I’ve found today earlier stated conjecture that lattices $latex \mathrm{Compl}\mathsf{FCD}(A;B)$ and $latex \mathrm{Compl}\mathsf{RLD}(A;B)$ are co-brouwerian.

Exercise: Prove this fact.

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I’ve found today earlier stated conjecture that lattices $latex \mathrm{Compl}\mathsf{FCD}(A;B)$ and $latex \mathrm{Compl}\mathsf{RLD}(A;B)$ are co-brouwerian.

Exercise: Prove this fact.