Is there a way to obtain in GAP the Hasse diagrams of famous posets like the partition lattice or the divisor lattice of an integer? If they are not saved, is there a way to get them somehow else, like with using SAGE? If not, is there a trick to obtain the Hasse diagram easily without programming everything from the start? Are small posets or lattice saved in GAP? Like the ones with at most 7 points.
2026-03-27 00:02:23.1774569743
Library of posets in GAP?
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Concerning the specific question: No, GAP has no formal ``poset'' data type and thus also does not have a library of posets. However it is likely that such a library exists as a standalone resource on the web.