
Density of Binary Disc Packings:Lower and Upper Bounds
We provide, for any r∈ (0,1), lower and upper bounds on the maximal dens...
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Compact Packings are not always the Densest
We provide a counterexample to a conjecture by B. Connelly about density...
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Density of Binary Disc Packings: Playing with Stoichiometry
We consider the packings in the plane of discs of radius 1 and √(2)1 wh...
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Density of Binary Compact Disc Packings
A disc packing in the plane is compact if its contact graph is a triangu...
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A Densest ternary circle packing in the plane
We consider circle packings in the plane with circles of sizes 1, r≃ 0.8...
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Compact packings of space with three sizes of spheres
A sphere packing of the threedimensional Euclidean space is compact if ...
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Canonical projection tilings defined by patterns
We give a necessary and sufficient condition on a ddimensional affine s...
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Empilements compacts avec trois tailles de disque
Discs form a compact packing of the plane if they are interior disjoint ...
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Compact packings of the plane with three sizes of discs
Discs form a compact packing of the plane if they are interior disjoint ...
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Yet Another Proof of the Aperiodicity of Robinson Tiles
Short proof of the aperiodicity of the Robinson tile set....
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Thomas Fernique
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