library(devtools)
load_all(".")
# BLACK-BOX APPROACH TO OPTIMIZE MAXIMUM-LIKELIHOOD-FUNCTION
# ==========================================================
# reproducibility
set.seed(1)
# generate sample data from an Exp(5)-distribution
lambda = 5
x = rexp(100L, rate = lambda)
fitness.fun = function(lambda) {
val = sum(dexp(x, rate = lambda, log = TRUE))
return(-val)
}
res = ecr(fitness.fun = fitness.fun, representation = "float",
n.objectives = 1L, n.dim = 1L, lower = 0.0001, upper = 10,
mu = 10L, lambda = 10L,
mutator = setup(mutGauss, lower = 0.0001, upper = 10),
survival.strategy = "comma", n.elite = 4L,
terminators = list(stopOnIters(100L)))
# plot histogram of sample data and both the density curve of the Exp(5)-distribution
# and the Exp(lambda)-distribution with ML-estimated lambda.
hist(x, freq = FALSE)
curve(dexp(x, lambda), add = TRUE, lty = 3)
curve(dexp(x, res$best.x[[1L]]), add = TRUE, lty = 2, col = "red")
legend(x = 0.8, y = 3,
legend = c(expression(lambda), expression(lambda[ML])),
lty = c(3,2), col = c("black", "red")
)
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