Decagonal symmetry

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Revision as of 23:50, 1 October 2022 by Username5243 (talk | contribs) (Created page with "{{Infobox group |img = |rank = 2 |space = Spherical |order = 20 |cox = {{CDD|node|10|node}} |axes = 10 × A<sub>1</sub> |omni = Didecagon }} '''Decagonal symmetry''', also known as '''deggic symmetry''' and notated as '''I<sub>2</sub>(10)''', is a 2D spherical Coxeter group. It is the symmetry group of the decagon, with 10 rotation and 10 reflection elements. ===Subgroups=== *I<sub>2</sub>(10)+ (maximal) *H<sub>2</sub> (maximal) *[...")
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Decagonal symmetry
Rank2
SpaceSpherical
Order20
Info
Coxeter diagramCDel node.pngCDel 10.pngCDel node.png
Elements
Axes10 × A1
Related polytopes
OmnitruncateDidecagon

Decagonal symmetry, also known as deggic symmetry and notated as I2(10), is a 2D spherical Coxeter group. It is the symmetry group of the decagon, with 10 rotation and 10 reflection elements.

Subgroups

Convex polytopes with G2 symmetry

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