Tilings and patterns
Three-dimensional analogs of the planar penrose tilings and quasicrystals
Discrete Mathematics
On the conjugation of standard morphisms
MFCS '96 Selected papers from the 21st symposium on Mathematical foundations of computer science
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We present a large class of parallelogram tilings that have two important features in common with the Ammann-Beenker tiling: they can be constructed by canonical projection from Z4 ⊂ R4 to a plane, and they admit substitution rules.