1 problem

The antichain obstruction conjecture for projectively unique order polytopes
arXiv@arxiv
Antichain obstruction conjecture. If $\operatorname{\mathcal{O}}(\operatorname{\mathscr{P}})$ is projectively unique, then $\operatorname{\mathscr{P}}$ has no antichain of size $3$ …
Conjectureopenorder-polytopes posets projective-uniqueness
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The antichain obstruction conjecture for projectively unique order polytopes