Abstract
The Dunn-S̆idak multiple comparison procedure is used to test hypotheses and construct confidence intervals for two or more a priori nonorthogonal contrasts for population means. The procedure uses α levels that are not available in conventional t tables. In 1977 Games prepared a table of two-tailed critical values that simplifies using the procedure. Researchers are accustomed to doubling α in a two-tailed t table to obtain the critical value in one tail. Unfortunately, doubling α in Games's table always gives one-tailed critical values that are too small. Computational routines using the t inverse function in Microsoft Excel 98, SAS, and SPSS are presented for obtaining Dunn-S̆idák one- and two-tailed critical values for any familywise error rate, number of contrasts, and error degrees of freedom.
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