Which term is defined as a statistic used when the sphericity assumption is violated?

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Multiple Choice

Which term is defined as a statistic used when the sphericity assumption is violated?

Explanation:
When you have a repeated measures design, sphericity means the variances of the differences between all pairs of conditions are equal. If this assumption is violated, the usual F tests can inflate Type I error, so you apply a correction factor to adjust the test. That correction uses a value called epsilon, which measures how far the data are from satisfying sphericity. Greenhouse-Geisser and Huynh-Feldt corrections are common implementations that rely on this epsilon value to adjust the degrees of freedom and obtain a valid p-value. Mauchly's W is the test statistic that checks whether sphericity holds, not the adjustment itself, and eta squared is an effect size measure. So the statistic used when sphericity is violated is epsilon.

When you have a repeated measures design, sphericity means the variances of the differences between all pairs of conditions are equal. If this assumption is violated, the usual F tests can inflate Type I error, so you apply a correction factor to adjust the test. That correction uses a value called epsilon, which measures how far the data are from satisfying sphericity. Greenhouse-Geisser and Huynh-Feldt corrections are common implementations that rely on this epsilon value to adjust the degrees of freedom and obtain a valid p-value. Mauchly's W is the test statistic that checks whether sphericity holds, not the adjustment itself, and eta squared is an effect size measure. So the statistic used when sphericity is violated is epsilon.

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