Pages that link to "Item:Q1911769"
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The following pages link to A construction of inflation rules based on \(n\)-fold symmetry (Q1911769):
Displaying 14 items.
- A construction of algebraic surfaces with many real nodes (Q268220) (← links)
- Symmetries and loops in inflation (Q302634) (← links)
- Notes on vertex atlas of Danzer tiling (Q449630) (← links)
- Randomness and topological invariants in pentagonal tiling spaces (Q659561) (← links)
- Substitutions with vanishing rotationally invariant first cohomology (Q764590) (← links)
- Random tilings of spherical 3-manifolds (Q955112) (← links)
- Cyclotomic aperiodic substitution tilings (Q2333467) (← links)
- A computer search for planar substitution tilings with \(n\)-fold rotational symmetry (Q2340419) (← links)
- On the index of Siegel grids and its application to the tomography of quasicrystals (Q2519781) (← links)
- COMPOSITION OF INFLATION RULES FOR <i>APERIODIC</i> STRUCTURES WITH NINE-FOLD SYMMETRY (Q3106607) (← links)
- The Root Lattice $$A_{2}$$ in the Construction of Substitution Tilings and Singular Hypersurfaces (Q4610000) (← links)
- DECAGONAL QUASICRYSTAL PATTERNS WITH EIGHT PROTOTILES (Q5312032) (← links)
- CONFIGURATIONAL ENTROPY FOR STONE-INFLATION HEXAGONAL AND OCTAGONAL PATTERNS (Q5312150) (← links)
- Deltoid tangents with evenly distributed orientations and random tilings (Q6171507) (← links)
