Add to ORKGKnowledge about Geometric Models, Geometric Transformations and PolyhedraA polyhedron can be unfolded from a series of connected faces in 3D to form a net of faces in a single plane. Two of the simplest polyhedra, the cube and tetrahedron, are presented here for interactive unfoldingComponente Curricular::Ensino Fundamental::Séries Finais::Matemátic
It is shown that there are examples of distinct polyhedra, each with a Hamiltonian path of edges, wh...
Our purpose is to elaborate a theory of planar nets or unfoldings for polyhedra, its generalization ...
The study of polyhedra is an ancient one, going back to the dawn of history. It is especially those ...
This paper proposes a presentation unfolding regular and semi-regular polyhedra. Regular polyhedra a...
Over a decade ago, it was shown that every edge unfolding of the Platonic solids was without self-ov...
An unfolding of a polyhedron is a cutting along its surface such that the surface remains connected ...
Knowledge about PolyhedraGenerate nets of polyhedra, suitable for constructing the polyhedra out of ...
Knowledge about Polyhedra, solid geometry and topologyDemonstrating both ways to fold a planar net o...
Abstract Combining artistic creativity with highly simplified complex geometry, this workshop allows...
We explore which polyhedra and polyhedral complexes can be formed by folding up a planar polygonal ...
An edge-unfolding of a polyhedron is produced by cutting along edges and flattening the faces to a n...
We present two algorithms for unfolding the surface of any polyhedron, all of whose faces are triang...
To this demonstrations, one needs to know the basic concepts about crystallographySix tetrahedra are...
This text is especially intended as an educational material and didactic help for primary and second...
We explore which polyhedra and polyhedral complexes can be formed by folding up a planar polygonal r...
It is shown that there are examples of distinct polyhedra, each with a Hamiltonian path of edges, wh...
Our purpose is to elaborate a theory of planar nets or unfoldings for polyhedra, its generalization ...
The study of polyhedra is an ancient one, going back to the dawn of history. It is especially those ...
This paper proposes a presentation unfolding regular and semi-regular polyhedra. Regular polyhedra a...
Over a decade ago, it was shown that every edge unfolding of the Platonic solids was without self-ov...
An unfolding of a polyhedron is a cutting along its surface such that the surface remains connected ...
Knowledge about PolyhedraGenerate nets of polyhedra, suitable for constructing the polyhedra out of ...
Knowledge about Polyhedra, solid geometry and topologyDemonstrating both ways to fold a planar net o...
Abstract Combining artistic creativity with highly simplified complex geometry, this workshop allows...
We explore which polyhedra and polyhedral complexes can be formed by folding up a planar polygonal ...
An edge-unfolding of a polyhedron is produced by cutting along edges and flattening the faces to a n...
We present two algorithms for unfolding the surface of any polyhedron, all of whose faces are triang...
To this demonstrations, one needs to know the basic concepts about crystallographySix tetrahedra are...
This text is especially intended as an educational material and didactic help for primary and second...
We explore which polyhedra and polyhedral complexes can be formed by folding up a planar polygonal r...
It is shown that there are examples of distinct polyhedra, each with a Hamiltonian path of edges, wh...
Our purpose is to elaborate a theory of planar nets or unfoldings for polyhedra, its generalization ...
The study of polyhedra is an ancient one, going back to the dawn of history. It is especially those ...