigma, loc = 0)
} else if (densfun == "weibull") {
n <- max(c(length(mean), length(sd)))
mean <- rep(mean, length.out = n)
sd <- rep(sd, length.out = n)
shape <- rep(NA, n)
scale <- rep(NA, n)
## On trouve le parametre de forme a partir du CV
## On vectorise la fonction...
CVmatch <- function(alphai) {
sdi / meani - sqrt(gamma(1+2/alphai)/(gamma(1+1/alphai)^2) -1)
}
## use sapply ???
for (i in 1:n) {
sdi <- sd[i]
meani <- mean[i]
resi <- uniroot(f = CVmatch, interval = c(0.05, 30))
shape[i] = resi$root
scale[i] = meani / gamma(1+1/resi$root)
}
L <- list(shape = shape, scale = scale)
} else if (densfun == "gamma") {
CV <- sd/mean
shape <- 1/CV/CV
scale <- mean/shape
L <- list(shape = shape, scale = scale)
} else if (densfun == "negative binomial") {
prob <- mean/sd/sd
size <- mean*prob/(1-prob)
cat("prob = ", prob, "\n")
if (prob>1) stop("sd doit etre <= sqrt(mean)")
L <- list(size = size, prob = prob)
} else stop("distribution non-reconnue")
L
}
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