1. Home
2. Two-sample Nonparametric Tests

# Two-sample Nonparametric Tests

Select menu: Stats | Statistical Tests | Two-sample nonparametric tests

Performs nonparametric statistical tests on data comprising two samples.

Stats | Statistical Tests | Two-sample nonparametric tests.
2. Fill in the fields as required then click Run.

You can set additional Options, then after running you can save the results by clicking Save.

## Test

Specifies the test to be carried out:

 Wilcoxon Matched-Pairs test This is a nonparametric test of location for two related samples (for example a before-and-after study). The null hypothesis is that the samples arise from exactly the same distribution, and this is tested against the alternative that the underlying distributions differ in their locations Kolmogorov-Smirnov test This is a test of the hypothesis that two samples of data have arisen from the same distribution, against the alternative, that the underlying distributions are different. The test statistic is the maximum absolute difference between their cumulative distribution functions Spearman’s rank correlation Spearman’s rank correlation coefficient is a measure of the association between the rankings of two samples and can be used to test for independence of the samples Mann-Whitney U test This is a test for differences in location between two samples of data Sign test The two-sample sign test is a nonparametric test for difference in location between two related samples

## Available data

List variates and factors that can be used to supply the data sets and groups. The contents will change as you move from one input field to another, so that appropriate types of data structure are listed. Double-click a name to copy it to the current input field or type the name.

## Data arrangement

You can supply the data either as a pair of variates or as a single variate with a factor defining the groups. Note: for the Wilcoxon test you can only supply data as a pair of variates of equal length.

 Two variates You must supply the samples as two separate variates. Enter the names as Data variate 1 and Data variate 2. One variate with group factor You must supply the data in one variate, specified as the Data variate. Membership of the two samples is then indicated by a factor by entering the name in Group factor.

## Action Icons

 Pin Controls whether to keep the dialog open when you click Run. When the pin is down  the dialog will remain open, otherwise when the pin is up  the dialog will close. Restore Restore names into edit fields and default settings. Clear Clear all fields and list boxes. Help Open the Help topic for this dialog.