AbstractDual stellated forms and, among its application, asymmetrical stellation patterns are discussed in detail in this contribution which is a sequel to the preceding paper
A recently developed theory of flag-graphs and $k$-orbit maps classifies maps according to their sym...
International audienceAt conferences in Beijing (Monnot, 2018) and Barcelona (Monnot, 2019), the con...
We aim to reconstruct three-dimensional polyhedra from axonometric line drawings. Existence of mirro...
AbstractIn this article polyhedral symmetry provides the basis for an investigation of the stellatio...
AbstractDual stellated forms and, among its application, asymmetrical stellation patterns are discus...
AbstractIn this article polyhedral symmetry provides the basis for an investigation of the stellatio...
Stellation is a well known operation which you can apply to a polyhedron. About a century before thi...
The scope of this catalogue is more-or-less confined to the most symmetrical polyhedra exemplified b...
A checkerboard, a beehive, a brick wall and a mud flat dried in the sun all have something in common...
AbstractA tetrahedron having two right angles at each of two vertices was investigated by Lobachevsk...
In 1704 the French priest S ebastien Truchet published a paper where he explored and counted patter...
Figure 1: Polyhedral patterns on a knot. Top: three polyhedral patterns tiling a knot and optimized ...
We have shown that there is a link between the geometry of the CA II-nM’s with bases n∈{3, 4, 5} an...
Much of the material of this book was prepared over a period commencing more than a decade ago and, ...
The author presents a method for constructing platonic solids that takes advantage of their symmetry...
A recently developed theory of flag-graphs and $k$-orbit maps classifies maps according to their sym...
International audienceAt conferences in Beijing (Monnot, 2018) and Barcelona (Monnot, 2019), the con...
We aim to reconstruct three-dimensional polyhedra from axonometric line drawings. Existence of mirro...
AbstractIn this article polyhedral symmetry provides the basis for an investigation of the stellatio...
AbstractDual stellated forms and, among its application, asymmetrical stellation patterns are discus...
AbstractIn this article polyhedral symmetry provides the basis for an investigation of the stellatio...
Stellation is a well known operation which you can apply to a polyhedron. About a century before thi...
The scope of this catalogue is more-or-less confined to the most symmetrical polyhedra exemplified b...
A checkerboard, a beehive, a brick wall and a mud flat dried in the sun all have something in common...
AbstractA tetrahedron having two right angles at each of two vertices was investigated by Lobachevsk...
In 1704 the French priest S ebastien Truchet published a paper where he explored and counted patter...
Figure 1: Polyhedral patterns on a knot. Top: three polyhedral patterns tiling a knot and optimized ...
We have shown that there is a link between the geometry of the CA II-nM’s with bases n∈{3, 4, 5} an...
Much of the material of this book was prepared over a period commencing more than a decade ago and, ...
The author presents a method for constructing platonic solids that takes advantage of their symmetry...
A recently developed theory of flag-graphs and $k$-orbit maps classifies maps according to their sym...
International audienceAt conferences in Beijing (Monnot, 2018) and Barcelona (Monnot, 2019), the con...
We aim to reconstruct three-dimensional polyhedra from axonometric line drawings. Existence of mirro...
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