AbstractA space-filling polyhedron is one whose replications can be packed to fill three-space completely. The class of the known space-filling tetrahedra has been recently increased. These enable an increase in the class of the known space-filling pentahedra
International audienceNowadays, all geometric modelers provide some tools for specifying geometric c...
After the discovery of the 219 (230) Euclidean three-dimensional space groups many interesting quest...
AbstractIn this paper it is shown that 3-space cannot be filled with cubes such that neighbouring cu...
AbstractA space-filling polyhedron is one whose replications can be packed to fill three-space compl...
AbstractA space-filling polyhedron is one whose replications can be packed to fill three-space compl...
AbstractA space-filling polyhedron is one whose replications can be packed to fill three-space compl...
The goal of this paper is to illustrate how octahedra and tetrahedra pack together to fill space, an...
This activity is an investigation of a special nonregular tetrahedron that can be arranged to fill s...
If one has three sticks (lengths), when can you make a triangle with the sticks? As long as any two...
An earlier paper describes a program to prove the Kepler conjecture on sphere packings. This paper c...
Un polyèdre remplissant I’espace est celui dont les copies identiques peuvent être entassées pour re...
The problem of tiling or tessellating (i.e., completely filling) three-dimensional Euclidean space R...
The 3-dimensional model of any k-dimensional cube can be constructed by starting k edges whose Minko...
This paper proposes a generally new type of macrospace filling honeycombs having quasi-regular penta...
Two new periodical space-filling mosaics will be constructed. These are based on a 3D model of the 1...
International audienceNowadays, all geometric modelers provide some tools for specifying geometric c...
After the discovery of the 219 (230) Euclidean three-dimensional space groups many interesting quest...
AbstractIn this paper it is shown that 3-space cannot be filled with cubes such that neighbouring cu...
AbstractA space-filling polyhedron is one whose replications can be packed to fill three-space compl...
AbstractA space-filling polyhedron is one whose replications can be packed to fill three-space compl...
AbstractA space-filling polyhedron is one whose replications can be packed to fill three-space compl...
The goal of this paper is to illustrate how octahedra and tetrahedra pack together to fill space, an...
This activity is an investigation of a special nonregular tetrahedron that can be arranged to fill s...
If one has three sticks (lengths), when can you make a triangle with the sticks? As long as any two...
An earlier paper describes a program to prove the Kepler conjecture on sphere packings. This paper c...
Un polyèdre remplissant I’espace est celui dont les copies identiques peuvent être entassées pour re...
The problem of tiling or tessellating (i.e., completely filling) three-dimensional Euclidean space R...
The 3-dimensional model of any k-dimensional cube can be constructed by starting k edges whose Minko...
This paper proposes a generally new type of macrospace filling honeycombs having quasi-regular penta...
Two new periodical space-filling mosaics will be constructed. These are based on a 3D model of the 1...
International audienceNowadays, all geometric modelers provide some tools for specifying geometric c...
After the discovery of the 219 (230) Euclidean three-dimensional space groups many interesting quest...
AbstractIn this paper it is shown that 3-space cannot be filled with cubes such that neighbouring cu...
DOI
Add to ORKG