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Lozenge Tiling Function Ratios for Hexagons with Dents on Two Sides

Published 5 Feb 2020 in math.CO | (2002.01988v2)

Abstract: We give a formula for the number of lozenge tilings of a hexagon on the triangular lattice with unit triangles removed from arbitrary positions along two non-adjacent, non-opposite sides. Our formula implies that for certain families of such regions, the ratios of their numbers of tilings are given by simple product formulas.

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