Source: wikibot/quasiperiodic-tiling
= Quasiperiodic tiling
{wiki=Quasiperiodic_tiling}
Quasiperiodic tiling refers to a type of tiling of a plane that exhibits order without periodicity. This means that while the pattern does not repeat itself at regular intervals (as it would in periodic tiling), it still has a structured arrangement that follows certain mathematical rules. One of the most famous examples of quasiperiodic tiling is the Penrose tiling, discovered by mathematician Roger Penrose in the 1970s.