These intervals are often referred to as credible intervals, but we use the term uncertainty intervals to highlight the fact that wider intervals correspond to greater uncertainty. See posterior_interval.stanreg() in the rstanarm package for an example.

posterior_interval(object, ...)

# S3 method for default
posterior_interval(object, prob = 0.9, ...)

## Arguments

object The object to use. Arguments passed to methods. See the methods in the rstanarm package for examples. A number $$p \in (0,1)$$ indicating the desired probability mass to include in the intervals.

## Value

posterior_interval() methods should return a matrix with two columns and as many rows as model parameters (or a subset of parameters specified by the user). For a given value of prob, $$p$$, the columns correspond to the lower and upper $$100p$$\ have the names $$100\alpha/2$$\ $$\alpha = 1-p$$. For example, if prob=0.9 is specified (a $$90$$\ "95%", respectively.

The default method just takes object to be a matrix (one column per parameter) and computes quantiles, with prob defaulting to 0.9.

• Guidelines and recommendations for developers of R packages interfacing with Stan and a demonstration getting a simple package working can be found in the vignettes included with rstantools and at mc-stan.org/rstantools/articles.

## Examples

# Default method takes a numeric matrix (of posterior draws)
draws <- matrix(rnorm(100 * 5), 100, 5) # fake draws
colnames(draws) <- paste0("theta_", 1:5)
posterior_interval(draws)
#>                5%      95%
#> theta_1 -1.865365 1.683664
#> theta_2 -1.517411 1.882336
#> theta_3 -1.568718 1.618074
#> theta_4 -1.397015 1.842534
#> theta_5 -1.774352 1.521312
# Also see help("posterior_interval", package = "rstanarm")