# Category:Regular tilings of the hyperbolic plane

*Tilings of the hyperbolic plane*: regular, uniform, uniform dual

*Regular tiling of the hyperbolic plane* is tessellation of the hyperbolic plane with identical regular polygons meeting edge-to-edge.

There is infinite number of regular hyperbolic tilings. Regular tilings on the hyperbolic plane exist with 7 and more equilateral triangles around each vertex, 5 and more squares, 4 and more regular pentagons, 4 and more regular hexagons, 3 and more regular heptagons and 3 and more regular polygons of higher order.

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## Subcategories

This category has the following 10 subcategories, out of 10 total.

## Media in category "Regular tilings of the hyperbolic plane"

The following 6 files are in this category, out of 6 total.

- 444 symmetry mirrors.png 2,520 × 2,520; 775 KB

- CDel nodes 0h.png 9 × 23; 341 bytes

- CDel nodes h0.png 9 × 23; 297 bytes

- Hyperspace tiling 4-5.png 944 × 935; 59 KB

- Hyperspace tiling 5-4.png 943 × 934; 54 KB

- Uniform tiling s7-t2.png 395 × 395; 98 KB