AbstractLet F be a simply connected figure constituted of cells of the butterfly lattice. We show that there exists a linear algorithm which says whether F is tilable by the three tiles described in the paper. Moreover, we point out some specific geometrical properties, especially on the notion of flip
This paper continues the investigation of tiling problems via formal languages, which was begun in p...
AbstractThis paper continues the investigation of tiling problems via formal languages, which was be...
The set of all triangulations of a finite point set in the plane attains structure via flips: The gr...
AbstractLet F be a simply connected figure constituted of cells of the butterfly lattice. We show th...
We consider tilings of quadriculated regions by dominoes and oftriangulated regions by lozenges. We ...
International audienceIt is known that any two domino tilings of a polygon are flip-accessible, \emp...
Rapport interne.Many tiling spaces such as domino tilings of fixed figures have an underlying lattic...
AbstractWhen can a given finite region consisting of cells in a regular lattice (triangular, square,...
(eng) Many tiling spaces such as domino tilings of fixed figures have an underlying lattice structur...
Président: Michel HabibRapporteurs: Michel Habib et Jean-Christophe Novelliautres membres du jury : ...
AbstractWe consider the problem of tiling with dominoes pictures of the plane, in theoretical and al...
In a region $R$ consisting of unit squares, a domino is the union of two adjacent squares and a (dom...
AbstractLetFbe a figure formed from a finite set of cells of the planar square lattice. We first pro...
AbstractThis paper considers the possibility of tiling surfaces using dominoes. Orientable surfaces ...
AbstractWe prove that Thurston's linear-time tiling algorithm can be extended to all planar graphs t...
This paper continues the investigation of tiling problems via formal languages, which was begun in p...
AbstractThis paper continues the investigation of tiling problems via formal languages, which was be...
The set of all triangulations of a finite point set in the plane attains structure via flips: The gr...
AbstractLet F be a simply connected figure constituted of cells of the butterfly lattice. We show th...
We consider tilings of quadriculated regions by dominoes and oftriangulated regions by lozenges. We ...
International audienceIt is known that any two domino tilings of a polygon are flip-accessible, \emp...
Rapport interne.Many tiling spaces such as domino tilings of fixed figures have an underlying lattic...
AbstractWhen can a given finite region consisting of cells in a regular lattice (triangular, square,...
(eng) Many tiling spaces such as domino tilings of fixed figures have an underlying lattice structur...
Président: Michel HabibRapporteurs: Michel Habib et Jean-Christophe Novelliautres membres du jury : ...
AbstractWe consider the problem of tiling with dominoes pictures of the plane, in theoretical and al...
In a region $R$ consisting of unit squares, a domino is the union of two adjacent squares and a (dom...
AbstractLetFbe a figure formed from a finite set of cells of the planar square lattice. We first pro...
AbstractThis paper considers the possibility of tiling surfaces using dominoes. Orientable surfaces ...
AbstractWe prove that Thurston's linear-time tiling algorithm can be extended to all planar graphs t...
This paper continues the investigation of tiling problems via formal languages, which was begun in p...
AbstractThis paper continues the investigation of tiling problems via formal languages, which was be...
The set of all triangulations of a finite point set in the plane attains structure via flips: The gr...