1 problem

Central-rank divisibility conjecture for monotonic-triangle rank polynomials
Let $r_{{\cal{MN}}_n}(t)$ be the rank-generating polynomial of the set ${\cal{MN}}_n$ of monotonic triangles, and let $\operatorname{ASM}(n)$ denote the number of alternating sign…
Conjectureopenalternating-sign-matrices monotonic-triangles rank-generating-functions
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Central-rank divisibility conjecture for monotonic-triangle rank polynomials