The golden $L$ is a translation surface that has received much attention recently in the theory of billiard dynamics. It is built out of a $1 \times 1$ square with $1 \times \phi$ and $\phi\times1$ rectangles glued to it along their length-$1$ sides. See for example this preprint.

The golden L is a translation surface that has received much attention recently in the theory of billiard dynamics. It is built out of a $1 \times 1$ square with $1 \times \phi$ and $\phi\times1$ rectangles glued to it along their length-$1$ sides. See for example the preprint Davis and Lelievre - Periodic paths on the pentagon, double pentagon and golden L.

The golden L is a translation surface that has received much attention recently in the theory of billiard dynamics. It is built out of a 1 × 1 square with 1 × φ and φ × 1 rectangles glued to it along their length-1 sides. See for example this preprint.

The golden $L$ is a translation surface that has received much attention recently in the theory of billiard dynamics. It is built out of a $1 \times 1$ square with $1 \times \phi$ and $\phi\times1$ rectangles glued to it along their length-$1$ sides. See for example this preprint.