H4 polytope - definição. O que é H4 polytope. Significado, conceito
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O que (quem) é H4 polytope - definição


H4 polytope         
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FOUR-DIMENSIONAL GEOMETRIC OBJECTS
List of H4 polytopes
In 4-dimensional geometry, there are 15 uniform polytopes with H4 symmetry. Two of these, the 120-cell and 600-cell, are regular.
Integral polytope         
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CONVEX POLYTOPE WHOSE VERTICES ALL HAVE INTEGER CARTESIAN COORDINATES
Convex lattice polytope
In geometry and polyhedral combinatorics, an integral polytope is a convex polytope whose vertices all have integer Cartesian coordinates. That is, it is a polytope that equals the convex hull of its integer points.
1 22 polytope         
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  • Orthographic projection in Aut(E6) Coxeter plane with 18-gonal symmetry for complex polyhedron, <sub>3</sub>{3}<sub>3</sub>{4}<sub>2</sub>. It has 72 vertices, 216 3-edges, and 54 3{3}3 faces.
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UNIFORM 6-POLYTOPE
Gosset 1 22 polytope; Rectified 1 22 polytope; Birectified 2 21 polytope; Birectified 1 22 polytope; 0 221 polytope; Rectified 1 22; Birectified 1 22; Bicantellated 2 21; Truncated 1 22; Truncated 1 22 polytope
In 6-dimensional geometry, the 122 polytope is a uniform polytope, constructed from the E6 group. It was first published in E.