The simply connected domino-tiling extension conjecture
A simply connected region is a domino-tileable region in the setting of the paper whose interior has no holes. Let the domino-tiling counting theorem of the paper be denoted by Theorem
holds for simply connected regions. The claim extends the paper's result from regions that may have holes to simply connected regions; the supplied text gives no resolution, so it remains open.
References
Primary source
Swee Hong Chan and Igor Pak, “Computational complexity of counting coincidences”, arXiv:2308.10214 (2024).
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