• Oplax Right Unitality. The diagram

    does not commute in general, i.e. we may have

    \[ \bigcap _{\webleft\{ x\webright\} \in \chi _{X}\webleft (U\webright )}\webleft\{ x\webright\} \neq U \]

    in general, where $U\in \mathcal{P}\webleft (X\webright )$. However, when $U$ is nonempty, we have

    \[ \bigcap _{\webleft\{ x\webright\} \in \chi _{X}\webleft (U\webright )}\webleft\{ x\webright\} \subset U. \]

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