We provide a complete description of the edge-to-edge tilings with a reg...
A packing of disks in the plane is a set of disks with disjoint interior...
Rhombus Penrose tilings are tilings of the plane by two decorated rhombi...
We consider ternary disc packings of the plane, i.e. the packings using ...
Ammann bars are formed by segments (decorations) on the tiles of a tilin...
Self-assembly is the process in which the components of a system, whethe...
We provide, for any r∈ (0,1), lower and upper bounds on the maximal
dens...
We provide a counterexample to a conjecture by B. Connelly about density...
We consider the packings in the plane of discs of radius 1 and √(2)-1
wh...
A disc packing in the plane is compact if its contact graph is a
triangu...
We consider circle packings in the plane with circles of sizes 1, r≃
0.8...
A sphere packing of the three-dimensional Euclidean space is compact if ...
We give a necessary and sufficient condition on a d-dimensional affine
s...
Discs form a compact packing of the plane if they are interior disjoint ...
Discs form a compact packing of the plane if they are interior disjoint ...
Short proof of the aperiodicity of the Robinson tile set....