Solid comma symmetry spheres
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These show a selection of the spherical symmetry groups - the ways in which an object can be symmetrical by rotating…
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- Printables
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- Math
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These show a selection of the spherical symmetry groups - the ways in which an object can be symmetrical by rotating about and reflecting through a central point. See the wikipedia page for more details, or better, the book The Symmetries of Things, by John H. Conway, Heidi Burgiel and Chaim Goodman-Strauss.
The labelling of the different symmetry types on the rendered image is in orbifold notation. All of the polyhedral types are shown (3∗2, 332, ∗332, 432, ∗432, 532, ∗532), as well as representatives of the infinite families of cyclic and dihedral types (88, ∗44, 8x, 8∗, 222, 223, 228, 2∗4, ∗224).
Category: Math