Huczynska–Vatter conjecture on finite bases of monotone grid classes
Huczynska–Vatter conjecture on finite bases of monotone grid classes
A monotone grid class is a permutation class defined by a finite grid whose nonempty cells contain monotone permutations. Huczynska–Vatter's conjecture. Every monotone grid class is finitely based. The conjecture concerns monotone grid classes rather than directly addressing lwqo; the source notes that, unlike the geometric case, no nonconstructive proof was known there.
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Sources & referencesView supporting material
Primary source
Robert Brignall and Vincent Vatter, “Labelled well-quasi-order for permutation classes”, arXiv:2103.08243 (2022).
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