#'Log Likelihood Estimator
#'
#' Using a data vector and its approximate distribution, find the maximum log-likelihood estimator for a given interval.
#'
#'Example functions for argument "fun":
#'function(theta,x)
#' dgamma(x, shape = theta, log = TRUE)
#'
#'function(theta,x)
#' dcauchy(x, location = theta, log = TRUE)
#'
#'function(theta,x)
#' dbinom(x, 20, prob = 1 / (1 + exp(- theta)), log = TRUE)
#'
#'@param x data vector
#'@param func function with arguments theta (the parameter) and x (the data vector)
#'@param interval search range(numerical vector of length 2)
#'@return The maximum likelihood estimator for the function: one numeric value
#'@export
#'@examples
#'fgam <- function(theta,x) dgamma(x, shape = theta, log = TRUE)
#'mylogl(x = data2, func = fgam, interval = c(0,100))
mylogl <- function (x, func, interval)
{
cdf <- function (theta,x) sum(func(theta,x))
oout <- optimize(cdf, maximum=T, interval, x=x)
return (oout$maximum)
}
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