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Fix latex build
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src/functions-reference/positive_continuous_distributions.qmd

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@@ -365,7 +365,7 @@ If the shape parameter $\alpha \in \mathbb{R}^+$ and the rate (or inverse scale)
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\frac{\beta^{\alpha}} {\Gamma(\alpha)} \, y^{\alpha - 1}
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\exp(-\beta \, y) . \end{equation*}
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Under the shape and rate formulation of the Gamma distribution, $E(y) = \alpha/\beta$ and $\var(y) = \alpha/\beta^2$.
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Under the shape and rate formulation of the Gamma distribution, $E(y) = \alpha/\beta$ and $\text{Var}(y) = \alpha/\beta^2$.
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### Distribution statement
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