Fisher's Exact Test
A statistical test for significance used when sample sizes are too small for the chi-squared test.
What Is Fisher's Exact Test?
Fisher's exact test is a statistical significance test used in bias auditing when sample sizes are small (typically n ≤ 40 or when expected cell counts fall below 5) and the chi-squared approximation would be unreliable. Unlike the chi-squared test, which uses an asymptotic approximation, Fisher's exact test calculates the exact probability of observing the given distribution of selections across groups under the null hypothesis of no discrimination. This makes it particularly valuable for auditing AI hiring tools in organizations with small applicant pools or when examining intersectional categories where subgroup sizes are limited. Fisher's exact test is computed from a 2×2 contingency table of group membership versus selection outcome. OnHirely automatically selects Fisher's exact test when sample sizes warrant, ensuring statistical conclusions remain valid regardless of data volume.
Related Terms
Adverse Impact
A substantially different rate of selection in hiring that disadvantages members of a protected group.
Read moreSelection Rate
The proportion of applicants from a particular group who are hired or advanced to the next stage.
Read moreIntersectional Bias
Discrimination that occurs at the intersection of multiple protected characteristics, such as race and gender combined.
Read moreChi-Squared Test
A statistical test used to determine whether observed differences in selection rates are statistically significant.
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