#' run_optimx
#'
#' runs optimization using optimx package
#'
#' @param objective function; the objective function to minimize
#' @param start numeric vector; starting parameters
#' @param lower numeric vector; lower bounds for parameters
#' @param upper numeric vector; upper bounds for parameters
#' @param hessian logical; if TRUE, find the hessian at the optimum
#' @param method string; method to use. See optimx for details
#' @param control list; a list of control parameters, see optimx for details
#' @param ... further arguments passed to optimx and objective
#'
#' @export
run_optimx <- function(objective,
start,
lower = -Inf,
upper = Inf,
hessian = FALSE,
method = "nmkb",
control = list(),
...) {
if (!("starttests" %in% names(control))) control <- c(control, starttests = F)
if (!("kkt" %in% names(control))) control <- c(control, kkt = F)
if (any(is.null(lower))) lower <- -Inf
if (any(is.null(upper))) upper <- Inf
fit <- optimx::optimx(
start,
objective,
lower = lower,
upper = upper,
method = method,
control = control,
...
)
fit_pars <- as.numeric(fit[1, 1:length(start)])
names(fit_pars) <- names(fit)[1:length(start)]
fit_val <- fit[1, "value"]
if (hessian) {
fit_hess <- numDeriv::hessian(objective, fit_pars, ...)
fit_conv <- matrixcalc::is.positive.definite(fit_hess)
} else {
fit_hess <- NA
fit_conv <- NA
}
fit_code <- fit[1, "convcode"]
res <- list(
pars = fit_pars,
value = fit_val,
hess = fit_hess,
convergence = fit_conv,
code = fit_code
)
return(list(res = res, fit = fit))
}
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