#' Shows all relevant information of a numeric vector
#'
#' @param b numeric sample
#' @param p.value
#' @param anch
#' @param ... internal functions parammeter control
#'
#' @return
#' @export
#'
#' @examples
#'
#' library(moments)
#' b<-rnorm(100)
#'
estad <- function(b, anch = 100,...) {
n1 <- length(b)
b <- na.omit(b)
if (!is.numeric(b)) {
b <- as.character(b)
bb <- as.numeric(gsub(",", "", b))
b <- bb
}
if (length(b) < anch) {
fit <- "No hay suficientes datos o muchos NAs"
p.value <- "No hay suficientes datos o muchos NAs"
}
if (n1 > 0) {
if (((n1 - length(b))/n1) > 0.15) {
fit <- "No hay suficientes datos o muchos NAs"
p.value <- "No hay suficientes datos o muchos NAs"
}
}
if (is.null(fit) | is.null(p.value)) {
fit = ajustar(b, mus = 1)[[1]][1]
p.value = ajustar(b, mus = 1)[[2]][1]
}
if (length(b) == 0) {
b <- NA
}
est1<-as.list(quantile(b, na.rm = TRUE))
histo<-hist(b,breaks = 50)
Db<-density(b)
Un<-unique(b)
Kb<-kmeans(sort(b),2)
est2<-list(mean = mean(b, na.rm = T),
sd = sd(b, na.rm = T),
len = length(b),
nas = n1 - length(b),
mode=histo$breaks[histo$density==max(histo$density)],
kurtosis=moments::kurtosis(b),
skewness=moments::skewness(b),
bimodal_coef= modes::bimodality_coefficient(b),
interquantile_rangue=est1[[2]]-est1[[4]],
dist = as.character(fit),
Discrete = all(floor(b)==b),
count.values = table(b),
kmeans.centers = Kb$centers,
kmeans2split = mean(Kb$centers),
max.likelihood = Db[["x"]][Db[["y"]]==max(Db[["y"]])],
dist.p.value = as.character(p.value))
est3<-t.test(b)
est3<-list(conf.int.inf=est3$conf.int[1],conf.int.sup=est3$conf.int[2],
t.statistic=est3$statistic,
t.p.vlaue=est3$p.value)
}
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