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@@ -19,22 +19,12 @@ Suite of threshold-agnostic metrics that provide a nuanced view of this unintend
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  The following are computed where $D^{-}$ is the negative examples in the background set, $D^{+}$ is the positive examples in the background set, $D^{-}_{g}$ is the negative examples in the identity subgroup, and $D^{+}_{g}$ is the positive examples in the identity subgroup:
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  $$
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- \begin{aligned}
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- \text{Subgroup AUC} &= \text{AUC} (D^{-}_{g} + D^{+}_{g} ) &(1)
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- \end{aligned}
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  $$
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- The following are computed where \\(D^{-}\\) is the negative examples in the background set, \\(D^{+}\\) is the positive examples in the background set, \\(D^{-}_{g}\\) is the negative examples in the identity subgroup, and \\(D^{+}_{g}\\) is the positive examples in the identity subgroup:
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-
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- $$
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- \begin{aligned}
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- \text{Subgroup AUC} &= \text{AUC} (D^{-}_{g} + D^{+}_{g} ) &(1)\\
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- \text{BPSN AUC} &= \text{AUC} (D^{+} + D^{-}_{g} ) &(2)\\
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- \text{BNSP AUC} &= \text{AUC} (D^{-} + D^{+}_{g} ) &(3)
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- \end{aligned}
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- $$
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-
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  ## How to Use
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  ```python
 
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  The following are computed where $D^{-}$ is the negative examples in the background set, $D^{+}$ is the positive examples in the background set, $D^{-}_{g}$ is the negative examples in the identity subgroup, and $D^{+}_{g}$ is the positive examples in the identity subgroup:
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  $$
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+ \text{Subgroup AUC} = \text{AUC} (D^{-}_{g} + D^{+}_{g} ) (1)\\
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+ \text{BPSN AUC} = \text{AUC} (D^{+} + D^{-}_{g} ) (2) \\
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+ \text{BNSP AUC} = \text{AUC} (D^{-} + D^{+}_{g} ) (3)
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  $$
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  ## How to Use
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  ```python