- Canonical Substitution Tiling
- Euclidean Windowed Tiling
- MLD Class Fibonacci
- One Dimensional
- Parallelogram Tiles
- Polytopal Tiles
- Polytopal Windowed Tiling
- Self-Similar Substitution

The substitution rule a1->a1 b1, a2->b2 a2, b1->a2, b2->a1. The tilings generated become Fibonacci tilings under the projection a1,a2->a and b1,b2->b. Alternatively one can simply remove the colour labels on the tiles. The name comes from the projection structure of the tiling. The expansion predecessor of the tiling is itself a projection tiling with the window lying at the center of the window for the full tiling. For more information see [HL].

[HL]

Harriss, E O and Lamb, J S W

**One dimensional tilings with interval projection structure**

A0601187