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- W10230311 abstract "In this paper we consider two classes of lattice paths on the plane which use textitnorth, textiteast, textitsouth,and textitwest unitary steps, beginningand ending at (0,0).We enumerate them according to the number ofsteps by means of bijective arguments; in particular, we apply the cycle lemma.Then, using these results, we provide a bijective proof for the number of directed-convex polyominoes having a fixed number of rows and columns." @default.
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- W10230311 date "2001-01-01" @default.
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- W10230311 title "A Bijection for Directed-Convex Polyominoes" @default.
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- W10230311 doi "https://doi.org/10.46298/dmtcs.2298" @default.
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