Chi-Squared Test
A statistical test used to determine whether observed differences in selection rates are statistically significant.
What Is Chi-Squared Test?
The chi-squared test (also written as chi-square test or χ² test) is a statistical hypothesis test used in bias auditing to determine whether differences in selection rates across demographic groups are statistically significant — that is, unlikely to be due to chance alone. The test compares observed selection outcomes to the expected outcomes under the null hypothesis that the selection process is independent of group membership. When sample sizes are sufficiently large (typically n > 40 with expected cell counts of at least 5), the chi-squared test provides reliable results. A p-value below 0.05 indicates the observed disparity is statistically significant. OnHirely uses chi-squared tests alongside the four-fifths rule and Fisher's exact test to provide a comprehensive assessment of whether AI hiring tools produce discriminatory outcomes.
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 moreFisher's Exact Test
A statistical test for significance used when sample sizes are too small for the chi-squared test.
Read moreConfidence Interval
A range of values within which a true population parameter is expected to fall, given a specified level of certainty.
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