281
edits
Changes
Jump to navigation
Jump to search
Line 25:
Line 25: + + + +
→Plane Tessellations
[[Image:Penrosetiling.gif|right|150px]]
A tiling is periodic if, when translated in at least two non-parallel directions the tiling 'merges' with itself. A collection of tiles is aperiodic if the collection tiles the plane, but never in a periodic fashion. [[Roger Penrose]] discovered several such tilings in the 1970's.
A tiling is periodic if, when translated in at least two non-parallel directions the tiling 'merges' with itself. A collection of tiles is aperiodic if the collection tiles the plane, but never in a periodic fashion. [[Roger Penrose]] discovered several such tilings in the 1970's.
The one here demonstrates aspects of fivefold symmetry, and was inspired by some of the tilings of [[Kepler]].
===Links===
===Links===