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Dodecagram

In geometry, a dodecagram (from Greek δώδεκα (dṓdeka) 'twelve' and γραμμῆς (grammēs) 'line') is a star polygon or compound with 12 vertices. There is one regular dodecagram polygon (with Schläfli symbol {12/5} and a turning number of 5). There are also 4 regular compounds {12/2}, {12/3}, {12/4}, and {12/6}.

Regular dodecagram, Regular dodecagrams in polyhedra & Complete graph

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Key facts & relationships

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Dual polygon
self
Edges and vertices
12
Internal angle (degrees)
30°
Properties
star, cyclic, equilateral, isogonal, isotoxal
Schläfli symbol
{12/5} t{6/5}
Symmetry group
Dihedral (D12)

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Overview

Regular dodecagram

Dodecagrams as isotoxal figures

Dodecagrams as isogonal figures

Complete graph

Regular dodecagrams in polyhedra

Dodecagram symbolism

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Map overview Semantic statistics

Dodecagram

Nodes31
Edges30
Triples63
Avg. degree1.94
Density0.064516
Components1

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Dodecagram

Top relations

related to References · 31
Dodecagram → Bisztriczky, Chaim Goodman-Strauss, Chapter, Co, Conway, Dimension, Eric, Freeman, Grünbaum, Heidi Burgiel, Hollow Faces, ISBN, John, Kluwer Academic, Lock-gray-alt-2, Lock-green, Lock-red-alt-2, MathWorld, NATO-ASI Conference, New York
related to Dodecagram symbolism · 14
Dodecagram → African-American, Bryn DonovanThe, Christianitythe, Daughters, Dodecagrams, Hellenic Polytheismthe, International Order, Israel, Judaismthe, Knights, Manus Sancti, Nauru, Tabor, Twelve Knights
related to Regular dodecagrams in polyhedra · 3
Dodecagram → Below, Dodecagrammic, Dodecagrams
related to Complete graph · 2
Dodecagram → K12, Superimposing
related to Dodecagrams as isotoxal figures · 2
Dodecagram → An, There
related to Dodecagrams as regular compounds · 2
Dodecagram → The, There
Dual polygon · 1
Dodecagram → self
Edges and vertices · 1
Dodecagram → 12
Internal angle (degrees) · 1
Dodecagram → 30°
Properties · 1
Dodecagram → star, cyclic, equilateral, isogonal, isotoxal

Important terminology Word statistics

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Important terminology

regular 12 star vertices polygon dodecagrams compounds compound also isotoxal two one polyhedra isogonal schläfli symbol three turning number figures

Entity relationships Subject–Predicate–Object triples

SubjectPredicateObjectConfidenceSrc
DodecagramDual polygonself1.00infobox
DodecagramEdges and vertices121.00infobox
DodecagramInternal angle (degrees)30°1.00infobox
DodecagramPropertiesstar, cyclic, equilateral, isogonal, isotoxal1.00infobox
DodecagramSchläfli symbol{12/5} t{6/5}1.00infobox
DodecagramSymmetry groupDihedral (D12)1.00infobox
DodecagramTypeRegular star polygon1.00infobox
Dodecagramrelated to Complete graphSuperimposing0.60section
Dodecagramrelated to Complete graphK120.60section
Dodecagramrelated to Dodecagram symbolismDodecagrams0.60section
Dodecagramrelated to Dodecagram symbolismIsrael0.60section
Dodecagramrelated to Dodecagram symbolismJudaismthe0.60section

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