Convenience wrapper for calculating bootstrap confidence intervals for univariate and bivariate statistics.
Usage
bootCI(
x,
y = NULL,
FUN,
conf.level = 0.95,
sides = c("two.sided", "left", "right"),
R = 999,
...
)Arguments
- x
a (non-empty) numeric vector of data values.
- y
NULL (default) or a vector with compatible dimensions to
x, when a bivariate statistic is used.- FUN
the function to be used.
- conf.level
confidence level of the interval.
- sides
a character string specifying the side of the confidence interval, must be one of
"two.sided"(default),"left"or"right". You can specify just the initial letter."left"would be analogue to a hypothesis of"greater"in at.test.- R
number of bootstrap replicates, a single positive whole number.
- ...
further arguments. The bootstrap options are taken out first, as in the other interval functions of the package:
type, the interval type passed toboot::boot.ci(), one of"bca"(default),"perc","basic","norm"or"stud", andparallelandncpus, passed toboot::boot(). Everything else is passed toFUN.
Value
A named numeric vector with three elements:
estthe estimate calculated by
FUN.lcilower confidence interval bound.
uciupper confidence interval bound.
Details
type, parallel and ncpus therefore cannot reach FUN through the
dots. A statistic that has an argument of one of these names - the
type of quantile(), say - is wrapped:
FUN = function(z) quantile(z, 0.9, type = 6).
"stud" needs a variance estimate for every replicate, which a general
FUN does not deliver; boot::boot.ci() then returns no such interval
and bootCI() stops with a message saying so.
Examples
set.seed(1984)
bootCI(mtcars$mpg, FUN=mean, na.rm=TRUE)
#> est lci uci
#> 20.09062 18.12561 22.31055
bootCI(mtcars$mpg, FUN=mean, trim=0.1, na.rm=TRUE, type="basic")
#> est lci uci
#> 19.69615 17.46923 21.78846
# bootCI(mtcars$mpg, FUN=DescToolsX::skewX, na.rm=TRUE, type="basic")
# bootCI(Pizza$operator, Pizza$area, FUN=cramerV)
spearman <- function(x,y) cor(x, y, method="spearman", use="p")
bootCI(mtcars$mpg, mtcars$hp, FUN=spearman)
#> est lci uci
#> -0.8946646 -0.9592579 -0.7950177
