• Oplax Associativity. We have a natural transformation

    with components

    \[ \bigcap _{A\in \mathcal{A}}\webleft(\bigcap _{U\in A}U\webright)\subset \bigcap _{U\in \bigcap _{A\in \mathcal{A}}A}U \]

    for each $\mathcal{A}\in \mathcal{P}\webleft (\mathcal{P}\webleft (\mathcal{P}\webleft (X\webright )\webright )\webright )$.


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