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#' Hyperparameter on log10 scale
#' @export
#' @param name Name of the parameter, must match the input to `eval_func`.
#' @param lower Lower bound of the parameter
#' @param upper Upper bound of the parameter
#' @examples
#' p1 <- par_log10('x1', 1e-4, 1e4)
#' class(p1)
#' print(p1)
# par_log ----
par_log10 <- function(name, lower, upper) {
R6_par_log10$new(
name=name,
lower=lower,
upper=upper
)
}
#' R6 class for hyperparameter on log10 scale
#' @export
#' @field name Name of the parameter, must match the input to `eval_func`.
#' @field lower Lower bound of the parameter
#' @field upper Upper bound of the parameter
# @field fromraw Function to convert from raw scale to transformed scale
# @field toraw Function to convert from transformed scale to raw scale
#' @field ggtrans Transformation for ggplot, see ggplot2::scale_x_continuous()
#' @examples
#' p1 <- par_log10('x1', 1e-4, 1e4)
#' class(p1)
#' print(p1)
R6_par_log10 <- R6::R6Class(
classname="par_log10",
inherit = R6_par_hype,
public=list(
name=NULL,
lower=NULL,
upper=NULL,
# partrans="log",
#' @description Function to convert from raw scale to transformed scale
#' @param x Value of raw scale
fromraw=function(x) {log(x, 10)},
#' @description Function to convert from transformed scale to raw scale
#' @param x Value of transformed scale
toraw= function(x) {10 ^ x},
#' @description Generate values in the raw space based on quantiles.
#' @param q In [0,1].
generate = function(q) {
stopifnot(is.numeric(q), q>=0, q<=1)
self$toraw(self$fromraw(self$lower) +
q * (self$fromraw(self$upper) - self$fromraw(self$lower)))
},
#' @description Check if input is valid for parameter
#' @param x Parameter value
isvalid = function(x) {
is.numeric(x) &
(x >= self$lower) &
(x <= self$upper)
},
#' @description Convert this to a parameter for the
#' mixopt R package.
#' @param raw_scale Should it be on the raw scale?
convert_to_mopar = function(raw_scale=FALSE) {
if (raw_scale) {
mixopt::mopar_cts(lower=self$lower,
upper=self$upper)
} else {
mixopt::mopar_cts(lower=self$fromraw(self$lower),
upper=self$fromraw(self$upper))
}
},
ggtrans="log10", # ggplot trans to give to scale_x_continuous
#' @description Create a hyperparameter with uniform distribution
#' @param name Name of the parameter, must match the input to `eval_func`.
#' @param lower Lower bound of the parameter
#' @param upper Upper bound of the parameter
initialize = function(name, lower, upper) {
self$name <- name
self$lower <- lower #log(lower, 10)
self$upper <- upper #log(upper, 10)
stopifnot(lower>0, upper>lower)
},
#' @description Print details of the object.
#' @param ... not used
print = function(...) {
s <- paste0("hype par_log(name = ", self$name,
", lower = ", self$lower,
", upper = ", self$upper, ")")
cat(s)
invisible(self)
}
)
)
if (F) {
p1 <- par_log10('x1', 1e-4, 1e4)
p1$generate(0)
p1$generate((0:8)/8)
curve(p1$generate(x))
}
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