The following pages link to Substitution Delone sets (Q1404498):
Displaying 25 items.
- Strong coincidence and overlap coincidence (Q321515) (← links)
- Construction of wavelet sets using integral self-affine multi-tiles (Q485227) (← links)
- Algorithm for determining pure pointedness of self-affine tilings (Q626098) (← links)
- Invariant sets for substitution (Q1337459) (← links)
- Self affine Delone sets and deviation phenomena (Q1741973) (← links)
- Geometrical models for a class of reducible Pisot substitutions (Q1991406) (← links)
- Leptin densities in amenable groups (Q2107782) (← links)
- Fourier transform of Rauzy fractals and point spectrum of 1D Pisot inflation tilings (Q2218100) (← links)
- Dynamical directions in numeration (Q2372766) (← links)
- Fractal representation of the attractive lamination of an automorphism of the free group. (Q2372772) (← links)
- Atomic surfaces, tilings and coincidences. II: Reducible case (Q2372777) (← links)
- Substitutions, abstract number systems and the space filling property (Q2372779) (← links)
- On substitution tilings and Delone sets without finite local complexity (Q2423618) (← links)
- Substitution Delone sets with pure point spectrum are inter-model sets (Q2469963) (← links)
- Pure point diffractive substitution Delone sets have the Meyer property (Q2482211) (← links)
- Inflations of self-affine tilings are integral algebraic Perron (Q2630284) (← links)
- On single-matrix graph-directed iterated function systems (Q2637927) (← links)
- Rigidity and mapping class group for abstract tiling spaces (Q2884096) (← links)
- Rational self-affine tiles (Q2944918) (← links)
- (Q3490081) (← links)
- Delone Sets and Dynamical Systems (Q5141330) (← links)
- Yet Another Characterization of the Pisot Substitution Conjecture (Q5141337) (← links)
- Factors of Pisot tiling spaces and the Coincidence Rank Conjecture (Q5255632) (← links)
- Topological substitution for the aperiodic Rauzy fractal tiling (Q5380540) (← links)
- Lattice substitution systems and model sets (Q5932806) (← links)
