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# calculate a randomization-based interval for the test statistic based on empirical randomization distribution
# input: results object outputted by randTest(), coverage level (defaults to .95),
# output: randomization-based interval for the test statistic or vector of test statistics
randInterval <- function(results, coverage = .95) {
if (length(results$obs_stat) == 1) {
if (results$alternative == "two.sided") {
c(quantile(results$perm_stats, (1 - coverage) / 2), quantile(results$perm_stats, (1 + coverage) / 2))
} else if (results$alternative == "greater") {
c(quantile(results$perm_stats, 0), quantile(results$perm_stats, coverage))
} else if (results$alternative == "less") {
c(quantile(results$perm_stats, 1 - coverage), quantile(results$perm_stats, 1))
}
} else {
if (results$alternative == "two.sided") {
sapply(1:length(results$obs_stat), function(j) c(quantile(results$perm_stats[, j], (1 - coverage) / 2), quantile(results$perm_stats[, j], (1 + coverage) / 2)))
} else if (results$alternative == "greater") {
sapply(1:length(results$obs_stat), function(j) c(quantile(results$perm_stats[, j], 0), quantile(results$perm_stats[, j], coverage)))
} else if (results$alternative == "less") {
sapply(1:length(results$obs_stat), function(j) c(quantile(results$perm_stats[, j], 1 - coverage), quantile(results$perm_stats[, j], 1)))
}
}
}
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