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Polyhex

In recreational mathematics, a polyhex is a polyform with a regular hexagon (or 'hex' for short) as the base form, constructed by joining together 1 or more hexagons. Specific forms are named by their number of hexagons: monohex, dihex, trihex, tetrahex, etc. They were named by David Klarner who investigated them.

Tessellation properties, Enumeration & Overview

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Tessellation properties

HexiamondPolyiamonds
2 related topics

Enumeration

PolyominoesOEIS
2 related topics

Overview

Recreational mathematicsPolyformRegular hexagonDavid KlarnerHexagonal tiling
5 related topics

Topics to explore

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Overview

Tessellation properties

Enumeration

Advanced semantic analysis

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Map overview Semantic statistics

Polyhex

Nodes13
Edges12
Triples20
Avg. degree1.85
Density0.153846
Components1

How this topic connects Entity context

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Polyhex

Top relations

related to Enumeration · 9
Polyhex → A000228, A001207, A006535, A018190, A038144, As, OEIS, The, They
related to Construction rules · 5
Polyhex → Configurations, Generally, No, The, Two
related to Symmetry · 2
Polyhex → Of, The
related to Tessellation properties · 2
Polyhex → All, In
is a · 1
Polyhex → polyform with a regular hexagon
see also · 1
Polyhex → TessellationPercolation

Important terminology Word statistics

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Important terminology

polyhexes hexagons also hexagon regular tessellation may tiling two one free monohex dihex named rules symmetry tetrahexes pentahexes hexahexes distinct

Entity relationships Subject–Predicate–Object triples

SubjectPredicateObjectConfidenceSrc
Polyhexis apolyform with a regular hexagon0.90text
Polyhexrelated to Construction rulesThe0.60section
Polyhexrelated to Construction rulesGenerally0.60section
Polyhexrelated to Construction rulesTwo0.60section
Polyhexrelated to Construction rulesNo0.60section
Polyhexrelated to Construction rulesConfigurations0.60section
Polyhexrelated to EnumerationAs0.60section
Polyhexrelated to EnumerationThey0.60section
Polyhexrelated to EnumerationThe0.60section
Polyhexrelated to EnumerationA0002280.60section
Polyhexrelated to EnumerationOEIS0.60section
Polyhexrelated to EnumerationA0381440.60section

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    Min side: 3
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