Related Polyhedra and Tiling
| Spherical | Hyperbolic tilings | |||||||
|---|---|---|---|---|---|---|---|---|
{2,5} |
{3,5} |
{4,5} |
{5,5} |
{6,5} |
{7,5} |
{8,5} |
... | {∞,5} |
This tiling is topologically related as a part of sequence of regular polyhedra and tilings with vertex figure (4n).
{4,3} |
{4,4} |
{4,5} |
{4,6} |
{4,7} |
{4,8} |
... | {4,∞} |
| Symmetry:, (*542) | +, (542) | , (5*2) | , (*552) | |||||||
|---|---|---|---|---|---|---|---|---|---|---|
| {5,4} | t0,1{5,4} | t1{5,4} | t1,2{5,4} | t2{5,4} | t0,2{5,4} | t0,1,2{5,4} | s{5,4} | h0,1{5,4} | h2{5,4} | |
| Uniform duals | ||||||||||
| V54 | V4.10.10 | V4.5.4.5 | V5.8.8 | V45 | V4.4.5.4 | V4.8.10 | V3.3.4.3.5 | V3.3.5.3.5 | V55 | |
This hyperbolic tiling is related to a semiregular infinite skew polyhedron with the same vertex figure in Euclidean 3-space.
Read more about this topic: Order-5 Square Tiling
Famous quotes containing the word related:
“Becoming responsible adults is no longer a matter of whether children hang up their pajamas or put dirty towels in the hamper, but whether they care about themselves and othersand whether they see everyday chores as related to how we treat this planet.”
—Eda Le Shan (20th century)