Here you will find one or more explanations in English for the word **Dihedron**. Also in the bottom left of the page several parts of wikipedia pages related to the word **Dihedron** and, of course, **Dihedron** synonyms and on the right images related to the word **Dihedron**.

- A dihedron is a type of polyhedron, made of two polygon faces which share the same set of edges. In three-dimensional Euclidean space, it is degenerate...

- can be constructed as a vertex on a great circle (equator). This forms a dihedron, {1,2}, with two hemispherical monogonal faces which share one 360° edge...

- regular solid with its face counted twice. Therefore, it is also called a dihedron (Gr****: solid with two faces), which explains the name dihedral group (in...

- n} is dual to the dihedron {n,2}. Note that when n = 2, we obtain the polyhedron {2,2}, which is both a hosohedron and a dihedron. All of these have...

- In geometry, an order-2 apeirogonal tiling, apeirogonal dihedron, or infinite dihedron is a tiling of the plane consisting of two apeirogons. It may be...

- hosohedron {2, n} is the n-gonal dihedron, {n, 2}. The polyhedron {2,2} is self-dual, and is both a hosohedron and a dihedron. A hosohedron may be modified...

- hexagonal beach ball, {2, 6}, is a hosohedron, and {6, 2} is its dual dihedron. The first known man-made polyhedra are spherical polyhedra carved in stone...

- their vertices lie along a great circle. This is called a spherical square dihedron. The Schläfli symbol is {4,2}. Six squares can tile the sphere with 3 squares...

- sphere, it resembles a compound of a trigonal hosohedron and trigonal dihedron. It is part of an infinite series of dual pair compounds of regular polyhedra...

- are given. The spherical tilings including the set of hosohedrons and dihedrons which are degenerate polyhedra. These symmetry groups are formed from...

- can be constructed as a vertex on a great circle (equator). This forms a dihedron, {1,2}, with two hemispherical monogonal faces which share one 360° edge...

- regular solid with its face counted twice. Therefore, it is also called a dihedron (Gr****: solid with two faces), which explains the name dihedral group (in...

- n} is dual to the dihedron {n,2}. Note that when n = 2, we obtain the polyhedron {2,2}, which is both a hosohedron and a dihedron. All of these have...

- In geometry, an order-2 apeirogonal tiling, apeirogonal dihedron, or infinite dihedron is a tiling of the plane consisting of two apeirogons. It may be...

- hosohedron {2, n} is the n-gonal dihedron, {n, 2}. The polyhedron {2,2} is self-dual, and is both a hosohedron and a dihedron. A hosohedron may be modified...

- hexagonal beach ball, {2, 6}, is a hosohedron, and {6, 2} is its dual dihedron. The first known man-made polyhedra are spherical polyhedra carved in stone...

- their vertices lie along a great circle. This is called a spherical square dihedron. The Schläfli symbol is {4,2}. Six squares can tile the sphere with 3 squares...

- sphere, it resembles a compound of a trigonal hosohedron and trigonal dihedron. It is part of an infinite series of dual pair compounds of regular polyhedra...

- are given. The spherical tilings including the set of hosohedrons and dihedrons which are degenerate polyhedra. These symmetry groups are formed from...

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