L. Andritz
Discovered Tilings
A variant of semi-detached house. In contrast to the latter, this one is a model set with p-adic internal space.
A member of an infinite family of substitution rules for similar quadrangles possessing two right interior angles at opposite vertices. A big copy of such a quadrangle can be divided into (smaller) similar quadrangles in several ways. Some of them are compatible with a substitution rule. This one is …
One of several substitution tilings found by L. Andritz with fivefold symmetry using tiles inspired by Islamic Girih patterns.
Finite Rotations Polytopal Tiles Self Similar Substitution Finite Local Complexity Girih
A tiling with fivefold symmetry using tiles inspired by Islamic Girih patterns.
Finite Rotations Polytopal Tiles Self Similar Substitution Finite Local Complexity Girih
One of several substitution tilings found by L. Andritz with fivefold symmetry using tiles inspired by Islamic Girih patterns.
Finite Rotations Polytopal Tiles Self Similar Substitution Finite Local Complexity Girih
One of several substitution tilings found and submitted in February 2016 by L. Andritz with fivefold symmetry using tiles inspired by Islamic Girih patterns.
Despite the similarities the tiling is different to the “Tie and Navette” tiling as discussed in [Lue1990] and [LL1994] .
Finite Rotations Model Set Polytopal Tiles Self Similar Substitution Finite Local Complexity Girih
