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- W2152646625 abstract "It is known that any two domino tilings of a polygon are flip-accessible, i.e., linked by a finite sequence of local transformations, called flips. This paper considers flip-accessibility for domino tilings of the whole plane, asking whether two of them are linked by a possibly infinite sequence of flips. The answer turning out to depend on tilings, we provide three equivalent characterizations of flip-accessibility. R´´ ´ Etant donnes deux pavages par dominos d'un mme polygone, on sait qu'on peut toujours passer de l'un l'autre en effectuant un nombre fini de transformations locales, appelees flips ; ces pavages sont dits flip-accessibles. Dans ce papier, nousetendons cette notion de flip-accessibilite aux pavages par dominos du plan entier, en s'autorisant cette fois effectuer un nombre infini de flips. Dans ce cas, la flip-accessibilite depend des pavages consideres et nous en donnons trois caracterisationsequivalentes." @default.
- W2152646625 created "2016-06-24" @default.
- W2152646625 creator A5003956330 @default.
- W2152646625 creator A5021750107 @default.
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- W2152646625 date "2007-07-02" @default.
- W2152646625 modified "2023-09-26" @default.
- W2152646625 title "Characterizations of Flip-Accessibility for Domino Tilings of the Whole Plane" @default.
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