A poset in which every nonempty finite subset has an infimum is called a semilattice. I am wondering if there is a name coined for posets in which every nonempty finite lower-bounded subset has an infimum.
2026-04-06 21:32:56.1775511176
Is there a name for posets in which every nonempty finite subset with a lower bound has an infimum?
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