Steve Trettel · with Henry Segerman, Rémi Coulon, Sabetta Matsumoto

Code: Hyp Coxeter Cubes · 2020

Coxeter group tiling of $\mathbb{H}^3$ by right-angled hyperbolic cubes

Raymarching in H3 visualizing a Coxeter group tiling by hyperbolic cubes. The right-angled hyperbolic cube has dihedral angles of pi/2, which is impossible in Euclidean space but natural in H3. The tiling is generated by reflections in the cube faces, forming an infinite regular pattern. Controls: WASD to rotate, arrow keys to translate.

Steve Trettel · with Henry Segerman, Rémi Coulon, Sabetta Matsumoto

Open full-screen ↗ ← All demos