Performs a test based on Wilcoxon rank scores. The Wilcoxon rank scores are the simple ranks of the data. The Wilcoxon test is the most powerful rank test for errors with logistic distributions. If the factor has more than two levels, the Kruskal-Wallis test is performed. For information about the report, see The Wilcoxon, Median, and Van der Waerden Test Reports. For an example, see Example of the Nonparametric Wilcoxon Test.

Performs a test based on Median rank scores. The Median rank scores are either 1 or 0, depending on whether a rank is above or below the median rank. The Median test is the most powerful rank test for errors with double-exponential distributions. For information about the report, see The Wilcoxon, Median, and Van der Waerden Test Reports.

Performs a test based on Van der Waerden rank scores. The Van der Waerden rank scores are the ranks of the data divided by one plus the number of observations transformed to a normal score by applying the inverse of the normal distribution function. The Van der Waerden test is the most powerful rank test for errors with normal distributions. For information about the report, see The Wilcoxon, Median, and Van der Waerden Test Reports.

Performs a test based on the empirical distribution function, which tests whether the distribution of the response is the same across the groups. Both an approximate and an exact test are given. This test is available only when the X factor has two levels. For information about the report, see Kolmogorov-Smirnov Two-Sample Test Report.

For information about the report, see 2-Sample, Exact Test. For an example involving the Wilcoxon Exact Test, see Example of the Nonparametric Wilcoxon Test.