Definition 4.27.20. Let $\mathcal{C}$ be a category and let $S$ be a multiplicative system. We say $S$ is *saturated* if, in addition to MS1, MS2, MS3, we also have

Given three composable morphisms $f, g, h$, if $fg, gh \in S$, then $g \in S$.

Definition 4.27.20. Let $\mathcal{C}$ be a category and let $S$ be a multiplicative system. We say $S$ is *saturated* if, in addition to MS1, MS2, MS3, we also have

Given three composable morphisms $f, g, h$, if $fg, gh \in S$, then $g \in S$.

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