3 21 polytope - meaning and definition. What is 3 21 polytope
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What (who) is 3 21 polytope - definition


3 21 polytope         
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UNIFORM 7-POLYTOPE
Hess polytope; Gosset 3 21 polytope; Rectified 3 21 polytope; Birectified 3 21 polytope; Hessian polytope
In 7-dimensional geometry, the 321 polytope is a uniform 7-polytope, constructed within the symmetry of the E7 group. It was discovered by Thorold Gosset, published in his 1900 paper.
2020–21 3. Liga (Slovakia)         
FOOTBALL LEAGUE SEASON
2020-21 3. Liga (Slovakia)
The 2020–21 3. Liga is the 28th season of the third-tier football league of Slovakia since its establishment in 1993.
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.