[Merged by Bors] - feat: Add finite iff bounded lemmas #5567
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This PR adds a lemma stating that finiteness is equivalent to boundedness above and below in a locally finite lattice, as well as one-way versions for both types of semilattice.
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This PR adds a lemma stating that finiteness is equivalent to boundedness above and below in a locally finite lattice, as well as one-way versions for both types of semilattice.
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This PR adds a lemma stating that finiteness is equivalent to boundedness above and below in a locally finite lattice, as well as one-way versions for both types of semilattice.
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This PR adds a lemma stating that finiteness is equivalent to boundedness above and below in a locally finite lattice,
as well as one-way versions for both types of semilattice.