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

Code: Euc 3torus Ball · 2020

Inside the 3-torus, a flat Euclidean manifold with periodic boundary conditions

Raymarching in the 3-torus (E3 with periodic boundary conditions). A single ball is rendered with its infinitely many translational copies visible through the identified faces. The flat Euclidean metric means geodesics are straight lines that wrap around the fundamental domain. Controls: WASD to rotate, arrow keys to translate.

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